
 
             
 
 1 	 1 6 3 0 . 4 1 	 6 7 2 	 1 . 6 8 	 2 . 4 3 	 7 3 1 . 0 6 	 5 0 . 6 7 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 1   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 	 3 9 1 6 . 5 8 	 2 3 4 	 2 . 7 8 	 1 6 . 7 4 	 2 1 9 3 . 3 9 	 6 4 . 4 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 8   	 P i p S t e p = 3 0   	 R i s k = 1 . 3   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 3   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 5 2   	 S e c o n d P r o f i t P e r s e n t = 6 8   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 	 2 3 9 8 . 5 9 	 5 6 2 	 1 . 9 4 	 4 . 2 7 	 8 4 6 . 5 7 	 2 6 . 0 8 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 4   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 	 6 7 7 . 1 6 	 2 2 2 	 1 . 8 4 	 3 . 0 5 	 1 4 8 6 . 1 9 	 9 1 . 2 5 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 1   	 R i s k = 3 . 3   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 	 1 7 7 1 . 6 8 	 3 5 5 	 1 . 8 7 	 4 . 9 9 	 2 1 3 9 . 1 9 	 8 5 . 7 6 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 6   	 P i p S t e p = 3 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 4 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 	 3 0 3 7 . 4 5 	 6 7 9 	 2 . 1 3 	 4 . 4 7 	 9 5 5 . 8 8 	 4 4 . 0 5 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 1   	 R i s k = 1 . 6   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 3 6   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 	 2 7 9 5 . 9 7 	 6 9 5 	 2 . 0 2 	 4 . 0 2 	 7 1 9 . 5 9 	 3 1 . 1 6 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 7   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 4 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 	 2 9 9 . 1 7 	 2 0 	 1 . 8 0 	 1 4 . 9 6 	 8 6 6 . 9 6 	 7 2 . 9 8 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 6   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 6 0   	 S e c o n d P r o f i t P e r s e n t = 8 2   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 	 2 3 5 0 . 8 9 	 3 9 5 	 1 . 8 6 	 5 . 9 5 	 2 2 8 9 . 8 5 	 7 3 . 0 3 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 6   	 R i s k = 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 5   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 3 4   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 	 3 7 3 . 2 7 	 5 6 	 1 . 6 5 	 6 . 6 7 	 1 0 7 5 . 2 2 	 9 3 . 1 9 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 3   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 3   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 0   	 S e c o n d P r o f i t P e r s e n t = 4 2   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 	 3 7 0 . 8 6 	 1 1 2 	 2 . 3 5 	 3 . 3 1 	 1 3 9 . 6 5 	 1 1 . 5 4 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 4   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 3   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 6 0   	 S e c o n d P r o f i t P e r s e n t = 4 6   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 	 1 4 1 0 . 8 2 	 1 8 2 	 2 . 4 7 	 7 . 7 5 	 1 9 5 1 . 7 7 	 8 3 . 3 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 0   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 3   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 	 1 3 6 2 . 7 4 	 4 3 0 	 1 . 9 6 	 3 . 1 7 	 1 7 5 2 . 2 2 	 7 7 . 8 5 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 1   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 3   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 6 0   	 S e c o n d P r o f i t P e r s e n t = 4 8   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 	 2 7 1 9 . 2 1 	 6 2 3 	 2 . 1 3 	 4 . 3 6 	 9 8 2 . 0 0 	 3 1 . 8 2 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 3   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 	 8 9 4 3 . 3 7 	 6 5 9 	 2 . 6 9 	 1 3 . 5 7 	 1 6 0 8 . 1 6 	 3 6 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 	 1 7 9 0 . 7 0 	 4 6 9 	 1 . 7 7 	 3 . 8 2 	 9 5 7 . 6 3 	 3 5 . 7 3 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 6   	 P i p S t e p = 3 4   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 3   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 8 4   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 	 4 0 5 . 1 1 	 4 9 	 1 . 7 5 	 8 . 2 7 	 9 4 9 . 6 3 	 7 4 . 1 2 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 8   	 R i s k = 3 . 3   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 3 6   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 	 3 7 2 4 . 4 9 	 6 4 3 	 1 . 9 9 	 5 . 7 9 	 2 6 0 3 . 3 9 	 5 9 . 2 1 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 8   	 P i p S t e p = 3 0   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 	 6 5 0 . 2 2 	 4 9 	 2 . 0 0 	 1 3 . 2 7 	 1 1 7 3 . 9 1 	 8 9 . 8 1 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 4   	 P i p S t e p = 3 4   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 5 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 	 1 6 8 6 . 1 8 	 1 7 4 	 2 . 9 1 	 9 . 6 9 	 1 9 8 9 . 8 2 	 8 0 . 0 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 1   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 3 6   	 S e c o n d P r o f i t P e r s e n t = 2 2   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 	 4 4 4 . 7 6 	 2 0 1 	 1 . 5 5 	 2 . 2 1 	 8 7 9 . 8 5 	 7 8 . 7 2 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 9   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 	 6 5 8 . 1 3 	 3 2 	 3 . 4 3 	 2 0 . 5 7 	 5 9 2 . 5 7 	 5 0 . 0 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 7 2   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 	 2 4 1 9 . 8 8 	 6 3 9 	 1 . 9 7 	 3 . 7 9 	 5 9 2 . 5 9 	 4 7 . 4 7 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 5   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 	 7 0 6 . 8 6 	 5 6 	 2 . 1 8 	 1 2 . 6 2 	 1 0 9 2 . 9 2 	 7 8 . 6 1 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 5   	 R i s k = 2 . 2   	 D e f a u l t L o t = 0 . 0 3   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 3 0   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 	 1 2 7 2 . 1 8 	 2 3 1 	 1 . 9 3 	 5 . 5 1 	 1 8 4 5 . 1 5 	 8 6 . 2 8 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 9   	 P i p S t e p = 3 4   	 R i s k = 2 . 2   	 D e f a u l t L o t = 0 . 0 3   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 	 1 5 4 . 4 4 	 1 6 	 2 . 2 0 	 9 . 6 5 	 9 1 0 . 8 8 	 8 3 . 9 4 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 4   	 R i s k = 1 . 5   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 2 8   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 	 4 5 4 6 . 4 8 	 6 2 2 	 2 . 1 3 	 7 . 3 1 	 1 7 3 4 . 0 4 	 4 3 . 8 1 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 	 1 2 7 6 . 4 8 	 1 7 0 	 2 . 0 7 	 7 . 5 1 	 1 3 5 5 . 3 1 	 6 4 . 5 2 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 3   	 R i s k = 2 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 	 3 2 0 6 . 2 5 	 4 6 1 	 2 . 2 1 	 6 . 9 5 	 1 6 6 7 . 8 0 	 6 2 . 0 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 0   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 	 2 5 3 0 . 2 1 	 4 9 6 	 1 . 8 3 	 5 . 1 0 	 2 0 5 7 . 3 1 	 6 1 . 3 9 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 7   	 P i p S t e p = 3 0   	 R i s k = 2 . 2   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 2 8   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 	 1 3 3 9 . 7 2 	 2 2 1 	 2 . 3 2 	 6 . 0 6 	 1 5 5 1 . 4 2 	 7 1 . 1 4 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 0   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 1 2   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 	 2 0 6 0 . 9 4 	 6 2 6 	 1 . 8 8 	 3 . 2 9 	 9 2 7 . 8 7 	 5 9 . 4 0 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 3   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 1 6   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 	 3 6 2 8 . 6 5 	 5 8 0 	 2 . 1 6 	 6 . 2 6 	 8 7 4 . 2 3 	 5 4 . 7 7 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 3   	 L o t E x p o n e n t = 1 . 5   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 	 3 8 0 7 . 0 3 	 4 9 3 	 2 . 0 2 	 7 . 7 2 	 2 3 8 4 . 2 8 	 5 3 . 2 1 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 3   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 	 1 4 5 . 4 9 	 1 7 	 2 . 0 2 	 8 . 5 6 	 9 7 2 . 1 0 	 9 1 . 0 4 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 4   	 R i s k = 1 . 3   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 4 6   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 	 1 5 9 9 . 5 3 	 6 3 7 	 1 . 7 7 	 2 . 5 1 	 8 9 4 . 7 2 	 4 4 . 9 1 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 4 6   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 	 3 4 0 7 . 4 0 	 6 1 9 	 2 . 0 1 	 5 . 5 0 	 1 0 3 5 . 5 3 	 2 8 . 5 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 9   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 	 2 6 5 . 7 9 	 2 5 	 3 . 3 1 	 1 0 . 6 3 	 4 8 6 . 4 0 	 4 5 . 6 6 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 	 1 6 7 6 . 3 9 	 2 9 4 	 1 . 8 2 	 5 . 7 0 	 2 3 6 6 . 4 8 	 9 3 . 8 4 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 1   	 R i s k = 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 5   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 3 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 	 1 7 4 0 . 1 5 	 5 2 1 	 1 . 8 0 	 3 . 3 4 	 1 0 0 5 . 3 8 	 5 4 . 3 0 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 8   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 1 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 	 6 6 7 . 6 4 	 1 8 9 	 1 . 9 0 	 3 . 5 3 	 4 6 6 . 1 9 	 4 1 . 8 2 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 7   	 P i p S t e p = 3 1   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 3   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 	 1 2 7 9 . 4 0 	 2 1 7 	 1 . 8 9 	 5 . 9 0 	 8 6 1 . 1 0 	 6 9 . 4 1 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 8   	 P i p S t e p = 3 0   	 R i s k = 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 4 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 	 5 4 5 . 1 4 	 1 9 2 	 1 . 4 6 	 2 . 8 4 	 9 9 3 . 1 3 	 6 8 . 4 6 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 4   	 P i p S t e p = 3 2   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 1 4   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 	 4 9 1 4 . 8 7 	 8 9 2 	 2 . 1 4 	 5 . 5 1 	 1 4 4 2 . 1 2 	 3 8 . 5 6 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 3   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 	 8 8 3 . 8 9 	 1 5 1 	 1 . 7 6 	 5 . 8 5 	 9 7 9 . 3 4 	 5 4 . 6 2 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 1 4   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 	 9 6 0 . 8 9 	 1 7 4 	 1 . 8 2 	 5 . 5 2 	 1 1 5 5 . 3 2 	 6 1 . 7 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 8   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 3   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 1 2   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 	 2 3 1 . 3 5 	 2 7 	 1 . 9 9 	 8 . 5 7 	 1 0 2 3 . 6 6 	 9 2 . 0 9 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 4 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 	 4 8 1 2 . 1 8 	 6 2 1 	 2 . 2 6 	 7 . 7 5 	 8 4 0 . 1 3 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 3   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 	 7 5 . 5 4 	 1 3 0 	 1 . 1 4 	 0 . 5 8 	 7 8 5 . 8 6 	 7 4 . 1 7 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 7   	 P i p S t e p = 3 5   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 	 2 3 4 9 . 9 0 	 5 6 7 	 1 . 7 7 	 4 . 1 4 	 1 4 5 2 . 8 7 	 4 6 . 4 9 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 9   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 2 4   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 	 3 3 4 5 . 2 9 	 5 7 9 	 2 . 2 3 	 5 . 7 8 	 1 6 7 6 . 7 0 	 4 2 . 0 1 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 4   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 6 0   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 	 1 8 8 9 . 3 8 	 5 3 2 	 1 . 8 2 	 3 . 5 5 	 6 2 3 . 8 0 	 2 2 . 6 1 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 1   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 1 2   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 	 8 5 6 . 6 0 	 4 2 8 	 1 . 9 7 	 2 . 0 0 	 1 2 0 1 . 3 7 	 6 8 . 3 4 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 0   	 R i s k = 1 . 6   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 4 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 	 2 0 4 7 . 3 1 	 6 5 4 	 1 . 8 0 	 3 . 1 3 	 1 2 8 0 . 7 7 	 5 0 . 6 2 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 1   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 0   	 S e c o n d P r o f i t P e r s e n t = 1 2   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 	 2 0 0 4 . 1 0 	 1 7 8 	 3 . 7 5 	 1 1 . 2 6 	 1 9 6 5 . 6 9 	 7 5 . 1 0 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 1   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 8 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 	 2 6 3 8 . 4 7 	 2 2 8 	 2 . 9 0 	 1 1 . 5 7 	 2 6 9 3 . 2 3 	 8 8 . 2 6 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 6   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 	 2 4 8 . 4 7 	 2 0 	 2 . 4 4 	 1 2 . 4 2 	 5 4 0 . 0 8 	 5 0 . 8 7 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 1   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 3 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 	 5 1 0 . 0 2 	 2 8 1 	 1 . 6 1 	 1 . 8 2 	 6 6 7 . 6 2 	 6 2 . 0 7 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 3 6   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 	 2 8 9 . 9 3 	 1 5 5 	 1 . 2 9 	 1 . 8 7 	 6 2 0 . 9 6 	 5 3 . 5 9 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 3   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 3   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 1 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 	 2 0 9 . 8 4 	 2 4 	 2 . 1 4 	 8 . 7 4 	 7 4 1 . 6 6 	 7 0 . 5 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 9   	 R i s k = 2 . 2   	 D e f a u l t L o t = 0 . 0 3   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 5 4   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 	 4 5 2 3 . 5 5 	 4 5 2 	 2 . 6 6 	 1 0 . 0 1 	 1 8 7 7 . 5 7 	 6 3 . 5 6 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 0   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 	 1 3 2 0 . 9 2 	 1 8 5 	 2 . 5 4 	 7 . 1 4 	 1 3 1 5 . 8 8 	 6 3 . 2 3 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 1   	 R i s k = 1 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 5   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 5 4   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 	 1 8 3 . 0 5 	 2 4 	 1 . 7 3 	 7 . 6 3 	 9 6 4 . 5 9 	 8 6 . 3 7 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 8   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 0   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 	 4 7 4 1 . 3 4 	 6 9 2 	 1 . 9 1 	 6 . 8 5 	 1 4 8 3 . 5 4 	 3 9 . 1 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 5 	 9 0 . 5 3 	 1 7 	 1 . 5 9 	 5 . 3 3 	 7 2 6 . 8 6 	 6 9 . 6 8 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 1   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 6 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 6 	 8 1 6 . 2 9 	 5 2 	 1 . 8 0 	 1 5 . 7 0 	 1 1 1 5 . 9 8 	 7 2 . 8 1 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 6   	 P i p S t e p = 3 5   	 R i s k = 3   	 D e f a u l t L o t = 0 . 0 3   	 L o t E x p o n e n t = 1 . 5   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 5 6   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 7 	 4 5 1 . 1 7 	 1 4 7 	 1 . 6 0 	 3 . 0 7 	 4 9 5 . 7 9 	 3 9 . 4 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 1   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 3   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 8 	 9 2 2 . 3 9 	 2 6 7 	 2 . 0 0 	 3 . 4 5 	 1 6 0 7 . 8 6 	 8 6 . 6 5 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 1   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 6   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 9 	 2 6 9 5 . 4 1 	 6 2 9 	 2 . 0 1 	 4 . 2 9 	 1 2 1 7 . 2 6 	 3 7 . 5 0 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 1   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 4 4   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 0 	 3 2 9 2 . 1 8 	 6 1 0 	 2 . 2 5 	 5 . 4 0 	 6 9 3 . 3 1 	 6 5 . 7 3 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 1 	 1 5 2 0 . 8 7 	 5 6 2 	 1 . 6 9 	 2 . 7 1 	 5 3 3 . 0 4 	 2 4 . 1 5 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 5   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 9 4   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 2 	 1 1 8 1 . 0 2 	 1 9 8 	 2 . 2 6 	 5 . 9 6 	 1 3 3 4 . 0 2 	 6 8 . 4 7 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 0   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 5   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 6 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 3 	 7 7 2 . 0 4 	 3 6 1 	 1 . 8 8 	 2 . 1 4 	 5 6 1 . 6 6 	 5 3 . 7 3 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 1   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 4 0   	 S e c o n d P r o f i t P e r s e n t = 1 8   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 4 	 2 5 8 4 . 8 1 	 6 0 4 	 1 . 9 3 	 4 . 2 8 	 1 8 4 5 . 4 1 	 5 4 . 9 1 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 8   	 P i p S t e p = 3 1   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 5 	 3 7 7 . 7 8 	 2 0 	 3 . 2 4 	 1 8 . 8 9 	 9 0 8 . 2 7 	 8 2 . 9 5 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 9   	 R i s k = 3 . 3   	 D e f a u l t L o t = 0 . 0 3   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 2   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 6 	 1 1 7 6 . 1 5 	 5 9 2 	 1 . 5 5 	 1 . 9 9 	 9 9 6 . 8 8 	 6 3 . 0 8 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 2   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 3   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 3 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 7 	 2 2 8 . 7 2 	 2 9 	 1 . 7 8 	 7 . 8 9 	 8 1 9 . 7 1 	 7 0 . 6 4 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 1   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 6 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 8 	 1 3 8 . 5 1 	 1 8 	 1 . 8 3 	 7 . 6 9 	 6 1 2 . 7 6 	 5 8 . 6 6 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 7   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 2 4   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 9 	 2 3 2 4 . 0 6 	 6 5 7 	 1 . 9 7 	 3 . 5 4 	 1 6 1 6 . 9 7 	 5 1 . 8 6 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 1   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 0 	 1 6 0 8 . 0 1 	 3 4 0 	 2 . 2 1 	 4 . 7 3 	 2 2 3 6 . 4 4 	 9 1 . 7 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 6   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 5   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 6 8   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 1 	 1 1 8 8 . 5 2 	 3 1 0 	 1 . 7 8 	 3 . 8 3 	 1 9 3 0 . 0 9 	 9 1 . 6 4 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 9   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 5   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 2   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 2 	 1 2 5 0 . 7 8 	 1 5 7 	 1 . 9 9 	 7 . 9 7 	 1 3 3 8 . 0 8 	 6 4 . 4 2 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 3 	 3 3 8 1 . 1 6 	 6 6 8 	 1 . 9 5 	 5 . 0 6 	 2 3 0 3 . 2 5 	 6 1 . 3 9 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 4 	 1 0 9 5 . 8 3 	 7 6 	 1 . 9 2 	 1 4 . 4 2 	 1 7 0 5 . 3 6 	 8 7 . 7 3 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 6   	 R i s k = 1 . 6   	 D e f a u l t L o t = 0 . 0 3   	 L o t E x p o n e n t = 1 . 3   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 5 	 1 7 1 8 . 5 6 	 3 7 6 	 2 . 9 5 	 4 . 5 7 	 6 1 6 . 4 9 	 5 7 . 5 9 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 0   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 6 	 1 6 9 3 . 7 9 	 5 9 0 	 1 . 9 9 	 2 . 8 7 	 5 1 4 . 1 7 	 1 9 . 8 4 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 5   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 7 	 1 2 0 1 . 0 5 	 6 1 	 2 . 6 7 	 1 9 . 6 9 	 1 4 5 8 . 2 8 	 7 4 . 7 8 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 4   	 P i p S t e p = 3 1   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 6   	 S e c o n d P r o f i t P e r s e n t = 6 8   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 8 	 1 4 2 . 2 0 	 2 2 	 1 . 6 6 	 6 . 4 6 	 8 7 6 . 4 5 	 8 2 . 3 7 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 1   	 R i s k = 2 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 1 8   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 9 	 1 4 9 . 9 8 	 2 3 	 1 . 5 6 	 6 . 5 2 	 7 3 7 . 0 8 	 7 0 . 3 6 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 5   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 1 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 0 	 1 7 4 5 . 9 6 	 5 8 6 	 1 . 7 3 	 2 . 9 8 	 4 6 4 . 2 2 	 2 0 . 2 2 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 4   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 3 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 1 	 5 6 . 2 8 	 4 6 	 1 . 3 4 	 1 . 2 2 	 1 0 2 1 . 3 1 	 9 7 . 4 0 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 2 	 2 0 0 . 8 6 	 2 1 	 1 . 8 9 	 9 . 5 6 	 8 2 0 . 7 8 	 7 5 . 3 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 4   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 3 0   	 S e c o n d P r o f i t P e r s e n t = 4 6   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 3 	 6 7 9 8 . 9 7 	 7 0 2 	 2 . 5 3 	 9 . 6 9 	 1 9 0 6 . 4 4 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 3   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 4 	 2 5 4 . 5 9 	 2 2 	 1 . 9 8 	 1 1 . 5 7 	 8 2 8 . 6 0 	 7 6 . 6 1 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 3   	 D e f a u l t L o t = 0 . 0 3   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 2   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 5 	 1 4 9 1 . 5 9 	 4 2 0 	 1 . 6 6 	 3 . 5 5 	 2 2 8 5 . 3 5 	 9 5 . 8 4 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 0   	 S e c o n d P r o f i t P e r s e n t = 3 4   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 6 	 5 6 1 . 1 4 	 2 1 9 	 1 . 9 3 	 2 . 5 6 	 8 1 6 . 1 1 	 7 6 . 3 6 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 3   	 R i s k = 1 . 5   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 3   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 7 2   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 7 	 9 0 . 5 1 	 2 3 	 1 . 2 8 	 3 . 9 4 	 7 5 4 . 0 2 	 7 1 . 3 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 7   	 P i p S t e p = 3 0   	 R i s k = 1 . 6   	 D e f a u l t L o t = 0 . 0 3   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 1 6   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 8 	 3 1 6 7 . 8 2 	 4 9 1 	 2 . 1 5 	 6 . 4 5 	 2 5 4 3 . 0 4 	 6 6 . 4 6 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 3 2   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 9 	 5 2 7 9 . 2 1 	 5 7 4 	 2 . 6 5 	 9 . 2 0 	 2 6 0 3 . 3 9 	 4 8 . 6 5 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 2   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 0 	 2 3 3 7 . 4 9 	 5 4 6 	 1 . 7 6 	 4 . 2 8 	 1 9 4 5 . 3 0 	 6 1 . 3 6 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 6   	 P i p S t e p = 3 1   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 8 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 1 	 1 0 2 5 . 4 6 	 1 5 6 	 1 . 8 7 	 6 . 5 7 	 1 2 3 4 . 4 2 	 6 5 . 5 0 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 3   	 D e f a u l t L o t = 0 . 0 3   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 2 	 2 7 4 7 . 4 2 	 5 0 0 	 2 . 0 2 	 5 . 4 9 	 2 0 0 3 . 7 6 	 5 8 . 6 7 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 4   	 R i s k = 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 4   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 3 	 4 3 0 . 1 5 	 1 7 0 	 1 . 5 1 	 2 . 5 3 	 9 9 3 . 5 8 	 7 1 . 6 3 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 2 8   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 4 	 8 4 . 0 1 	 2 0 	 1 . 5 7 	 4 . 2 0 	 8 9 4 . 4 2 	 8 5 . 8 7 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 5   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 2 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 5 	 3 5 9 8 . 7 1 	 5 7 4 	 2 . 2 3 	 6 . 2 7 	 1 8 4 4 . 0 9 	 4 5 . 1 7 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 1   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 6 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 6 	 1 5 8 . 4 5 	 1 8 	 1 . 5 8 	 8 . 8 0 	 7 0 0 . 8 2 	 6 5 . 6 6 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 5   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 3   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 7 	 6 0 6 . 7 2 	 2 8 5 	 2 . 1 1 	 2 . 1 3 	 1 1 9 0 . 5 5 	 7 3 . 6 0 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 2   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 3   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 8 	 1 2 5 0 . 1 0 	 3 0 9 	 1 . 6 7 	 4 . 0 5 	 1 4 5 2 . 5 0 	 7 0 . 2 9 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 3   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 2 4   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 9 	 2 3 0 2 . 9 7 	 3 1 9 	 2 . 2 8 	 7 . 2 2 	 2 5 9 9 . 3 5 	 9 2 . 9 1 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 2   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 3   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 5 6   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 0 	 2 3 2 5 . 1 2 	 4 4 7 	 1 . 7 9 	 5 . 2 0 	 2 3 5 8 . 6 6 	 7 3 . 2 4 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 4   	 P i p S t e p = 3 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 1 	 1 1 0 4 . 0 4 	 1 4 9 	 2 . 4 8 	 7 . 4 1 	 1 5 4 9 . 8 7 	 8 1 . 3 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 6   	 R i s k = 1 . 6   	 D e f a u l t L o t = 0 . 0 3   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 2 	 1 7 3 . 9 1 	 2 2 	 1 . 8 4 	 7 . 9 1 	 5 8 6 . 6 4 	 5 7 . 3 1 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 4   	 R i s k = 3 . 3   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 3 6   	 S e c o n d P r o f i t P e r s e n t = 5 0   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 3 	 1 9 4 0 . 2 4 	 5 0 9 	 1 . 7 4 	 3 . 8 1 	 1 2 4 4 . 4 1 	 4 5 . 6 0 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 4   	 P i p S t e p = 3 4   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 4 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 4 	 1 3 1 . 4 1 	 1 7 	 1 . 7 2 	 7 . 7 3 	 6 0 0 . 4 8 	 5 6 . 1 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 8   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 5 2   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 5 	 7 5 6 . 4 9 	 5 8 6 	 1 . 5 3 	 1 . 2 9 	 4 8 0 . 2 2 	 2 8 . 4 2 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 1   	 R i s k = 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 2 8   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 6 	 1 5 7 . 4 9 	 2 5 	 1 . 6 8 	 6 . 3 0 	 8 8 0 . 4 6 	 8 4 . 1 0 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 1   	 R i s k = 1 . 5   	 D e f a u l t L o t = 0 . 0 3   	 L o t E x p o n e n t = 1 . 3   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 8 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 7 	 2 7 6 . 9 9 	 2 3 7 	 1 . 2 7 	 1 . 1 7 	 7 8 1 . 3 4 	 7 3 . 9 5 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 5   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 8 	 2 5 8 3 . 5 5 	 6 0 3 	 1 . 9 3 	 4 . 2 8 	 1 8 4 5 . 4 1 	 5 4 . 9 3 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 8   	 P i p S t e p = 3 1   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 9 	 2 3 2 1 . 0 8 	 6 4 3 	 2 . 0 1 	 3 . 6 1 	 1 5 8 5 . 8 9 	 5 1 . 6 2 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 0   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 0 	 1 9 1 8 . 5 2 	 8 4 9 	 1 . 9 4 	 2 . 2 6 	 5 9 6 . 2 2 	 3 1 . 6 1 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 0   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 1 	 8 0 6 . 4 6 	 3 0 5 	 2 . 1 7 	 2 . 6 4 	 7 1 3 . 1 9 	 6 5 . 9 9 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 4 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 2 	 1 2 4 1 . 1 8 	 2 0 7 	 2 . 1 4 	 6 . 0 0 	 1 5 4 9 . 2 5 	 7 4 . 9 3 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 6   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 4 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 3 	 5 9 2 4 . 2 1 	 8 5 3 	 2 . 2 0 	 6 . 9 5 	 1 0 6 7 . 2 2 	 3 9 . 4 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 4 	 6 5 4 . 1 8 	 5 1 1 	 1 . 3 5 	 1 . 2 8 	 5 7 5 . 9 4 	 3 8 . 6 7 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 5 	 1 5 1 3 . 9 0 	 5 5 0 	 1 . 7 0 	 2 . 7 5 	 5 3 3 . 0 4 	 2 4 . 3 0 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 5   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 9 4   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 6 	 9 5 . 8 8 	 1 8 	 1 . 5 5 	 5 . 3 3 	 6 1 2 . 7 6 	 5 8 . 6 6 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 7   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 4   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 7 	 2 0 2 7 . 2 3 	 2 7 2 	 2 . 6 5 	 7 . 4 5 	 1 9 0 6 . 4 4 	 6 8 . 2 7 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 8 	 1 0 4 1 . 7 5 	 2 2 4 	 2 . 0 6 	 4 . 6 5 	 1 6 8 2 . 8 5 	 8 8 . 3 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 9   	 P i p S t e p = 3 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 9 	 5 5 6 . 8 9 	 2 0 3 	 2 . 0 2 	 2 . 7 4 	 4 4 4 . 2 1 	 2 9 . 8 3 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 8   	 R i s k = 2 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 8 2   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 0 	 4 4 1 . 8 7 	 2 0 3 	 1 . 5 4 	 2 . 1 8 	 8 7 9 . 8 5 	 7 8 . 7 2 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 9   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 1 	 2 9 9 3 . 8 1 	 6 8 6 	 2 . 1 8 	 4 . 3 6 	 5 8 4 . 2 9 	 2 4 . 1 2 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 9   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 2 	 2 9 7 1 . 5 0 	 5 6 1 	 2 . 0 7 	 5 . 3 0 	 1 5 2 6 . 7 7 	 4 0 . 9 8 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 8   	 P i p S t e p = 3 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 3 	 3 5 8 0 . 1 9 	 4 9 2 	 2 . 0 4 	 7 . 2 8 	 2 3 8 4 . 2 8 	 5 6 . 0 2 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 4 	 1 4 0 1 . 4 2 	 1 8 1 	 2 . 3 1 	 7 . 7 4 	 1 7 0 1 . 1 2 	 7 4 . 2 7 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 2   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 2 8   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 5 	 6 7 9 . 5 8 	 6 2 0 	 1 . 4 2 	 1 . 1 0 	 9 3 1 . 9 3 	 5 6 . 6 4 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 6 	 2 5 7 . 2 6 	 2 1 	 2 . 2 6 	 1 2 . 2 5 	 8 5 0 . 9 2 	 7 8 . 3 8 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 6 4   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 7 	 2 7 3 2 . 3 4 	 5 3 3 	 2 . 3 3 	 5 . 1 3 	 1 6 1 7 . 3 4 	 4 4 . 2 8 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 5   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 8 	 1 2 4 9 . 2 5 	 1 8 2 	 1 . 9 8 	 6 . 8 6 	 1 4 1 3 . 2 8 	 6 7 . 9 6 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 5 2   	 S e c o n d P r o f i t P e r s e n t = 9 4   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 9 	 3 4 6 . 7 5 	 3 9 	 1 . 9 6 	 8 . 8 9 	 1 0 2 7 . 7 2 	 8 5 . 3 2 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 6   	 P i p S t e p = 3 5   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 0 	 4 2 7 . 9 9 	 1 8 2 	 1 . 5 8 	 2 . 3 5 	 1 0 2 2 . 5 8 	 7 3 . 4 2 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 8   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 1 	 1 3 5 . 1 1 	 1 7 	 1 . 9 8 	 7 . 9 5 	 9 4 5 . 7 1 	 8 8 . 9 7 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 4 4   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 2 	 1 9 3 . 4 7 	 4 7 	 1 . 4 4 	 4 . 1 2 	 8 4 8 . 7 8 	 8 0 . 6 5 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 5   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 3 	 1 5 0 . 6 7 	 1 7 	 1 . 8 0 	 8 . 8 6 	 9 0 5 . 1 3 	 8 5 . 4 3 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 7   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 9 4   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 4 	 1 8 4 9 . 0 7 	 5 1 8 	 1 . 7 4 	 3 . 5 7 	 1 1 5 5 . 5 9 	 5 8 . 4 5 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 9   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 1 2   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 5 	 1 7 3 4 . 6 2 	 2 2 1 	 3 . 0 9 	 7 . 8 5 	 1 5 5 1 . 4 2 	 7 1 . 1 4 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 0   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 2   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 6 	 2 4 6 2 . 6 3 	 5 7 4 	 1 . 9 6 	 4 . 2 9 	 1 2 0 6 . 2 3 	 3 6 . 3 5 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 4   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 8 4   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 7 	 4 3 2 . 6 6 	 1 9 1 	 1 . 9 2 	 2 . 2 7 	 6 6 2 . 2 8 	 6 1 . 6 7 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 6   	 P i p S t e p = 3 3   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 0   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 8 	 1 4 6 2 . 6 1 	 5 9 1 	 1 . 6 6 	 2 . 4 7 	 6 5 3 . 2 8 	 4 5 . 3 9 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 3 5   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 9 	 8 3 1 . 9 5 	 2 1 7 	 1 . 9 6 	 3 . 8 3 	 5 6 2 . 6 3 	 4 3 . 3 4 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 9   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 4 6   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 0 	 4 4 8 . 2 9 	 1 5 7 	 1 . 7 3 	 2 . 8 6 	 5 0 1 . 0 9 	 3 8 . 1 7 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 1   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 1 	 1 3 0 . 1 1 	 2 1 	 1 . 3 8 	 6 . 2 0 	 8 8 2 . 5 4 	 8 2 . 9 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 8   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 1 2   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 2 	 5 1 9 . 1 0 	 2 2 9 	 1 . 6 0 	 2 . 2 7 	 8 7 4 . 5 6 	 8 1 . 1 9 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 2 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 3 	 8 5 9 . 0 0 	 4 9 9 	 1 . 7 4 	 1 . 7 2 	 5 7 0 . 6 5 	 3 1 . 4 9 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 4 	 1 3 9 5 . 1 5 	 3 4 2 	 1 . 9 3 	 4 . 0 8 	 1 4 3 0 . 5 0 	 7 3 . 7 6 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 5 	 3 3 5 . 6 5 	 4 9 	 1 . 4 9 	 6 . 8 5 	 9 4 9 . 6 3 	 7 5 . 2 7 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 8   	 R i s k = 3 . 3   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 6 	 7 7 9 . 8 4 	 9 7 1 	 1 . 3 3 	 0 . 8 0 	 1 1 1 0 . 0 4 	 7 5 . 4 9 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 7 	 2 4 0 1 . 2 6 	 6 4 7 	 1 . 9 5 	 3 . 7 1 	 5 9 2 . 5 9 	 4 7 . 4 7 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 5   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 8 	 4 4 5 2 . 7 6 	 4 6 9 	 2 . 6 2 	 9 . 4 9 	 1 8 7 7 . 5 7 	 6 3 . 5 6 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 2   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 9 	 7 9 1 . 3 2 	 6 3 	 2 . 2 2 	 1 2 . 5 6 	 8 3 2 . 2 0 	 5 4 . 4 2 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 9   	 P i p S t e p = 3 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 7 2   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 0 	 1 3 5 . 7 4 	 3 1 	 1 . 4 3 	 4 . 3 8 	 9 1 3 . 4 1 	 8 5 . 8 1 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 2 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 1 	 2 1 3 9 . 7 2 	 5 4 4 	 1 . 9 6 	 3 . 9 3 	 4 4 2 . 8 9 	 2 7 . 5 2 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 6   	 P i p S t e p = 3 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 4 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 2 	 4 4 0 5 . 7 5 	 7 5 4 	 1 . 8 1 	 5 . 8 4 	 1 6 4 1 . 0 4 	 4 1 . 9 3 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 3 0   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 3 	 1 0 7 . 3 0 	 1 5 2 	 1 . 1 9 	 0 . 7 1 	 4 4 2 . 3 4 	 4 1 . 4 4 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 9   	 P i p S t e p = 3 4   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 4 8   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 4 	 3 4 8 9 . 0 9 	 7 0 9 	 1 . 8 0 	 4 . 9 2 	 1 3 5 5 . 1 6 	 4 1 . 9 1 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 8   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 0   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 5 	 2 4 2 . 4 8 	 2 1 	 3 . 1 3 	 1 1 . 5 5 	 5 4 5 . 5 1 	 5 2 . 3 0 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 2   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 6 	 1 7 3 . 9 1 	 2 2 	 1 . 8 4 	 7 . 9 1 	 5 8 6 . 6 4 	 5 7 . 3 1 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 4   	 R i s k = 3 . 3   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 3 6   	 S e c o n d P r o f i t P e r s e n t = 5 0   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 7 	 1 0 3 1 . 9 9 	 3 6 8 	 1 . 6 7 	 2 . 8 0 	 1 5 7 8 . 3 0 	 8 5 . 3 2 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 1   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 6 0   	 S e c o n d P r o f i t P e r s e n t = 4 8   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 8 	 4 0 6 . 4 4 	 1 8 6 	 1 . 6 7 	 2 . 1 9 	 1 2 0 6 . 9 2 	 8 5 . 8 5 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 8   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 9 	 8 6 8 . 8 1 	 5 2 5 	 1 . 6 3 	 1 . 6 5 	 3 9 3 . 3 3 	 3 7 . 6 8 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 1   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 1 8   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 0 	 1 4 8 2 . 7 5 	 1 7 0 	 2 . 7 8 	 8 . 7 2 	 1 5 4 9 . 2 5 	 7 2 . 9 9 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 6   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 4 0   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 1 	 2 8 7 4 . 1 5 	 6 7 5 	 2 . 1 4 	 4 . 2 6 	 9 9 1 . 8 2 	 5 3 . 2 4 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 1   	 R i s k = 1 . 6   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 2 	 1 1 4 5 . 3 1 	 4 7 6 	 1 . 6 2 	 2 . 4 1 	 1 8 3 7 . 1 5 	 9 3 . 9 8 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 8   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 6 0   	 S e c o n d P r o f i t P e r s e n t = 8 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 3 	 4 6 5 0 . 5 4 	 4 7 6 	 2 . 9 2 	 9 . 7 7 	 2 7 0 8 . 7 0 	 5 8 . 5 1 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 8 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 4 	 4 2 6 . 4 8 	 5 8 3 	 1 . 3 1 	 0 . 7 3 	 7 6 2 . 8 0 	 5 1 . 6 6 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 2   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 5 	 3 1 9 2 . 0 8 	 6 3 2 	 1 . 9 7 	 5 . 0 5 	 7 1 4 . 5 8 	 3 7 . 0 0 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 5   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 6 	 1 8 0 1 . 3 4 	 3 0 6 	 1 . 9 9 	 5 . 8 9 	 2 0 3 9 . 1 6 	 7 8 . 8 8 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 6   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 3 4   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 7 	 1 3 5 1 . 5 6 	 2 3 8 	 1 . 8 7 	 5 . 6 8 	 1 3 9 3 . 3 4 	 7 2 . 2 0 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 9   	 P i p S t e p = 3 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 8 	 5 7 1 . 1 6 	 1 6 1 	 1 . 6 7 	 3 . 5 5 	 1 0 0 4 . 0 7 	 6 8 . 6 2 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 7   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 9 	 2 0 2 8 . 9 6 	 2 8 0 	 2 . 2 0 	 7 . 2 5 	 2 3 2 7 . 3 2 	 8 8 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 9   	 R i s k = 2 . 2   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 5 4   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 0 	 1 6 5 0 . 5 4 	 4 9 2 	 1 . 9 7 	 3 . 3 5 	 2 5 2 2 . 4 3 	 9 7 . 7 9 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 0   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 4 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 1 	 1 2 3 8 . 8 4 	 2 8 7 	 1 . 8 0 	 4 . 3 2 	 1 3 6 7 . 2 3 	 6 5 . 1 7 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 4   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 3 0   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 2 	 2 1 6 2 . 8 6 	 4 9 6 	 2 . 0 0 	 4 . 3 6 	 9 5 7 . 6 3 	 3 5 . 7 1 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 8   	 P i p S t e p = 3 4   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 3 	 1 1 4 1 . 6 6 	 4 0 7 	 1 . 4 8 	 2 . 8 1 	 1 7 0 4 . 6 1 	 8 5 . 6 4 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 1   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 1 2   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 4 	 1 5 8 . 4 5 	 1 8 	 1 . 5 8 	 8 . 8 0 	 7 0 0 . 8 2 	 6 5 . 6 6 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 5   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 5 	 8 5 9 . 4 7 	 3 3 7 	 1 . 6 5 	 2 . 5 5 	 1 3 6 5 . 0 7 	 7 8 . 5 6 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 1   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 0   	 S e c o n d P r o f i t P e r s e n t = 1 8   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 6 	 3 1 9 0 . 1 7 	 5 1 9 	 2 . 0 3 	 6 . 1 5 	 6 1 4 . 0 6 	 3 5 . 8 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 9   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 7 	 6 7 7 . 1 6 	 2 2 2 	 1 . 8 4 	 3 . 0 5 	 1 4 8 6 . 1 9 	 9 1 . 2 5 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 1   	 R i s k = 3 . 3   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 8 	 1 0 2 5 . 4 6 	 1 5 6 	 1 . 8 7 	 6 . 5 7 	 1 2 3 4 . 4 2 	 6 5 . 5 0 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 9 	 1 0 7 8 . 3 8 	 5 3 0 	 1 . 8 2 	 2 . 0 3 	 7 6 2 . 8 0 	 3 6 . 4 6 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 4 2   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 0 	 1 0 6 6 . 7 0 	 4 6 5 	 1 . 5 1 	 2 . 2 9 	 4 9 3 . 4 5 	 4 7 . 3 7 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 1 	 2 6 6 7 . 5 8 	 5 9 8 	 1 . 9 3 	 4 . 4 6 	 6 0 7 . 0 0 	 3 1 . 9 8 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 6   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 2 	 2 6 4 9 . 4 1 	 6 2 4 	 2 . 3 9 	 4 . 2 5 	 9 3 6 . 2 0 	 3 0 . 3 5 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 1   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 8 2   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 3 	 6 6 3 . 7 7 	 4 9 0 	 1 . 6 0 	 1 . 3 5 	 4 9 7 . 2 0 	 3 2 . 8 9 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 4 	 3 0 3 . 1 0 	 1 5 3 	 1 . 4 0 	 1 . 9 8 	 5 6 6 . 2 0 	 3 6 . 6 9 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 3   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 0   	 S e c o n d P r o f i t P e r s e n t = 1 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 5 	 8 5 5 . 3 4 	 2 4 6 	 2 . 0 8 	 3 . 4 8 	 1 4 1 7 . 7 2 	 7 9 . 0 8 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 1 8   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 6 	 2 0 6 3 . 6 1 	 6 2 6 	 1 . 8 9 	 3 . 3 0 	 9 2 7 . 8 7 	 5 9 . 4 0 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 1 6   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 7 	 2 1 0 2 . 4 4 	 5 7 2 	 1 . 7 8 	 3 . 6 8 	 6 9 6 . 0 3 	 2 7 . 9 1 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 4   	 P i p S t e p = 3 1   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 4 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 8 	 1 3 3 9 . 7 2 	 2 2 1 	 2 . 3 2 	 6 . 0 6 	 1 5 5 1 . 4 2 	 7 1 . 1 4 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 0   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 1 2   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 9 	 1 9 4 3 . 9 3 	 3 8 0 	 2 . 1 7 	 5 . 1 2 	 1 4 3 6 . 3 0 	 6 7 . 5 2 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 9   	 P i p S t e p = 3 4   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 3   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 6 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 0 	 4 6 9 3 . 4 6 	 5 6 6 	 2 . 6 7 	 8 . 2 9 	 9 9 7 . 4 5 	 2 9 . 8 6 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 1 	 1 5 4 . 4 4 	 1 6 	 2 . 2 0 	 9 . 6 5 	 9 1 0 . 8 8 	 8 3 . 9 4 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 4   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 2   	 S e c o n d P r o f i t P e r s e n t = 2 2   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 2 	 2 6 3 . 2 8 	 2 3 	 2 . 3 2 	 1 1 . 4 5 	 7 6 9 . 3 7 	 6 8 . 1 7 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 3 	 5 8 6 . 6 1 	 2 0 2 	 2 . 2 2 	 2 . 9 0 	 9 5 4 . 2 9 	 6 3 . 2 0 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 3   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 4 	 1 8 7 0 . 6 4 	 1 8 0 	 2 . 9 7 	 1 0 . 3 9 	 1 9 6 5 . 6 9 	 7 2 . 3 1 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 1   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 0   	 S e c o n d P r o f i t P e r s e n t = 4 2   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 5 	 2 4 1 3 . 7 5 	 6 5 4 	 1 . 9 5 	 3 . 6 9 	 5 9 2 . 5 9 	 4 7 . 4 7 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 5   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 6 	 8 9 6 . 5 5 	 2 4 6 	 2 . 1 5 	 3 . 6 4 	 1 4 1 7 . 7 2 	 7 8 . 7 6 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 4 6   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 7 	 2 7 9 0 . 3 4 	 6 8 1 	 2 . 0 4 	 4 . 1 0 	 7 1 9 . 5 9 	 3 1 . 1 6 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 7   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 4 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 8 	 7 4 9 . 7 7 	 1 4 1 	 2 . 7 6 	 5 . 3 2 	 1 3 2 3 . 0 2 	 7 8 . 4 6 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 8   	 R i s k = 1 . 6   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 4 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 9 	 1 3 9 5 . 1 5 	 3 4 2 	 1 . 9 3 	 4 . 0 8 	 1 4 3 0 . 5 0 	 7 3 . 7 6 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 0 	 1 7 7 2 . 0 5 	 5 9 6 	 1 . 7 4 	 2 . 9 7 	 4 6 4 . 2 2 	 2 0 . 0 8 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 4   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 3 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 1 	 1 3 6 . 2 0 	 1 7 	 1 . 9 8 	 8 . 0 1 	 9 4 5 . 7 1 	 8 8 . 9 7 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 2   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 2 	 5 1 2 . 9 0 	 3 1 7 	 1 . 7 0 	 1 . 6 2 	 6 3 9 . 7 3 	 4 3 . 0 9 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 8   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 0   	 S e c o n d P r o f i t P e r s e n t = 7 2   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 3 	 7 2 9 1 . 5 7 	 6 3 8 	 2 . 5 0 	 1 1 . 4 3 	 1 7 1 7 . 5 4 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 4 	 2 7 8 6 . 5 8 	 5 8 9 	 2 . 1 6 	 4 . 7 3 	 6 9 3 . 3 1 	 6 5 . 7 3 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 5 	 1 6 3 0 . 4 7 	 2 7 7 	 1 . 8 7 	 5 . 8 9 	 2 3 2 7 . 3 2 	 9 2 . 9 0 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 9   	 R i s k = 2 . 2   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 6 	 2 3 6 0 . 1 2 	 2 5 6 	 2 . 4 1 	 9 . 2 2 	 2 5 6 4 . 6 8 	 8 8 . 4 3 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 6 0   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 7 	 6 5 0 . 2 2 	 4 9 	 2 . 0 0 	 1 3 . 2 7 	 1 1 7 3 . 9 1 	 8 9 . 8 1 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 4   	 P i p S t e p = 3 4   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 5 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 8 	 2 3 6 4 . 9 4 	 5 5 6 	 1 . 7 5 	 4 . 2 5 	 1 4 6 5 . 1 3 	 4 6 . 8 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 9   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 2 4   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 9 	 1 5 1 9 . 7 7 	 3 3 9 	 1 . 6 0 	 4 . 4 8 	 1 3 0 8 . 5 7 	 5 7 . 3 7 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 2 4   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 0 	 6 4 4 . 4 1 	 4 0 2 	 1 . 3 9 	 1 . 6 0 	 1 5 5 7 . 3 9 	 9 7 . 6 9 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 4   	 P i p S t e p = 3 0   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 1 2   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 1 	 1 6 8 6 . 1 8 	 1 7 4 	 2 . 9 1 	 9 . 6 9 	 1 9 8 9 . 8 2 	 8 0 . 0 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 1   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 3 6   	 S e c o n d P r o f i t P e r s e n t = 2 2   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 2 	 1 9 5 5 . 5 8 	 6 4 8 	 1 . 7 7 	 3 . 0 2 	 1 4 6 6 . 8 2 	 5 2 . 0 8 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 1   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 6 0   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 3 	 1 8 5 0 . 2 9 	 4 9 5 	 1 . 8 4 	 3 . 7 4 	 2 0 2 9 . 4 3 	 7 3 . 0 9 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 8   	 P i p S t e p = 3 4   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 0   	 S e c o n d P r o f i t P e r s e n t = 1 2   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 4 	 2 7 4 8 . 1 4 	 6 4 8 	 1 . 8 3 	 4 . 2 4 	 8 1 1 . 0 8 	 5 9 . 8 0 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 6   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 2 4   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 5 	 1 5 7 6 . 5 4 	 6 1 5 	 1 . 6 8 	 2 . 5 6 	 6 5 3 . 2 8 	 4 5 . 3 9 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 3 5   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 6 	 1 5 3 3 . 3 8 	 1 1 2 1 	 1 . 3 3 	 1 . 3 7 	 8 1 3 . 3 5 	 3 8 . 4 9 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 4   	 R i s k = 3   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 5   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 7 	 2 4 5 3 . 1 8 	 6 8 7 	 1 . 9 2 	 3 . 5 7 	 5 8 9 . 3 9 	 3 4 . 7 9 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 5   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 1 2   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 8 	 2 0 8 . 6 3 	 2 1 3 	 1 . 1 7 	 0 . 9 8 	 1 1 4 2 . 2 6 	 9 2 . 3 8 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 5 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 9 	 2 0 6 . 5 7 	 2 2 	 1 . 7 2 	 9 . 3 9 	 7 8 9 . 1 3 	 7 1 . 8 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 2 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 0 	 4 7 6 5 . 3 3 	 6 9 3 	 2 . 2 0 	 6 . 8 8 	 1 1 2 1 . 8 9 	 4 4 . 4 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 1 	 9 5 4 . 8 8 	 9 6 5 	 1 . 5 3 	 0 . 9 9 	 3 0 7 . 9 8 	 2 4 . 9 9 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 2 	 3 0 5 . 1 4 	 1 6 0 	 1 . 3 1 	 1 . 9 1 	 6 2 0 . 9 6 	 5 3 . 5 9 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 3   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 1 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 3 	 3 3 2 6 . 2 1 	 6 5 2 	 1 . 8 7 	 5 . 1 0 	 2 3 0 3 . 2 5 	 6 1 . 8 6 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 4 	 3 1 8 1 . 0 0 	 4 8 8 	 2 . 1 4 	 6 . 5 2 	 2 5 4 3 . 0 4 	 6 6 . 2 3 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 3 2   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 5 	 1 6 8 6 . 1 8 	 1 7 4 	 2 . 9 1 	 9 . 6 9 	 1 9 8 9 . 8 2 	 8 0 . 0 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 1   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 3 6   	 S e c o n d P r o f i t P e r s e n t = 2 2   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 6 	 4 1 2 . 4 7 	 5 8 3 	 1 . 3 0 	 0 . 7 1 	 7 6 2 . 8 0 	 5 2 . 1 5 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 7 	 2 0 9 5 . 1 6 	 7 7 8 	 1 . 5 7 	 2 . 6 9 	 1 2 4 7 . 4 3 	 6 8 . 1 3 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 1 . 6   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 8 	 1 4 9 5 . 8 3 	 1 6 7 	 2 . 3 1 	 8 . 9 6 	 1 4 1 8 . 2 0 	 6 1 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 6   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 2 8   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 9 	 1 4 0 . 7 6 	 2 2 	 1 . 7 1 	 6 . 4 0 	 5 7 0 . 4 5 	 5 4 . 7 4 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 1   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 0 	 1 7 8 3 . 5 6 	 6 0 9 	 1 . 7 4 	 2 . 9 3 	 4 6 4 . 2 2 	 1 9 . 9 9 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 4   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 3 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 1 	 1 5 4 . 4 4 	 1 6 	 2 . 2 0 	 9 . 6 5 	 9 1 0 . 8 8 	 8 3 . 9 4 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 4   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 2 8   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 2 	 9 6 2 . 8 3 	 2 0 4 	 2 . 5 7 	 4 . 7 2 	 1 6 7 5 . 8 5 	 9 6 . 1 3 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 0   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 3 	 2 5 1 . 8 9 	 2 5 	 2 . 1 7 	 1 0 . 0 8 	 7 1 2 . 8 1 	 6 7 . 5 6 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 7   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 4 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 4 	 3 4 6 . 1 5 	 4 8 	 1 . 8 5 	 7 . 2 1 	 8 6 1 . 9 3 	 7 1 . 4 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 9   	 R i s k = 2 . 2   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 5 4   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 5 	 2 3 4 6 . 7 4 	 6 0 9 	 1 . 8 0 	 3 . 8 5 	 1 7 0 9 . 2 9 	 5 5 . 0 6 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 4   	 P i p S t e p = 3 0   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 4 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 6 	 2 0 6 0 . 9 4 	 6 2 6 	 1 . 8 8 	 3 . 2 9 	 9 2 7 . 8 7 	 5 9 . 4 0 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 0   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 7 	 2 1 1 3 . 5 0 	 6 3 7 	 2 . 1 0 	 3 . 3 2 	 1 1 3 2 . 5 8 	 3 7 . 1 4 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 1   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 1 6   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 8 	 1 3 0 . 1 1 	 2 1 	 1 . 3 8 	 6 . 2 0 	 8 8 2 . 5 4 	 8 2 . 9 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 8   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 1 2   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 9 	 2 7 3 4 . 6 1 	 5 3 3 	 2 . 3 3 	 5 . 1 3 	 1 6 1 7 . 3 4 	 4 4 . 2 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 5   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 0 	 1 3 9 5 . 7 4 	 6 9 8 	 1 . 4 6 	 2 . 0 0 	 1 6 5 0 . 8 9 	 7 0 . 1 5 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 1   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 1 	 8 0 4 . 3 2 	 5 1 1 	 1 . 3 8 	 1 . 5 7 	 8 9 8 . 1 7 	 7 1 . 2 9 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 2 	 3 3 8 3 . 0 5 	 5 0 1 	 2 . 1 3 	 6 . 7 5 	 2 0 7 1 . 7 4 	 5 1 . 6 8 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 3 	 2 7 8 5 . 0 6 	 6 7 7 	 2 . 0 4 	 4 . 1 1 	 7 1 9 . 5 9 	 3 1 . 1 6 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 7   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 4 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 4 	 1 2 0 1 . 0 5 	 6 1 	 2 . 6 7 	 1 9 . 6 9 	 1 4 5 8 . 2 8 	 7 4 . 7 8 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 4   	 P i p S t e p = 3 1   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 6   	 S e c o n d P r o f i t P e r s e n t = 6 8   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 5 	 1 0 1 2 . 1 8 	 2 4 7 	 2 . 2 5 	 4 . 1 0 	 9 9 2 . 0 1 	 5 1 . 6 0 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 6 0   	 S e c o n d P r o f i t P e r s e n t = 4 6   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 6 	 1 4 4 5 . 2 1 	 3 6 8 	 2 . 7 7 	 3 . 9 3 	 1 4 8 1 . 9 1 	 7 3 . 6 1 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 7 	 1 9 3 1 . 6 6 	 5 0 3 	 1 . 8 1 	 3 . 8 4 	 1 2 4 4 . 4 1 	 4 6 . 0 2 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 4   	 P i p S t e p = 3 4   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 4 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 8 	 1 6 0 8 . 2 6 	 6 4 6 	 1 . 7 7 	 2 . 4 9 	 8 9 4 . 7 2 	 4 4 . 9 1 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 4 6   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 9 	 1 0 2 5 . 4 6 	 1 5 6 	 1 . 8 7 	 6 . 5 7 	 1 2 3 4 . 4 2 	 6 5 . 5 0 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 0 	 2 3 1 . 3 5 	 2 7 	 1 . 9 9 	 8 . 5 7 	 1 0 2 3 . 6 6 	 9 2 . 0 9 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 4 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 1 	 1 8 1 . 7 0 	 2 4 	 1 . 5 2 	 7 . 5 7 	 8 3 9 . 6 4 	 7 7 . 7 9 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 1 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 2 	 3 7 0 3 . 7 4 	 5 5 7 	 2 . 0 7 	 6 . 6 5 	 1 1 2 5 . 9 0 	 3 1 . 9 6 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 8   	 P i p S t e p = 3 0   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 3 	 7 2 4 . 2 9 	 1 9 8 	 1 . 6 8 	 3 . 6 6 	 9 5 5 . 5 2 	 5 9 . 2 0 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 8   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 4 	 7 9 0 . 3 4 	 5 0 8 	 1 . 5 8 	 1 . 5 6 	 8 3 7 . 2 4 	 6 4 . 8 0 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 1   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 5 	 3 6 4 . 7 1 	 2 5 5 	 1 . 5 5 	 1 . 4 3 	 6 6 8 . 1 3 	 6 1 . 4 7 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 8   	 R i s k = 2 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 5 4   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 6 	 1 8 6 2 . 3 8 	 5 3 3 	 1 . 6 9 	 3 . 4 9 	 2 2 9 3 . 5 4 	 8 3 . 2 6 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 4   	 P i p S t e p = 3 5   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 7 	 4 6 6 . 3 7 	 1 7 1 	 1 . 7 3 	 2 . 7 3 	 1 0 2 1 . 7 0 	 7 1 . 2 5 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 7   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 9 4   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 8 	 8 8 1 . 5 3 	 2 0 9 	 1 . 8 2 	 4 . 2 2 	 1 1 5 5 . 5 2 	 7 1 . 5 4 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 6   	 P i p S t e p = 3 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 4 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 9 	 1 0 6 . 8 9 	 2 8 	 1 . 5 4 	 3 . 8 2 	 9 1 9 . 4 5 	 8 6 . 9 9 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 2   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 0 	 7 3 0 . 4 3 	 4 5 3 	 1 . 8 5 	 1 . 6 1 	 1 2 0 1 . 3 7 	 7 3 . 2 0 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 2 8   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 1 	 1 7 0 . 4 1 	 1 7 	 1 . 8 8 	 1 0 . 0 2 	 9 2 1 . 0 1 	 8 7 . 6 7 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 8   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 2 	 1 7 5 7 . 9 0 	 6 6 2 	 1 . 8 8 	 2 . 6 6 	 5 3 7 . 9 8 	 3 3 . 1 8 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 8   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 3 0   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 3 	 1 1 8 . 3 2 	 4 1 	 1 . 3 8 	 2 . 8 9 	 9 3 5 . 8 4 	 8 7 . 8 1 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 2 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 4 	 2 7 3 6 . 7 7 	 4 9 5 	 2 . 0 3 	 5 . 5 3 	 2 0 0 3 . 7 6 	 5 8 . 8 0 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 4   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 4   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 5 	 4 9 5 . 5 5 	 4 8 2 	 1 . 4 9 	 1 . 0 3 	 1 2 4 5 . 7 4 	 8 1 . 9 6 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 6 	 1 7 6 . 5 6 	 2 1 	 2 . 0 3 	 8 . 4 1 	 9 4 9 . 2 1 	 8 7 . 4 0 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 1   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 5 4   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 7 	 2 4 3 . 1 8 	 7 3 	 1 . 4 0 	 3 . 3 3 	 7 0 7 . 7 9 	 6 3 . 0 3 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 8 	 3 1 8 1 . 4 4 	 5 1 8 	 2 . 0 2 	 6 . 1 4 	 6 1 4 . 0 6 	 3 5 . 8 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 9   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 9 	 3 2 0 6 . 6 5 	 6 3 3 	 1 . 9 9 	 5 . 0 7 	 7 1 4 . 5 8 	 3 7 . 0 0 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 5   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 0 	 1 2 7 6 . 4 8 	 1 7 0 	 2 . 0 7 	 7 . 5 1 	 1 3 5 5 . 3 1 	 6 4 . 5 2 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 1 	 1 2 3 8 . 8 5 	 2 2 1 	 2 . 2 7 	 5 . 6 1 	 1 5 5 1 . 4 2 	 7 1 . 1 4 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 0   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 1 2   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 2 	 2 1 1 . 5 7 	 2 3 	 2 . 1 4 	 9 . 2 0 	 9 5 2 . 4 6 	 9 0 . 3 4 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 6 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 3 	 9 5 3 . 8 3 	 9 9 3 	 1 . 3 9 	 0 . 9 6 	 3 5 6 . 2 7 	 2 0 . 5 5 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 4 	 5 7 1 . 1 6 	 1 6 1 	 1 . 6 7 	 3 . 5 5 	 1 0 0 4 . 0 7 	 6 8 . 6 2 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 7   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 5 	 3 4 7 . 9 4 	 2 7 	 2 . 3 3 	 1 2 . 8 9 	 7 0 6 . 8 7 	 6 5 . 1 9 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 3 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 6 	 4 7 0 . 1 2 	 2 0 1 	 1 . 3 6 	 2 . 3 4 	 1 0 4 2 . 9 5 	 7 1 . 9 7 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 3 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 7 	 2 1 4 . 3 2 	 3 4 	 1 . 7 3 	 6 . 3 0 	 7 8 1 . 2 5 	 6 7 . 0 9 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 0   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 6 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 8 	 2 4 5 8 . 0 6 	 5 7 5 	 1 . 6 4 	 4 . 2 7 	 2 2 0 8 . 1 9 	 6 8 . 7 6 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 8   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 2 4   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 9 	 5 8 6 . 6 9 	 6 5 3 	 1 . 3 6 	 0 . 9 0 	 9 7 9 . 7 4 	 6 3 . 8 0 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 0 	 9 6 0 . 8 9 	 1 7 4 	 1 . 8 2 	 5 . 5 2 	 1 1 5 5 . 3 2 	 6 1 . 7 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 8   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 1 	 2 7 7 7 . 3 6 	 4 8 7 	 1 . 8 9 	 5 . 7 0 	 1 8 3 1 . 3 7 	 5 5 . 0 5 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 3   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 4 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 2 	 3 9 3 9 . 5 6 	 7 2 8 	 2 . 1 6 	 5 . 4 1 	 1 0 3 1 . 0 4 	 3 2 . 9 9 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 3 	 1 0 2 . 1 1 	 1 6 	 1 . 4 5 	 6 . 3 8 	 6 3 0 . 9 5 	 6 0 . 0 8 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 2 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 4 	 7 4 9 . 7 7 	 1 4 1 	 2 . 7 6 	 5 . 3 2 	 1 3 2 3 . 0 2 	 7 8 . 4 6 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 8   	 R i s k = 1 . 6   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 4 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 5 	 5 8 7 . 9 6 	 1 7 3 	 1 . 9 2 	 3 . 4 0 	 5 0 1 . 0 9 	 3 8 . 1 7 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 1   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 6 	 1 8 4 . 0 7 	 2 2 	 1 . 9 3 	 8 . 3 7 	 5 6 4 . 6 3 	 5 3 . 6 7 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 1   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 3 6   	 S e c o n d P r o f i t P e r s e n t = 2 2   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 7 	 3 5 7 4 . 1 6 	 5 8 4 	 2 . 2 7 	 6 . 1 2 	 1 8 4 4 . 0 9 	 4 5 . 3 3 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 1   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 6 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 8 	 2 1 4 3 . 1 2 	 5 3 8 	 1 . 9 8 	 3 . 9 8 	 4 4 2 . 8 9 	 2 7 . 5 2 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 6   	 P i p S t e p = 3 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 4 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 9 	 1 3 6 . 2 0 	 1 7 	 1 . 9 8 	 8 . 0 1 	 9 4 5 . 7 1 	 8 8 . 9 7 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 2   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 0 	 1 1 3 3 . 9 6 	 4 1 0 	 1 . 4 8 	 2 . 7 7 	 1 7 0 4 . 6 1 	 8 5 . 9 8 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 1   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 1 2   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 1 	 1 5 0 4 . 5 8 	 5 9 0 	 1 . 7 9 	 2 . 5 5 	 3 1 1 . 4 8 	 1 7 . 2 6 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 4   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 2 	 1 7 8 1 . 4 8 	 6 8 2 	 1 . 6 1 	 2 . 6 1 	 8 7 9 . 8 7 	 5 5 . 3 1 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 1   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 3 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 3 	 6 2 9 . 5 3 	 4 6 9 	 1 . 3 6 	 1 . 3 4 	 7 4 5 . 7 1 	 7 1 . 3 5 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 4 	 7 3 2 . 3 0 	 1 2 6 	 2 . 1 4 	 5 . 8 1 	 9 2 8 . 1 6 	 5 6 . 8 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 9   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 5 	 1 7 9 2 . 7 5 	 3 3 0 	 2 . 6 6 	 5 . 4 3 	 2 2 6 2 . 9 1 	 9 4 . 3 2 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 6 	 1 3 5 1 . 5 6 	 2 3 8 	 1 . 8 7 	 5 . 6 8 	 1 3 9 3 . 3 4 	 7 2 . 2 0 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 9   	 P i p S t e p = 3 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 7 	 4 3 0 . 1 5 	 1 7 0 	 1 . 5 1 	 2 . 5 3 	 9 9 3 . 5 8 	 7 1 . 6 3 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 2 8   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 8 	 1 8 2 . 9 8 	 2 9 	 2 . 0 8 	 6 . 3 1 	 9 8 6 . 3 6 	 9 2 . 2 4 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 0   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 5 4   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 9 	 3 1 0 . 6 5 	 2 8 4 	 1 . 3 7 	 1 . 0 9 	 4 9 1 . 0 0 	 3 8 . 7 0 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 2   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 0 	 3 8 . 6 8 	 2 2 	 1 . 1 9 	 1 . 7 6 	 5 0 5 . 1 5 	 4 9 . 2 4 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 1 	 6 8 7 . 0 3 	 5 6 5 	 1 . 5 6 	 1 . 2 2 	 1 2 0 1 . 3 7 	 6 9 . 4 9 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 2 	 1 5 9 7 . 4 1 	 5 9 1 	 1 . 8 1 	 2 . 7 0 	 5 0 4 . 6 3 	 2 2 . 3 3 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 4   	 R i s k = 3 . 3   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 3 	 3 8 2 8 . 5 7 	 6 4 4 	 2 . 1 0 	 5 . 9 4 	 8 2 3 . 3 2 	 4 6 . 6 8 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 4 	 1 3 1 . 8 9 	 1 7 	 1 . 9 5 	 7 . 7 6 	 9 7 2 . 1 0 	 9 1 . 6 0 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 4 4   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 5 	 3 8 7 8 . 2 4 	 8 9 5 	 1 . 9 1 	 4 . 3 3 	 2 0 3 5 . 5 8 	 5 3 . 3 2 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 6 	 2 4 1 3 . 7 5 	 6 5 4 	 1 . 9 5 	 3 . 6 9 	 5 9 2 . 5 9 	 4 7 . 4 7 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 5   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 6 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 7 	 1 6 0 0 . 6 4 	 1 7 4 	 2 . 7 3 	 9 . 2 0 	 1 9 8 9 . 8 2 	 8 0 . 0 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 1   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 2 2   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 8 	 8 8 7 . 5 9 	 2 3 8 	 1 . 7 1 	 3 . 7 3 	 1 0 6 1 . 4 4 	 6 0 . 2 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 3 8   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 9 	 2 8 7 . 6 1 	 1 8 	 2 . 6 7 	 1 5 . 9 8 	 6 2 6 . 4 6 	 5 4 . 2 7 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 1   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 0 	 4 3 5 . 1 2 	 2 3 0 	 2 . 0 0 	 1 . 8 9 	 4 5 0 . 6 2 	 4 4 . 0 7 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 1   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 1 6   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 1 	 1 3 8 0 . 0 0 	 6 9 6 	 1 . 4 8 	 1 . 9 8 	 1 5 2 9 . 1 3 	 6 5 . 2 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 1   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 2 	 1 6 8 6 . 1 8 	 1 7 4 	 2 . 9 1 	 9 . 6 9 	 1 9 8 9 . 8 2 	 8 0 . 0 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 1   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 6 0   	 S e c o n d P r o f i t P e r s e n t = 4 8   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 3 	 2 3 3 9 . 5 4 	 5 9 7 	 1 . 8 4 	 3 . 9 2 	 4 6 4 . 2 2 	 3 8 . 4 8 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 4   	 R i s k = 3 . 3   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 3 6   	 S e c o n d P r o f i t P e r s e n t = 5 0   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 4 	 6 8 . 6 1 	 2 2 	 1 . 3 5 	 3 . 1 2 	 5 1 0 . 4 3 	 4 9 . 5 6 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 2   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 2 8   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 5 	 7 0 . 7 4 	 4 1 	 1 . 1 8 	 1 . 7 3 	 8 9 4 . 9 5 	 8 5 . 2 7 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 1 6   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 6 	 1 2 2 . 9 3 	 1 6 	 1 . 9 0 	 7 . 6 8 	 7 5 1 . 2 1 	 7 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 7 	 4 1 3 9 . 7 4 	 6 8 2 	 2 . 3 7 	 6 . 0 7 	 1 4 6 7 . 0 4 	 6 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 0   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 8 	 6 9 1 . 2 8 	 1 9 8 	 1 . 9 9 	 3 . 4 9 	 1 0 8 5 . 0 5 	 6 8 . 1 4 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 1 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 9 	 3 3 2 . 3 6 	 3 6 1 	 1 . 3 6 	 0 . 9 2 	 3 9 0 . 5 4 	 2 9 . 3 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 8   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 0 	 1 2 7 9 . 9 7 	 1 6 5 	 2 . 3 3 	 7 . 7 6 	 1 4 5 7 . 5 5 	 6 4 . 5 1 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 8   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 1 	 9 6 9 . 6 6 	 9 8 9 	 1 . 5 2 	 0 . 9 8 	 3 0 7 . 9 8 	 2 4 . 9 9 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 2 	 4 8 7 4 . 8 6 	 4 9 9 	 1 . 7 9 	 9 . 7 7 	 4 4 6 5 . 7 4 	 7 0 . 8 3 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 8   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 2 8   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 3 	 1 8 2 9 . 5 3 	 4 7 7 	 1 . 7 8 	 3 . 8 4 	 9 5 7 . 6 3 	 3 5 . 5 4 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 6   	 P i p S t e p = 3 4   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 6   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 4 	 1 9 4 2 . 3 4 	 3 8 0 	 2 . 1 7 	 5 . 1 1 	 1 4 3 6 . 3 0 	 6 7 . 5 9 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 9   	 P i p S t e p = 3 4   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 8 2   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 5 	 2 7 4 4 . 5 3 	 5 7 9 	 2 . 1 4 	 4 . 7 4 	 6 9 3 . 3 1 	 6 5 . 7 3 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 6 	 1 8 9 2 . 5 9 	 5 4 1 	 1 . 8 1 	 3 . 5 0 	 6 2 3 . 8 0 	 2 2 . 5 9 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 1   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 1 2   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 7 	 1 7 3 . 9 1 	 2 2 	 1 . 8 4 	 7 . 9 1 	 5 8 6 . 6 4 	 5 7 . 3 1 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 4   	 R i s k = 3 . 3   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 6   	 S e c o n d P r o f i t P e r s e n t = 5 0   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 8 	 7 7 9 . 8 4 	 9 7 1 	 1 . 3 3 	 0 . 8 0 	 1 1 1 0 . 0 4 	 7 5 . 4 9 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 9 	 1 9 1 6 . 2 4 	 5 0 3 	 2 . 2 5 	 3 . 8 1 	 7 0 6 . 9 4 	 3 0 . 2 4 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 2   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 0 	 1 4 8 2 . 7 5 	 1 7 0 	 2 . 7 8 	 8 . 7 2 	 1 5 4 9 . 2 5 	 7 2 . 9 9 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 6   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 4 0   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 1 	 1 2 7 9 . 4 0 	 2 1 7 	 1 . 8 9 	 5 . 9 0 	 8 6 1 . 1 0 	 6 9 . 4 1 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 8   	 P i p S t e p = 3 0   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 4 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 2 	 9 5 4 . 8 8 	 9 6 5 	 1 . 5 3 	 0 . 9 9 	 3 0 7 . 9 8 	 2 4 . 9 9 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 3 	 8 9 1 . 4 9 	 6 0 0 	 1 . 4 5 	 1 . 4 9 	 1 2 0 5 . 7 7 	 6 6 . 7 3 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 1 2   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 4 	 1 3 3 9 . 7 2 	 2 2 1 	 2 . 3 2 	 6 . 0 6 	 1 5 5 1 . 4 2 	 7 1 . 1 4 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 0   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 1 2   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 5 	 6 5 0 . 2 2 	 4 9 	 2 . 0 0 	 1 3 . 2 7 	 1 1 7 3 . 9 1 	 8 9 . 8 1 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 4   	 P i p S t e p = 3 4   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 5 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 6 	 1 3 0 . 1 1 	 2 1 	 1 . 3 8 	 6 . 2 0 	 8 8 2 . 5 4 	 8 2 . 9 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 8   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 1 2   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 7 	 2 3 6 4 . 4 0 	 6 6 1 	 1 . 8 2 	 3 . 5 8 	 8 5 9 . 9 2 	 3 2 . 3 9 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 3 0   	 S e c o n d P r o f i t P e r s e n t = 4 6   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 8 	 2 5 9 . 7 9 	 2 2 	 3 . 0 9 	 1 1 . 8 1 	 8 8 8 . 3 2 	 8 2 . 2 6 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 1   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 6 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 9 	 2 5 4 . 5 9 	 2 2 	 1 . 9 8 	 1 1 . 5 7 	 8 2 8 . 6 0 	 7 6 . 6 1 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 2   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 0 	 2 5 2 0 . 6 5 	 4 8 8 	 1 . 8 3 	 5 . 1 7 	 2 2 9 3 . 8 1 	 6 7 . 7 5 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 8 4   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 1 	 2 7 6 . 7 1 	 2 7 3 	 1 . 3 8 	 1 . 0 1 	 4 2 8 . 5 5 	 3 4 . 6 3 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 6   	 P i p S t e p = 3 4   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 2 	 3 5 0 5 . 8 2 	 2 9 2 	 2 . 5 4 	 1 2 . 0 1 	 3 7 7 5 . 7 7 	 8 9 . 3 4 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 8   	 R i s k = 3 . 3   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 3 	 4 0 9 9 . 3 5 	 5 0 6 	 2 . 0 0 	 8 . 1 0 	 2 3 5 6 . 5 3 	 4 9 . 4 9 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 4 	 3 2 5 1 . 3 4 	 6 0 0 	 2 . 2 3 	 5 . 4 2 	 6 9 3 . 3 1 	 6 5 . 7 3 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 5 	 3 0 1 . 6 8 	 5 5 	 1 . 4 8 	 5 . 4 9 	 9 8 6 . 3 8 	 7 8 . 4 8 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 2 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 6 	 1 7 1 . 1 6 	 2 5 	 1 . 8 8 	 6 . 8 5 	 9 7 2 . 9 7 	 8 8 . 7 6 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 1   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 5 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 7 	 8 4 4 . 1 7 	 9 4 9 	 1 . 3 3 	 0 . 8 9 	 1 1 1 0 . 0 4 	 7 4 . 6 2 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 8 	 4 7 5 2 . 2 1 	 6 2 7 	 2 . 2 7 	 7 . 5 8 	 8 4 0 . 1 3 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 9 	 1 0 4 1 . 7 5 	 2 2 4 	 2 . 0 6 	 4 . 6 5 	 1 6 8 2 . 8 5 	 8 8 . 3 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 9   	 P i p S t e p = 3 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 0 	 4 2 2 7 . 4 2 	 4 9 9 	 2 . 1 9 	 8 . 4 7 	 2 9 5 7 . 8 8 	 6 4 . 9 2 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 3   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 4 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 1 	 2 7 3 9 . 9 4 	 6 7 7 	 2 . 0 3 	 4 . 0 5 	 7 1 9 . 5 9 	 3 1 . 1 6 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 7   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 2 	 5 6 9 . 6 6 	 2 8 9 	 2 . 0 5 	 1 . 9 7 	 2 9 5 . 8 0 	 1 8 . 1 9 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 3   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 3 	 1 4 0 2 . 4 1 	 9 8 0 	 1 . 6 1 	 1 . 4 3 	 4 4 0 . 7 3 	 2 8 . 4 3 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 3   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 4 	 2 3 0 1 . 4 7 	 5 2 4 	 1 . 8 9 	 4 . 3 9 	 5 0 0 . 9 1 	 2 2 . 5 5 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 9   	 P i p S t e p = 3 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 3 0   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 5 	 4 2 7 . 9 8 	 1 2 3 	 2 . 5 1 	 3 . 4 8 	 4 0 6 . 8 1 	 3 5 . 9 0 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 0   	 S e c o n d P r o f i t P e r s e n t = 1 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 6 	 6 4 4 . 1 9 	 1 5 6 	 2 . 0 7 	 4 . 1 3 	 1 1 4 7 . 4 6 	 7 1 . 8 6 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 8   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 7 	 4 4 8 2 . 8 0 	 7 7 3 	 1 . 8 1 	 5 . 8 0 	 1 6 4 1 . 0 4 	 4 1 . 9 3 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 3 0   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 8 	 2 3 6 0 . 1 2 	 2 5 6 	 2 . 4 1 	 9 . 2 2 	 2 5 6 4 . 6 8 	 8 8 . 4 3 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 6 0   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 9 	 4 7 1 . 9 6 	 2 0 6 	 2 . 0 4 	 2 . 2 9 	 3 7 5 . 9 7 	 2 5 . 3 7 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 9   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 0 	 2 4 8 9 . 2 0 	 6 7 2 	 1 . 7 2 	 3 . 7 0 	 1 9 9 0 . 4 3 	 6 0 . 0 2 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 8   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 1 	 2 8 1 0 . 0 7 	 4 4 5 	 2 . 0 5 	 6 . 3 1 	 1 6 6 0 . 6 1 	 4 7 . 4 2 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 2 	 1 5 4 . 4 4 	 1 6 	 2 . 2 0 	 9 . 6 5 	 9 1 0 . 8 8 	 8 3 . 9 4 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 4   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 3 0   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 3 	 1 2 0 6 . 1 1 	 4 3 2 	 1 . 6 9 	 2 . 7 9 	 1 3 6 5 . 6 2 	 7 1 . 8 8 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 8 2   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 4 	 2 4 7 5 . 8 4 	 5 8 7 	 2 . 1 9 	 4 . 2 2 	 1 0 2 2 . 4 1 	 3 0 . 0 3 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 8 2   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 5 	 4 2 4 5 . 8 0 	 3 5 8 	 2 . 5 4 	 1 1 . 8 6 	 2 9 9 8 . 6 0 	 6 8 . 1 2 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 1   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 6   	 S e c o n d P r o f i t P e r s e n t = 6 8   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 6 	 3 2 6 6 . 1 3 	 4 9 7 	 2 . 0 8 	 6 . 5 7 	 2 0 7 1 . 7 4 	 5 1 . 7 1 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 1 2   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 7 	 1 3 8 0 . 0 7 	 2 2 1 	 2 . 4 4 	 6 . 2 4 	 1 5 5 1 . 4 2 	 7 1 . 1 4 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 0   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 8 	 1 4 1 0 . 8 2 	 1 8 2 	 2 . 4 7 	 7 . 7 5 	 1 9 5 1 . 7 7 	 8 3 . 3 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 0   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 9 	 1 3 0 6 . 1 8 	 3 2 3 	 1 . 7 1 	 4 . 0 4 	 1 3 6 4 . 2 1 	 6 4 . 3 2 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 2 4   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 0 	 1 3 6 0 . 8 9 	 5 5 8 	 2 . 1 1 	 2 . 4 4 	 5 2 7 . 7 3 	 2 9 . 6 9 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 1 2   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 1 	 1 6 0 9 . 4 6 	 1 7 4 	 2 . 7 5 	 9 . 2 5 	 1 9 8 9 . 8 2 	 8 0 . 0 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 1   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 2 	 2 6 1 6 . 7 0 	 6 1 2 	 1 . 9 1 	 4 . 2 8 	 6 0 9 . 6 4 	 3 9 . 5 6 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 6   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 3 6   	 S e c o n d P r o f i t P e r s e n t = 2 2   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 3 	 1 7 4 . 1 7 	 1 8 	 1 . 7 2 	 9 . 6 8 	 6 2 8 . 6 3 	 6 0 . 3 2 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 6   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 4 	 1 3 3 . 5 2 	 2 1 	 1 . 5 1 	 6 . 3 6 	 8 6 9 . 5 7 	 8 2 . 8 5 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 0   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 3 4   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 5 	 1 8 0 8 . 0 0 	 3 2 2 	 2 . 1 5 	 5 . 6 1 	 2 5 2 2 . 3 0 	 9 5 . 4 2 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 6   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 8 2   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 6 	 3 2 0 7 . 4 6 	 5 0 4 	 2 . 1 5 	 6 . 3 6 	 1 9 1 7 . 4 0 	 4 9 . 0 9 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 3 2   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 4   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 7 	 1 5 5 1 . 6 1 	 3 3 4 	 1 . 6 2 	 4 . 6 5 	 1 3 0 8 . 5 7 	 5 6 . 7 8 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 2 4   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 8 	 1 9 3 9 . 5 8 	 5 5 0 	 1 . 8 6 	 3 . 5 3 	 6 2 3 . 8 0 	 2 2 . 4 8 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 1   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 1 2   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 9 	 2 2 8 0 . 7 8 	 1 8 0 	 3 . 2 3 	 1 2 . 6 7 	 2 0 8 6 . 1 9 	 7 2 . 9 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 1   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 0 	 1 7 5 2 . 1 0 	 1 7 8 	 3 . 0 6 	 9 . 8 4 	 2 2 2 5 . 4 6 	 8 1 . 0 7 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 1   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 1 	 6 2 2 . 0 9 	 5 2 9 	 1 . 3 6 	 1 . 1 8 	 3 6 4 . 6 0 	 2 2 . 0 0 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 2 	 3 2 0 5 . 7 2 	 6 3 2 	 1 . 9 8 	 5 . 0 7 	 7 1 4 . 5 8 	 3 7 . 0 0 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 5   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 3 	 2 0 0 5 . 3 3 	 1 8 0 	 3 . 6 0 	 1 1 . 1 4 	 2 1 1 0 . 4 3 	 7 7 . 4 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 0   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 4 	 2 0 4 5 . 2 8 	 7 1 4 	 1 . 5 7 	 2 . 8 6 	 1 6 6 8 . 6 7 	 6 0 . 4 1 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 8   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 1 2   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 5 	 4 4 3 4 . 6 8 	 6 8 7 	 1 . 8 9 	 6 . 4 6 	 1 4 8 3 . 5 4 	 3 9 . 1 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 6 	 2 0 2 4 . 3 2 	 2 0 4 	 2 . 8 4 	 9 . 9 2 	 2 2 0 2 . 2 9 	 7 8 . 2 0 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 0   	 R i s k = 1 . 6   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 7 	 3 9 2 5 . 3 1 	 5 7 5 	 2 . 2 0 	 6 . 8 3 	 9 5 5 . 2 1 	 6 2 . 6 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 6   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 8 	 2 0 2 9 . 4 1 	 7 4 4 	 1 . 8 1 	 2 . 7 3 	 5 2 7 . 3 2 	 4 1 . 2 2 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 7   	 R i s k = 3   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 5   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 4 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 9 	 7 8 6 . 0 2 	 7 3 3 	 1 . 4 0 	 1 . 0 7 	 2 7 9 . 2 6 	 1 6 . 1 8 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 7   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 0 	 3 6 7 . 4 5 	 1 3 5 	 1 . 7 2 	 2 . 7 2 	 3 9 4 . 4 9 	 3 4 . 0 0 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 1   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 6 0   	 S e c o n d P r o f i t P e r s e n t = 4 6   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 1 	 2 4 4 5 . 1 0 	 8 4 3 	 1 . 7 0 	 2 . 9 0 	 1 0 6 5 . 4 7 	 6 5 . 7 6 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 7   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 6   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 2 	 7 6 6 . 7 9 	 3 5 6 	 1 . 8 9 	 2 . 1 5 	 5 6 1 . 6 6 	 5 3 . 7 3 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 1   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 4 0   	 S e c o n d P r o f i t P e r s e n t = 1 8   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 3 	 1 7 3 4 . 6 2 	 2 2 1 	 3 . 0 9 	 7 . 8 5 	 1 5 5 1 . 4 2 	 7 1 . 1 4 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 0   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 2   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 4 	 4 3 6 . 4 3 	 2 1 5 	 1 . 7 5 	 2 . 0 3 	 4 4 3 . 7 5 	 4 1 . 3 9 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 0   	 R i s k = 1 . 6   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 4 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 5 	 2 0 1 1 . 9 8 	 7 2 0 	 1 . 7 8 	 2 . 7 9 	 7 6 5 . 4 4 	 5 0 . 0 7 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 8   	 R i s k = 3 . 3   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 6 	 9 4 8 . 1 8 	 9 7 4 	 1 . 5 2 	 0 . 9 7 	 3 0 7 . 9 8 	 2 4 . 9 9 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 7 	 7 0 6 . 2 8 	 5 2 1 	 1 . 5 7 	 1 . 3 6 	 6 4 2 . 3 2 	 3 8 . 4 5 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 1   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 8 	 1 6 8 6 . 1 8 	 1 7 4 	 2 . 9 1 	 9 . 6 9 	 1 9 8 9 . 8 2 	 8 0 . 0 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 1   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 3 6   	 S e c o n d P r o f i t P e r s e n t = 2 2   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 9 	 9 6 6 . 4 9 	 9 9 3 	 1 . 5 3 	 0 . 9 7 	 3 0 7 . 9 8 	 2 4 . 9 9 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 0 	 7 4 8 . 3 8 	 5 3 4 	 1 . 6 2 	 1 . 4 0 	 1 2 0 1 . 3 7 	 7 2 . 4 0 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 1 	 1 4 8 2 . 7 5 	 1 7 0 	 2 . 7 8 	 8 . 7 2 	 1 5 4 9 . 2 5 	 7 2 . 9 9 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 6   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 4 0   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 2 	 9 1 5 . 9 7 	 1 9 2 	 1 . 8 7 	 4 . 7 7 	 1 5 6 8 . 8 8 	 8 5 . 2 1 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 1   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 8 4   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 3 	 2 8 0 . 4 8 	 2 7 5 	 1 . 5 1 	 1 . 0 2 	 4 2 7 . 3 5 	 3 2 . 6 9 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 5   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 4 	 7 2 . 5 8 	 2 3 	 1 . 3 3 	 3 . 1 6 	 5 4 1 . 8 3 	 5 2 . 3 3 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 5 	 5 4 4 . 7 9 	 2 9 5 	 1 . 8 9 	 1 . 8 5 	 4 0 6 . 2 6 	 2 7 . 1 4 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 1   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 3   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 6 	 1 7 4 9 . 1 7 	 6 5 9 	 1 . 9 2 	 2 . 6 5 	 6 0 7 . 0 1 	 4 6 . 3 8 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 8   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 6 0   	 S e c o n d P r o f i t P e r s e n t = 4 8   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 7 	 2 7 7 7 . 0 9 	 6 9 0 	 2 . 0 3 	 4 . 0 2 	 7 1 9 . 5 9 	 3 1 . 1 6 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 7   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 8 	 1 8 2 6 . 2 2 	 4 7 7 	 1 . 7 9 	 3 . 8 3 	 9 5 7 . 6 3 	 3 5 . 5 9 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 6   	 P i p S t e p = 3 4   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 8 4   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 9 	 2 3 4 2 . 4 1 	 5 9 2 	 1 . 8 5 	 3 . 9 6 	 4 6 4 . 2 2 	 3 8 . 4 8 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 4   	 R i s k = 3 . 3   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 3 6   	 S e c o n d P r o f i t P e r s e n t = 5 0   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 0 	 1 2 3 8 . 8 5 	 2 2 1 	 2 . 2 7 	 5 . 6 1 	 1 5 5 1 . 4 2 	 7 1 . 1 4 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 0   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 1 2   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 1 	 1 5 1 6 . 4 8 	 5 6 0 	 1 . 6 9 	 2 . 7 1 	 5 3 3 . 0 4 	 2 4 . 1 9 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 5   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 1 2   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 2 	 2 3 9 6 . 3 7 	 5 6 4 	 1 . 8 4 	 4 . 2 5 	 1 4 0 3 . 9 8 	 4 4 . 6 5 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 9   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 3 	 1 2 9 1 . 3 4 	 9 4 0 	 1 . 4 9 	 1 . 3 7 	 1 0 1 1 . 4 4 	 4 5 . 6 9 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 1   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 4 	 4 6 5 0 . 9 1 	 4 7 6 	 2 . 9 2 	 9 . 7 7 	 2 7 0 8 . 7 0 	 5 8 . 5 1 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 8 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 5 	 1 3 0 3 . 0 5 	 3 2 3 	 1 . 7 1 	 4 . 0 3 	 1 3 6 4 . 2 1 	 6 4 . 4 1 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 2 4   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 6 	 1 0 2 5 . 4 6 	 1 5 6 	 1 . 8 7 	 6 . 5 7 	 1 2 3 4 . 4 2 	 6 5 . 5 0 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 7 	 1 5 1 3 . 9 0 	 5 5 0 	 1 . 7 0 	 2 . 7 5 	 5 3 3 . 0 4 	 2 4 . 3 0 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 5   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 9 4   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 8 	 5 4 0 4 . 9 5 	 7 2 5 	 2 . 0 5 	 7 . 4 6 	 1 9 8 6 . 7 8 	 5 6 . 8 3 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 1   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 3 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 9 	 1 7 0 6 . 1 9 	 6 0 7 	 1 . 6 6 	 2 . 8 1 	 7 5 2 . 7 6 	 3 2 . 4 6 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 4   	 R i s k = 1 . 6   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 0 	 7 0 4 . 6 6 	 1 7 6 	 1 . 8 2 	 4 . 0 0 	 1 0 5 8 . 3 3 	 6 7 . 5 4 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 3 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 1 	 1 1 8 6 . 4 7 	 5 5 1 	 1 . 7 4 	 2 . 1 5 	 1 6 7 3 . 7 6 	 8 5 . 4 5 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 1   	 R i s k = 1 . 3   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 3 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 2 	 2 3 6 1 . 5 4 	 6 9 4 	 1 . 6 4 	 3 . 4 0 	 2 5 2 7 . 3 1 	 7 5 . 2 1 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 9   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 3 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 3 	 1 3 9 5 . 1 5 	 3 4 2 	 1 . 9 3 	 4 . 0 8 	 1 4 3 0 . 5 0 	 7 3 . 7 6 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 4 	 2 5 9 7 . 9 9 	 6 2 8 	 1 . 9 0 	 4 . 1 4 	 1 2 1 7 . 2 6 	 3 6 . 6 6 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 1   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 4 4   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 5 	 3 8 0 2 . 1 6 	 7 3 7 	 1 . 9 1 	 5 . 1 6 	 1 3 7 1 . 3 5 	 3 3 . 7 0 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 6 	 2 1 1 6 . 6 1 	 4 8 1 	 1 . 9 8 	 4 . 4 0 	 9 5 7 . 6 3 	 3 5 . 8 9 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 8   	 P i p S t e p = 3 4   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 7 	 1 5 7 0 . 4 0 	 3 8 0 	 2 . 7 7 	 4 . 1 3 	 1 3 7 5 . 6 3 	 6 8 . 3 3 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 0   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 8 	 4 2 8 0 . 1 0 	 4 7 3 	 2 . 2 7 	 9 . 0 5 	 2 9 7 6 . 6 8 	 6 2 . 5 8 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 2 4   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 9 	 4 3 4 9 . 6 3 	 6 6 0 	 2 . 0 1 	 6 . 5 9 	 1 6 2 4 . 1 0 	 4 1 . 4 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 0 	 3 7 4 . 0 2 	 2 4 	 2 . 3 7 	 1 5 . 5 8 	 1 1 1 9 . 7 0 	 8 8 . 5 1 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 1 	 3 1 1 . 6 6 	 4 8 6 	 1 . 2 8 	 0 . 6 4 	 6 5 0 . 7 9 	 6 1 . 8 4 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 2 	 2 3 6 0 . 5 9 	 7 2 6 	 1 . 8 4 	 3 . 2 5 	 5 9 2 . 5 9 	 4 7 . 4 4 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 5   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 3 	 4 1 2 . 4 7 	 5 8 3 	 1 . 3 0 	 0 . 7 1 	 7 6 2 . 8 0 	 5 2 . 1 5 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 4 	 1 5 8 2 . 7 2 	 6 1 3 	 1 . 6 9 	 2 . 5 8 	 6 5 3 . 2 8 	 4 5 . 3 9 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 3 5   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 5 	 1 4 7 4 . 2 8 	 5 9 9 	 1 . 6 7 	 2 . 4 6 	 6 5 3 . 2 8 	 4 5 . 3 9 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 3 5   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 6 	 2 3 1 0 . 1 0 	 5 2 6 	 1 . 9 0 	 4 . 3 9 	 5 0 0 . 9 1 	 2 2 . 5 5 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 9   	 P i p S t e p = 3 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 3 0   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 7 	 3 7 7 2 . 4 2 	 9 2 0 	 1 . 9 4 	 4 . 1 0 	 2 0 9 7 . 3 7 	 5 0 . 5 9 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 6 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 8 	 9 3 1 . 1 0 	 6 6 2 	 1 . 6 0 	 1 . 4 1 	 4 2 3 . 7 2 	 4 0 . 4 8 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 4 2   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 9 	 1 5 0 . 1 2 	 1 7 	 1 . 7 9 	 8 . 8 3 	 9 2 1 . 0 1 	 8 7 . 3 0 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 8   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 4   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 0 	 3 6 6 . 1 7 	 3 0 4 	 1 . 6 2 	 1 . 2 0 	 7 2 8 . 9 3 	 5 4 . 8 1 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 4   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 1 	 2 5 8 4 . 7 0 	 6 4 1 	 2 . 1 2 	 4 . 0 3 	 1 1 9 3 . 3 1 	 3 8 . 4 5 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 0   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 4 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 2 	 3 6 1 9 . 3 6 	 5 4 1 	 2 . 4 2 	 6 . 6 9 	 1 7 1 7 . 9 2 	 4 0 . 1 1 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 4   	 P i p S t e p = 3 1   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 3 	 4 1 1 3 . 1 7 	 6 7 7 	 2 . 0 7 	 6 . 0 8 	 1 4 2 8 . 7 0 	 4 3 . 2 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 6   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 4 	 1 0 9 2 . 1 3 	 1 6 4 	 2 . 0 7 	 6 . 6 6 	 1 3 2 6 . 5 9 	 6 9 . 3 9 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 9   	 P i p S t e p = 3 0   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 5 	 5 6 5 . 3 9 	 1 5 5 	 1 . 5 9 	 3 . 6 5 	 1 0 8 6 . 8 4 	 7 1 . 3 4 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 5   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 4 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 6 	 3 5 4 9 . 2 7 	 5 0 7 	 2 . 2 5 	 7 . 0 0 	 2 7 0 8 . 7 0 	 6 4 . 9 7 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 7 	 2 5 6 6 . 2 9 	 5 9 1 	 1 . 8 7 	 4 . 3 4 	 1 3 3 4 . 3 8 	 3 9 . 9 7 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 8   	 P i p S t e p = 3 1   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 1 2   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 8 	 7 4 9 . 7 7 	 1 4 1 	 2 . 7 6 	 5 . 3 2 	 1 3 2 3 . 0 2 	 7 8 . 4 6 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 8   	 R i s k = 1 . 6   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 4 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 9 	 1 0 4 1 . 7 5 	 2 2 4 	 2 . 0 6 	 4 . 6 5 	 1 6 8 2 . 8 5 	 8 8 . 3 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 9   	 P i p S t e p = 3 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 0 	 1 5 7 3 . 3 9 	 6 5 3 	 1 . 7 2 	 2 . 4 1 	 6 3 9 . 5 0 	 4 9 . 1 5 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 2   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 1 	 2 7 6 9 . 0 5 	 5 8 1 	 2 . 1 8 	 4 . 7 7 	 7 1 6 . 1 0 	 3 7 . 8 5 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 4 6   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 2 	 4 0 2 . 6 2 	 3 3 6 	 1 . 5 0 	 1 . 2 0 	 5 5 2 . 3 9 	 4 0 . 3 2 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 3 	 1 5 6 4 . 1 7 	 2 0 0 	 2 . 7 1 	 7 . 8 2 	 2 1 1 0 . 4 3 	 9 0 . 7 6 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 0   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 4 	 1 0 0 6 . 6 5 	 2 4 6 	 2 . 2 4 	 4 . 0 9 	 9 9 2 . 0 1 	 5 1 . 6 0 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 6 0   	 S e c o n d P r o f i t P e r s e n t = 4 6   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 5 	 2 5 3 3 . 1 4 	 5 8 8 	 1 . 9 2 	 4 . 3 1 	 1 8 4 5 . 4 1 	 5 5 . 2 7 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 8   	 P i p S t e p = 3 1   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 6 	 5 7 6 . 6 0 	 1 4 9 	 1 . 7 4 	 3 . 8 7 	 9 1 1 . 9 4 	 6 0 . 3 8 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 6   	 P i p S t e p = 3 1   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 7 	 2 1 4 9 . 8 7 	 5 9 3 	 1 . 7 4 	 3 . 6 3 	 1 1 4 0 . 0 0 	 3 8 . 8 7 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 4   	 P i p S t e p = 3 4   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 8 	 1 5 6 8 . 2 6 	 7 7 3 	 1 . 5 4 	 2 . 0 3 	 1 1 6 9 . 9 2 	 5 8 . 1 6 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 8   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 8 2   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 9 	 3 0 1 4 . 1 2 	 8 5 7 	 1 . 9 5 	 3 . 5 2 	 1 0 4 5 . 8 3 	 4 7 . 7 3 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 4   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 0 	 3 5 6 2 . 8 6 	 6 8 1 	 2 . 2 5 	 5 . 2 3 	 9 3 6 . 5 4 	 4 5 . 5 9 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 1 	 2 7 3 5 . 6 0 	 5 1 6 	 2 . 0 0 	 5 . 3 0 	 1 8 7 3 . 4 2 	 5 3 . 6 3 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 1   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 2 	 2 1 0 1 . 1 6 	 4 8 2 	 2 . 0 0 	 4 . 3 6 	 9 5 7 . 6 3 	 3 6 . 0 7 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 8   	 P i p S t e p = 3 4   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 3 	 5 9 3 . 7 8 	 2 4 2 	 1 . 5 5 	 2 . 4 5 	 1 0 1 8 . 3 7 	 7 2 . 3 6 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 5   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 4 	 6 9 6 . 1 5 	 2 5 1 	 1 . 7 5 	 2 . 7 7 	 1 2 8 7 . 1 3 	 7 8 . 4 8 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 1   	 R i s k = 3 . 3   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 5 	 5 4 3 . 3 0 	 4 1 4 	 1 . 4 2 	 1 . 3 1 	 6 5 4 . 2 8 	 6 2 . 3 9 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 1 6   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 6 	 5 9 8 . 6 6 	 4 6 6 	 1 . 6 0 	 1 . 2 8 	 1 5 3 7 . 8 5 	 9 6 . 6 3 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 7 	 2 0 2 . 2 3 	 2 3 	 1 . 8 5 	 8 . 7 9 	 8 1 5 . 1 6 	 7 3 . 1 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 9   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 8 	 1 2 3 . 8 4 	 2 2 	 1 . 4 9 	 5 . 6 3 	 9 2 8 . 6 9 	 8 8 . 7 5 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 7   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 4 0   	 S e c o n d P r o f i t P e r s e n t = 1 8   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 9 	 8 8 7 . 5 9 	 2 3 8 	 1 . 7 1 	 3 . 7 3 	 1 0 6 1 . 4 4 	 6 0 . 2 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 3 8   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 0 	 9 4 8 . 1 8 	 9 7 4 	 1 . 5 2 	 0 . 9 7 	 3 0 7 . 9 8 	 2 4 . 9 9 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 1 	 7 1 4 . 0 6 	 6 3 9 	 1 . 5 2 	 1 . 1 2 	 7 1 7 . 0 0 	 4 2 . 4 9 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 3 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 2 	 3 0 8 . 7 4 	 3 1 1 	 1 . 4 0 	 0 . 9 9 	 6 7 9 . 9 6 	 5 1 . 8 7 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 2   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 3 	 6 9 1 . 7 1 	 4 7 6 	 1 . 4 5 	 1 . 4 5 	 8 2 5 . 6 7 	 4 7 . 6 7 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 1 6   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 4 	 9 4 5 . 7 7 	 2 4 4 	 2 . 1 7 	 3 . 8 8 	 1 4 1 7 . 7 2 	 7 8 . 2 6 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 1 2   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 5 	 1 2 3 8 . 8 5 	 2 2 1 	 2 . 2 7 	 5 . 6 1 	 1 5 5 1 . 4 2 	 7 1 . 1 4 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 0   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 1 2   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 6 	 1 7 6 7 . 7 0 	 4 0 2 	 2 . 9 2 	 4 . 4 0 	 6 1 6 . 4 9 	 5 7 . 5 9 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 0   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 7 	 1 6 4 8 . 2 6 	 2 6 4 	 2 . 1 8 	 6 . 2 4 	 1 8 7 7 . 5 5 	 7 7 . 1 3 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 4   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 8 	 3 9 3 . 8 8 	 2 5 5 	 1 . 4 9 	 1 . 5 4 	 2 5 5 . 7 0 	 2 3 . 3 5 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 5   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 2 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 9 	 5 7 0 6 . 8 5 	 6 3 2 	 2 . 4 1 	 9 . 0 3 	 8 2 9 . 6 0 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 0 	 1 9 8 6 . 9 9 	 6 5 7 	 1 . 7 7 	 3 . 0 2 	 8 9 8 . 1 3 	 6 0 . 9 9 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 3   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 1 	 8 4 3 . 0 9 	 4 2 5 	 1 . 9 8 	 1 . 9 8 	 1 2 0 1 . 3 7 	 6 8 . 3 4 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 0   	 R i s k = 1 . 6   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 4 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 2 	 1 4 1 0 . 8 2 	 1 8 2 	 2 . 4 7 	 7 . 7 5 	 1 9 5 1 . 7 7 	 8 3 . 3 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 0   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 3 	 6 4 9 . 4 1 	 6 9 3 	 1 . 3 8 	 0 . 9 4 	 1 2 0 1 . 3 7 	 7 5 . 1 2 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 4 	 1 0 9 . 6 5 	 1 7 	 1 . 6 0 	 6 . 4 5 	 7 7 9 . 8 4 	 7 3 . 1 8 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 5 	 7 9 6 . 2 3 	 9 7 9 	 1 . 3 4 	 0 . 8 1 	 1 1 1 0 . 0 4 	 7 5 . 5 6 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 6 	 6 4 9 . 4 1 	 6 9 3 	 1 . 3 8 	 0 . 9 4 	 1 2 0 1 . 3 7 	 7 5 . 1 2 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 7 	 4 2 7 . 0 1 	 4 7 3 	 1 . 4 1 	 0 . 9 0 	 9 9 2 . 4 2 	 7 1 . 4 6 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 5   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 8 	 1 6 0 7 . 8 3 	 6 4 1 	 1 . 7 8 	 2 . 5 1 	 8 9 4 . 7 2 	 4 4 . 9 1 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 4 6   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 9 	 3 0 5 9 . 5 0 	 4 7 9 	 1 . 9 4 	 6 . 3 9 	 2 2 8 9 . 5 4 	 6 3 . 9 7 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 3   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 4 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 0 	 3 9 8 . 5 8 	 3 0 9 	 1 . 3 9 	 1 . 2 9 	 3 7 0 . 7 6 	 2 6 . 0 1 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 8   	 P i p S t e p = 3 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 1 	 4 2 4 2 . 8 7 	 4 7 6 	 2 . 4 5 	 8 . 9 1 	 1 1 5 2 . 7 5 	 3 4 . 4 5 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 2 	 9 4 6 . 7 7 	 2 4 4 	 2 . 1 8 	 3 . 8 8 	 1 4 7 7 . 2 4 	 7 8 . 2 6 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 4 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 3 	 6 6 5 9 . 4 0 	 7 2 4 	 2 . 4 8 	 9 . 2 0 	 1 1 9 3 . 2 6 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 4 	 1 5 1 7 . 3 5 	 2 6 3 	 1 . 7 3 	 5 . 7 7 	 2 1 5 8 . 3 8 	 9 0 . 5 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 3 2   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 5 	 2 1 0 0 . 7 1 	 5 1 6 	 1 . 7 9 	 4 . 0 7 	 9 2 9 . 2 0 	 3 4 . 2 2 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 4   	 P i p S t e p = 3 4   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 6 0   	 S e c o n d P r o f i t P e r s e n t = 4 8   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 6 	 1 4 2 9 . 1 4 	 1 8 0 	 2 . 5 8 	 7 . 9 4 	 1 9 5 1 . 7 7 	 8 4 . 1 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 0   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 1 4   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 7 	 4 9 7 3 . 9 8 	 7 0 9 	 1 . 7 4 	 7 . 0 2 	 1 8 8 6 . 9 6 	 4 8 . 0 8 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 8 	 1 8 2 5 . 1 1 	 6 8 0 	 1 . 8 5 	 2 . 6 8 	 6 7 4 . 7 1 	 4 8 . 5 7 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 1   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 6 0   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 9 	 8 0 4 . 3 2 	 5 1 1 	 1 . 3 8 	 1 . 5 7 	 8 9 8 . 1 7 	 7 1 . 2 9 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 0 	 1 0 4 1 . 7 5 	 2 2 4 	 2 . 0 6 	 4 . 6 5 	 1 6 8 2 . 8 5 	 8 8 . 3 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 9   	 P i p S t e p = 3 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 1 	 1 6 1 4 . 9 3 	 6 4 9 	 1 . 7 7 	 2 . 4 9 	 8 9 4 . 7 2 	 4 4 . 9 1 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 4 6   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 2 	 2 3 2 4 . 1 7 	 4 4 6 	 1 . 7 9 	 5 . 2 1 	 2 3 5 8 . 6 6 	 7 3 . 2 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 4   	 P i p S t e p = 3 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 3 	 2 4 6 4 . 6 3 	 5 8 4 	 2 . 2 0 	 4 . 2 2 	 1 0 2 2 . 4 1 	 3 0 . 1 3 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 8 2   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 4 	 1 5 5 3 . 9 8 	 6 2 5 	 1 . 7 8 	 2 . 4 9 	 7 1 5 . 7 7 	 3 1 . 8 2 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 4 6   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 5 	 2 8 0 2 . 9 3 	 6 4 8 	 2 . 1 2 	 4 . 3 3 	 9 6 7 . 2 7 	 5 3 . 4 8 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 2   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 6 	 1 4 9 8 . 5 6 	 1 7 0 	 2 . 8 1 	 8 . 8 2 	 1 5 4 9 . 2 5 	 7 2 . 4 5 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 6   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 7 	 5 0 0 . 8 7 	 6 1 2 	 1 . 3 2 	 0 . 8 2 	 7 6 2 . 6 2 	 5 1 . 8 9 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 8 	 1 3 3 9 . 7 2 	 2 2 1 	 2 . 3 2 	 6 . 0 6 	 1 5 5 1 . 4 2 	 7 1 . 1 4 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 0   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 1 2   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 9 	 2 1 7 0 . 1 9 	 5 6 2 	 1 . 9 6 	 3 . 8 6 	 4 4 2 . 8 9 	 2 7 . 5 2 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 6   	 P i p S t e p = 3 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 4 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 0 	 3 1 3 7 . 1 3 	 4 8 1 	 2 . 1 4 	 6 . 5 2 	 2 5 4 3 . 0 4 	 6 6 . 4 1 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 3 2   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 1 	 8 4 8 . 9 2 	 2 4 1 	 1 . 5 9 	 3 . 5 2 	 7 7 3 . 4 7 	 6 5 . 6 8 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 0   	 S e c o n d P r o f i t P e r s e n t = 3 4   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 2 	 7 6 1 . 4 9 	 2 0 2 	 1 . 9 0 	 3 . 7 7 	 1 3 6 8 . 0 7 	 8 0 . 7 8 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 2   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 4 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 3 	 7 0 7 . 6 8 	 4 4 2 	 1 . 6 2 	 1 . 6 0 	 1 3 1 0 . 7 0 	 8 5 . 7 5 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 3 0   	 S e c o n d P r o f i t P e r s e n t = 3 4   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 4 	 1 2 3 3 . 4 0 	 1 7 0 	 2 . 0 8 	 7 . 2 6 	 1 3 4 0 . 9 2 	 6 5 . 1 1 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 5 	 8 5 5 . 3 4 	 2 4 6 	 2 . 0 8 	 3 . 4 8 	 1 4 1 7 . 7 2 	 7 9 . 0 8 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 1 8   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 6 	 8 9 4 . 6 1 	 1 0 0 2 	 1 . 3 6 	 0 . 8 9 	 9 4 5 . 4 1 	 6 1 . 6 6 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 7 	 5 3 4 . 7 9 	 1 7 9 	 1 . 7 8 	 2 . 9 9 	 1 0 2 1 . 7 0 	 7 0 . 0 4 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 7   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 6 0   	 S e c o n d P r o f i t P e r s e n t = 8 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 8 	 1 8 0 0 . 6 8 	 6 1 3 	 1 . 6 8 	 2 . 9 4 	 8 9 4 . 0 3 	 5 8 . 8 9 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 4 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 9 	 2 4 0 2 . 0 6 	 6 4 9 	 1 . 9 5 	 3 . 7 0 	 5 9 2 . 5 9 	 4 7 . 4 7 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 5   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 0 	 1 0 2 5 . 4 6 	 1 5 6 	 1 . 8 7 	 6 . 5 7 	 1 2 3 4 . 4 2 	 6 5 . 5 0 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 0   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 1 	 2 4 5 5 . 5 9 	 6 6 2 	 1 . 7 1 	 3 . 7 1 	 1 9 9 0 . 4 3 	 6 0 . 1 4 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 8   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 2 	 4 7 1 . 9 0 	 1 7 0 	 1 . 5 8 	 2 . 7 8 	 9 9 3 . 5 8 	 7 1 . 6 3 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 8   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 3 	 2 8 5 4 . 3 5 	 6 9 2 	 2 . 0 5 	 4 . 1 2 	 8 0 7 . 1 2 	 5 4 . 8 4 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 1   	 R i s k = 1 . 6   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 4 	 2 4 6 4 . 9 8 	 6 6 5 	 1 . 7 1 	 3 . 7 1 	 1 9 9 0 . 4 3 	 6 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 8   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 5 	 2 1 6 6 . 9 8 	 5 5 3 	 1 . 9 9 	 3 . 9 2 	 4 4 2 . 8 9 	 2 7 . 5 2 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 6   	 P i p S t e p = 3 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 4 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 6 	 1 5 6 . 8 2 	 2 6 	 1 . 6 9 	 6 . 0 3 	 6 8 6 . 5 8 	 6 5 . 0 9 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 8   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 8   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 7 	 1 1 2 . 1 0 	 1 8 	 1 . 5 3 	 6 . 2 3 	 5 4 6 . 3 2 	 5 2 . 6 0 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 1   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 0   	 S e c o n d P r o f i t P e r s e n t = 1 2   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 8 	 2 0 3 3 . 1 1 	 6 1 4 	 1 . 8 8 	 3 . 3 1 	 9 2 7 . 8 7 	 5 9 . 4 0 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 0   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 9 	 3 3 0 7 . 6 9 	 5 1 5 	 1 . 8 6 	 6 . 4 2 	 2 0 7 1 . 7 4 	 5 1 . 8 2 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 0 	 8 8 . 3 3 	 5 9 	 1 . 4 2 	 1 . 5 0 	 1 0 8 1 . 2 6 	 9 9 . 2 5 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 1 	 2 4 0 8 . 2 8 	 6 5 6 	 1 . 9 5 	 3 . 6 7 	 5 9 2 . 5 9 	 4 7 . 4 7 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 5   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 2 	 3 5 5 8 . 0 9 	 6 2 4 	 2 . 2 0 	 5 . 7 0 	 1 2 0 3 . 1 1 	 3 0 . 9 1 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 9   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 3 	 2 9 7 7 . 5 7 	 5 6 1 	 2 . 0 8 	 5 . 3 1 	 1 5 2 6 . 7 7 	 4 0 . 9 9 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 8   	 P i p S t e p = 3 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 4 	 3 3 3 0 . 4 4 	 6 5 8 	 1 . 9 4 	 5 . 0 6 	 2 3 0 3 . 2 5 	 6 1 . 7 6 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 5 	 1 3 9 5 . 1 5 	 3 4 2 	 1 . 9 3 	 4 . 0 8 	 1 4 3 0 . 5 0 	 7 3 . 7 6 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 6 	 1 6 0 6 . 8 3 	 6 0 4 	 1 . 8 0 	 2 . 6 6 	 5 0 4 . 6 3 	 2 2 . 2 1 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 4   	 R i s k = 3 . 3   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 7 	 3 2 5 3 . 4 4 	 6 0 3 	 2 . 2 3 	 5 . 4 0 	 6 9 3 . 3 1 	 6 5 . 7 3 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 8 	 2 0 4 8 . 2 9 	 6 5 0 	 1 . 8 0 	 3 . 1 5 	 1 2 8 0 . 7 7 	 5 0 . 6 2 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 1   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 0   	 S e c o n d P r o f i t P e r s e n t = 1 2   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 9 	 2 5 7 5 . 9 9 	 5 0 1 	 1 . 8 5 	 5 . 1 4 	 2 0 2 0 . 5 5 	 6 0 . 2 9 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 7   	 P i p S t e p = 3 0   	 R i s k = 2 . 2   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 2 8   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 0 	 1 9 3 3 . 9 7 	 5 0 3 	 1 . 7 4 	 3 . 8 4 	 1 2 4 4 . 4 1 	 4 5 . 7 7 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 4   	 P i p S t e p = 3 4   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 4 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 1 	 2 3 6 6 . 5 0 	 4 7 7 	 1 . 7 2 	 4 . 9 6 	 2 3 5 8 . 6 6 	 7 2 . 3 1 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 4   	 P i p S t e p = 3 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 2 	 7 9 . 2 7 	 2 3 	 1 . 2 1 	 3 . 4 5 	 9 3 8 . 7 2 	 8 9 . 8 0 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 7   	 R i s k = 3   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 5   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 3 	 4 9 5 8 . 1 2 	 9 1 2 	 2 . 1 4 	 5 . 4 4 	 1 4 4 2 . 1 2 	 3 8 . 5 6 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 4 	 4 2 4 5 . 8 0 	 3 5 8 	 2 . 5 4 	 1 1 . 8 6 	 2 9 9 8 . 6 0 	 6 8 . 1 2 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 1   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 6   	 S e c o n d P r o f i t P e r s e n t = 6 8   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 5 	 6 6 5 . 9 0 	 2 2 2 	 1 . 8 3 	 3 . 0 0 	 1 4 8 6 . 1 9 	 9 1 . 8 8 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 1   	 R i s k = 3 . 3   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 6 	 3 4 8 7 . 5 5 	 8 9 2 	 1 . 9 4 	 3 . 9 1 	 1 6 7 0 . 1 0 	 5 3 . 7 0 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 7 	 3 1 6 7 . 0 5 	 5 0 4 	 1 . 8 9 	 6 . 2 8 	 2 7 4 0 . 2 2 	 6 9 . 0 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 9   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 4   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 8 	 1 6 7 9 . 7 7 	 6 0 9 	 1 . 7 0 	 2 . 7 6 	 4 6 4 . 2 2 	 2 0 . 0 1 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 4   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 9 	 6 1 6 1 . 3 2 	 7 4 2 	 2 . 0 9 	 8 . 3 0 	 1 7 0 4 . 8 1 	 3 5 . 3 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 2   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 0 	 3 4 8 1 . 0 6 	 4 8 5 	 2 . 0 5 	 7 . 1 8 	 2 0 7 1 . 7 4 	 4 9 . 9 9 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 3 6   	 S e c o n d P r o f i t P e r s e n t = 2 2   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 1 	 2 1 1 0 . 6 2 	 6 3 4 	 2 . 1 1 	 3 . 3 3 	 1 1 3 2 . 5 8 	 3 7 . 1 7 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 1   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 1 6   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 2 	 2 1 6 1 . 7 8 	 4 9 7 	 1 . 9 9 	 4 . 3 5 	 9 5 7 . 6 3 	 3 5 . 5 8 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 8   	 P i p S t e p = 3 4   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 3 	 2 3 3 4 . 6 0 	 5 8 1 	 1 . 8 6 	 4 . 0 2 	 4 6 4 . 2 2 	 3 8 . 4 8 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 4   	 R i s k = 3 . 3   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 3 6   	 S e c o n d P r o f i t P e r s e n t = 5 0   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 4 	 1 5 2 0 . 9 9 	 6 1 4 	 1 . 7 9 	 2 . 4 8 	 5 0 4 . 6 3 	 2 2 . 8 9 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 4   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 4 6   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 5 	 2 6 5 2 . 2 5 	 5 8 8 	 2 . 0 1 	 4 . 5 1 	 1 2 3 6 . 2 6 	 3 6 . 1 5 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 8 4   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 6 	 2 1 3 . 4 1 	 3 3 	 1 . 5 7 	 6 . 4 7 	 5 4 0 . 3 6 	 4 8 . 4 3 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 5   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 7 	 1 7 9 . 7 4 	 3 5 	 1 . 4 7 	 5 . 1 4 	 8 0 8 . 5 7 	 7 0 . 7 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 4   	 P i p S t e p = 3 5   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 8 	 1 5 9 3 . 2 3 	 6 5 2 	 1 . 6 7 	 2 . 4 4 	 6 6 7 . 0 7 	 4 6 . 5 4 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 3 4   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 9 	 1 5 1 5 . 2 6 	 5 6 8 	 1 . 8 0 	 2 . 6 7 	 5 5 6 . 8 0 	 2 5 . 0 9 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 5   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 0 	 1 4 0 1 . 6 1 	 3 1 1 	 1 . 8 7 	 4 . 5 1 	 2 0 7 2 . 0 0 	 9 0 . 0 7 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 4   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 4 0   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 1 	 1 6 8 0 . 2 2 	 2 6 9 	 2 . 1 9 	 6 . 2 5 	 1 8 7 7 . 5 5 	 7 6 . 1 3 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 4   	 R i s k = 1 . 6   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 2 	 1 6 3 4 . 1 9 	 6 0 5 	 1 . 7 3 	 2 . 7 0 	 6 5 3 . 2 8 	 4 5 . 3 9 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 3 5   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 4 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 3 	 2 7 6 2 . 6 5 	 6 7 2 	 2 . 0 3 	 4 . 1 1 	 7 1 9 . 5 9 	 3 1 . 1 6 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 7   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 4 	 3 1 6 3 . 3 5 	 5 1 5 	 2 . 0 0 	 6 . 1 4 	 1 0 3 6 . 5 4 	 2 6 . 1 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 8   	 P i p S t e p = 3 0   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 5 	 2 9 8 9 . 2 0 	 5 5 9 	 2 . 1 0 	 5 . 3 5 	 1 5 2 6 . 7 7 	 4 0 . 9 0 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 6 	 2 5 3 7 . 5 2 	 5 0 7 	 1 . 9 5 	 5 . 0 0 	 5 8 4 . 3 5 	 3 1 . 0 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 7 	 1 7 6 3 . 6 1 	 5 1 5 	 1 . 8 4 	 3 . 4 2 	 1 0 0 5 . 3 8 	 5 3 . 5 1 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 8   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 1 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 8 	 3 4 1 9 . 6 4 	 6 7 0 	 1 . 9 6 	 5 . 1 0 	 2 3 0 3 . 2 5 	 6 0 . 8 7 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 9 	 1 7 3 0 . 9 4 	 5 1 5 	 1 . 8 1 	 3 . 3 6 	 1 0 0 5 . 3 8 	 5 4 . 3 0 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 8   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 1 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 0 	 1 5 5 . 1 6 	 4 2 	 1 . 4 7 	 3 . 6 9 	 5 1 7 . 6 7 	 4 8 . 1 9 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 7   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 4 0   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 1 	 3 1 4 4 . 9 4 	 4 8 6 	 1 . 9 2 	 6 . 4 7 	 2 2 7 5 . 6 6 	 6 2 . 2 4 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 3   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 4 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 2 	 2 4 1 6 . 4 9 	 6 5 5 	 1 . 9 5 	 3 . 6 9 	 5 9 2 . 5 9 	 4 7 . 4 7 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 5   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 3 	 4 7 4 3 . 1 8 	 6 2 1 	 2 . 2 8 	 7 . 6 4 	 8 4 0 . 1 3 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 4 	 4 6 9 3 . 4 6 	 5 6 6 	 2 . 6 7 	 8 . 2 9 	 9 9 7 . 4 5 	 2 9 . 8 6 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 5 	 4 4 9 0 . 4 1 	 6 2 4 	 2 . 2 1 	 7 . 2 0 	 8 4 0 . 1 3 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 6 	 2 0 5 8 . 3 8 	 6 2 6 	 1 . 8 8 	 3 . 2 9 	 9 2 7 . 8 7 	 5 9 . 4 0 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 0   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 7 	 1 5 1 6 . 4 8 	 5 6 0 	 1 . 6 9 	 2 . 7 1 	 5 3 3 . 0 4 	 2 4 . 1 9 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 5   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 8 	 6 9 5 . 7 5 	 1 6 2 	 1 . 8 1 	 4 . 2 9 	 1 2 8 4 . 3 0 	 7 8 . 5 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 5   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 9 	 4 5 2 . 1 5 	 4 0 3 	 1 . 4 4 	 1 . 1 2 	 4 1 4 . 5 8 	 3 7 . 1 8 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 0 	 1 7 3 4 . 6 2 	 2 2 1 	 3 . 0 9 	 7 . 8 5 	 1 5 5 1 . 4 2 	 7 1 . 1 4 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 0   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 2   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 1 	 2 9 9 5 . 9 4 	 5 7 0 	 2 . 0 8 	 5 . 2 6 	 1 5 2 6 . 7 7 	 4 0 . 8 4 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 8   	 P i p S t e p = 3 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 2 	 1 8 9 9 . 9 4 	 5 4 0 	 1 . 8 8 	 3 . 5 2 	 9 8 9 . 9 1 	 3 5 . 7 8 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 1   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 8 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 3 	 1 7 6 0 . 9 2 	 1 7 8 	 3 . 0 8 	 9 . 8 9 	 2 2 2 5 . 4 6 	 8 0 . 8 1 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 1   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 1 2   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 4 	 3 3 5 2 . 5 1 	 4 9 7 	 2 . 1 2 	 6 . 7 5 	 2 0 7 1 . 7 4 	 5 1 . 6 7 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 5 	 3 2 0 7 . 2 7 	 6 3 6 	 1 . 9 8 	 5 . 0 4 	 7 1 4 . 5 8 	 3 7 . 0 0 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 5   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 6 	 1 4 8 8 . 5 4 	 5 4 0 	 1 . 6 9 	 2 . 7 6 	 5 3 3 . 0 4 	 2 4 . 4 2 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 5   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 1 2   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 7 	 2 3 4 0 . 1 7 	 5 4 3 	 1 . 9 0 	 4 . 3 1 	 5 0 0 . 9 1 	 2 2 . 5 5 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 9   	 P i p S t e p = 3 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 3 0   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 8 	 3 5 4 1 . 2 2 	 5 6 6 	 2 . 3 1 	 6 . 2 6 	 1 2 0 7 . 5 0 	 3 1 . 4 7 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 9 	 1 0 9 7 . 5 6 	 1 0 2 3 	 1 . 2 7 	 1 . 0 7 	 1 3 7 8 . 0 3 	 6 2 . 3 4 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 0 	 1 8 3 3 . 1 6 	 1 9 2 	 2 . 9 3 	 9 . 5 5 	 2 1 9 1 . 6 3 	 8 3 . 8 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 0   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 4 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 1 	 2 0 3 5 . 2 7 	 5 4 9 	 1 . 8 9 	 3 . 7 1 	 4 7 6 . 2 7 	 1 7 . 9 7 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 1   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 2 	 4 5 6 6 . 7 4 	 4 6 3 	 2 . 7 0 	 9 . 8 6 	 1 8 7 7 . 5 7 	 6 3 . 5 6 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 0   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 3 	 3 1 8 3 . 8 3 	 5 0 3 	 2 . 1 5 	 6 . 3 3 	 1 9 1 7 . 4 0 	 4 9 . 1 4 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 3 2   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 4   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 4 	 3 5 8 5 . 9 7 	 5 9 3 	 2 . 2 7 	 6 . 0 5 	 1 8 4 4 . 0 9 	 4 5 . 2 4 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 1   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 6 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 5 	 6 7 3 9 . 8 3 	 6 9 0 	 2 . 5 4 	 9 . 7 7 	 1 9 0 6 . 4 4 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 6 	 3 1 0 4 . 4 7 	 4 9 3 	 2 . 1 2 	 6 . 3 0 	 1 9 1 7 . 4 0 	 5 0 . 0 0 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 3 2   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 4   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 7 	 1 9 9 9 . 1 4 	 5 0 4 	 2 . 3 2 	 3 . 9 7 	 7 0 6 . 9 4 	 3 0 . 2 4 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 2   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 8 	 1 5 6 4 . 1 7 	 2 0 0 	 2 . 7 1 	 7 . 8 2 	 2 1 1 0 . 4 3 	 9 0 . 7 6 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 0   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 9 	 1 6 2 2 . 6 2 	 6 5 4 	 1 . 7 7 	 2 . 4 8 	 8 9 4 . 7 2 	 4 4 . 9 1 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 4 6   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 0 	 3 3 5 . 0 4 	 2 0 9 	 1 . 5 3 	 1 . 6 0 	 7 2 7 . 3 0 	 5 5 . 9 4 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 3   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 1 	 2 0 2 9 . 3 1 	 2 8 0 	 2 . 2 0 	 7 . 2 5 	 2 3 2 7 . 3 2 	 8 8 . 1 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 9   	 R i s k = 2 . 2   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 5 4   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 2 	 5 5 7 7 . 7 2 	 6 3 7 	 2 . 3 5 	 8 . 7 6 	 8 2 9 . 6 0 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 3 	 7 2 8 . 4 1 	 7 5 3 	 1 . 3 9 	 0 . 9 7 	 2 7 8 . 7 3 	 1 6 . 6 1 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 4 	 3 9 3 9 . 6 8 	 7 2 8 	 2 . 1 6 	 5 . 4 1 	 1 0 3 1 . 0 4 	 3 2 . 9 9 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 5 	 2 5 7 . 5 5 	 1 9 2 	 1 . 6 7 	 1 . 3 4 	 9 1 7 . 7 3 	 8 7 . 3 6 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 5   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 6 	 5 0 5 . 5 4 	 4 2 	 2 . 0 4 	 1 2 . 0 4 	 6 8 8 . 2 0 	 5 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 1   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 7 	 1 0 6 0 . 3 9 	 2 1 6 	 2 . 2 6 	 4 . 9 1 	 1 5 6 8 . 8 8 	 8 2 . 0 8 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 1   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 4 4   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 8 	 3 4 1 7 . 8 3 	 6 7 0 	 1 . 9 6 	 5 . 1 0 	 2 3 0 3 . 2 5 	 6 0 . 9 0 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 9 	 2 5 9 1 . 0 5 	 5 9 6 	 1 . 9 2 	 4 . 3 5 	 6 0 9 . 6 4 	 3 9 . 5 6 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 6   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 3 6   	 S e c o n d P r o f i t P e r s e n t = 2 2   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 0 	 2 3 0 6 . 1 0 	 4 4 6 	 1 . 7 8 	 5 . 1 7 	 2 3 5 8 . 6 6 	 7 3 . 6 8 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 4   	 P i p S t e p = 3 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 1 	 2 9 7 7 . 7 0 	 6 7 8 	 1 . 9 7 	 4 . 3 9 	 9 5 5 . 8 9 	 4 4 . 0 5 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 1   	 R i s k = 1 . 6   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 3 6   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 2 	 1 8 7 0 . 6 4 	 1 8 0 	 2 . 9 7 	 1 0 . 3 9 	 1 9 6 5 . 6 9 	 7 2 . 3 1 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 1   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 0   	 S e c o n d P r o f i t P e r s e n t = 4 2   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 3 	 1 4 9 7 . 4 2 	 5 4 5 	 1 . 6 9 	 2 . 7 5 	 5 3 3 . 0 4 	 2 4 . 3 0 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 5   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 9 4   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 4 	 6 6 1 3 . 4 4 	 7 1 8 	 2 . 4 9 	 9 . 2 1 	 1 1 9 3 . 2 6 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 5 	 3 0 4 5 . 3 4 	 6 7 9 	 2 . 1 3 	 4 . 4 9 	 9 5 5 . 8 8 	 4 4 . 0 5 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 1   	 R i s k = 1 . 6   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 3 6   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 6 	 1 6 1 7 . 8 0 	 5 2 3 	 1 . 9 9 	 3 . 0 9 	 5 8 9 . 2 6 	 2 3 . 0 6 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 5   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 7 	 8 6 0 . 6 7 	 1 5 1 	 1 . 8 0 	 5 . 7 0 	 1 0 2 6 . 9 4 	 5 8 . 8 3 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 1 . 6   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 8 	 2 5 6 6 . 8 0 	 6 5 9 	 1 . 9 2 	 3 . 8 9 	 1 0 2 0 . 8 6 	 3 1 . 5 9 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 1   	 R i s k = 2 . 5   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 9 	 4 5 1 4 . 5 3 	 9 0 0 	 1 . 8 8 	 5 . 0 2 	 2 0 3 5 . 5 8 	 5 0 . 3 7 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 0 	 1 6 8 6 . 1 8 	 1 7 4 	 2 . 9 1 	 9 . 6 9 	 1 9 8 9 . 8 2 	 8 0 . 0 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 1   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 1 	 1 5 0 0 . 8 5 	 7 8 9 	 1 . 5 9 	 1 . 9 0 	 1 1 6 9 . 9 2 	 5 8 . 1 9 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 8   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 8 2   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 2 	 3 9 9 5 . 1 8 	 6 5 2 	 2 . 1 3 	 6 . 1 3 	 8 2 3 . 3 2 	 4 6 . 6 8 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 3 	 2 3 1 9 . 8 3 	 4 4 4 	 1 . 7 9 	 5 . 2 2 	 2 3 5 8 . 6 6 	 7 3 . 3 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 4   	 P i p S t e p = 3 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 4 	 2 5 8 6 . 5 7 	 6 4 5 	 2 . 1 2 	 4 . 0 1 	 1 1 9 3 . 3 1 	 3 8 . 5 3 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 0   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 4 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 5 	 1 8 4 8 . 7 3 	 4 9 4 	 1 . 8 4 	 3 . 7 4 	 2 0 2 9 . 4 3 	 7 3 . 1 3 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 8   	 P i p S t e p = 3 4   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 0   	 S e c o n d P r o f i t P e r s e n t = 1 2   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 6 	 1 9 9 6 . 9 1 	 6 4 4 	 1 . 7 7 	 3 . 1 0 	 6 6 7 . 8 4 	 4 9 . 6 3 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 4   	 P i p S t e p = 3 1   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 3 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 7 	 2 3 1 4 . 9 2 	 6 6 5 	 1 . 8 3 	 3 . 4 8 	 4 8 4 . 3 9 	 4 7 . 2 5 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 5   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 2 4   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 8 	 2 2 0 2 . 3 4 	 5 4 5 	 1 . 7 6 	 4 . 0 4 	 2 4 7 2 . 2 1 	 7 9 . 8 5 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 8   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 9 	 2 7 8 6 . 5 8 	 5 8 9 	 2 . 1 6 	 4 . 7 3 	 6 9 3 . 3 1 	 6 5 . 7 3 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 0 	 1 4 9 7 . 4 2 	 5 4 5 	 1 . 6 9 	 2 . 7 5 	 5 3 3 . 0 4 	 2 4 . 3 0 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 5   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 1 2   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 1 	 2 4 8 9 . 6 3 	 6 7 3 	 1 . 7 2 	 3 . 7 0 	 1 9 9 0 . 4 3 	 6 0 . 0 1 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 8   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 2 	 3 3 5 1 . 4 3 	 6 5 2 	 2 . 0 0 	 5 . 1 4 	 1 1 2 1 . 9 6 	 3 9 . 8 8 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 8   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 3 	 2 1 4 0 . 8 6 	 6 1 4 	 2 . 2 0 	 3 . 4 9 	 9 6 5 . 4 6 	 3 1 . 2 3 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 0   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 8 2   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 4 	 2 2 9 6 . 8 1 	 6 3 5 	 2 . 0 1 	 3 . 6 2 	 1 5 8 5 . 8 9 	 5 1 . 8 1 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 0   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 5 	 2 3 7 7 . 8 4 	 6 5 8 	 1 . 8 3 	 3 . 6 1 	 8 5 9 . 9 2 	 3 2 . 3 2 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 3 0   	 S e c o n d P r o f i t P e r s e n t = 4 6   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 6 	 2 8 0 9 . 2 4 	 6 5 3 	 2 . 1 2 	 4 . 3 0 	 9 6 7 . 2 7 	 5 3 . 4 8 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 2   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 7 	 5 0 4 3 . 1 4 	 7 1 5 	 1 . 7 5 	 7 . 0 5 	 1 8 8 6 . 9 6 	 4 8 . 0 8 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 8 	 4 1 0 2 . 0 3 	 6 7 5 	 2 . 3 7 	 6 . 0 8 	 1 4 6 7 . 0 4 	 6 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 0   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 9 	 4 2 3 4 . 8 1 	 5 0 7 	 2 . 0 1 	 8 . 3 5 	 2 3 8 4 . 2 8 	 5 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 5 0 	 1 9 4 3 . 9 3 	 3 8 0 	 2 . 1 7 	 5 . 1 2 	 1 4 3 6 . 3 0 	 6 7 . 5 2 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 9   	 P i p S t e p = 3 4   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 3   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 6 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 5 1 	 2 9 7 . 3 9 	 2 9 	 2 . 4 7 	 1 0 . 2 5 	 9 3 4 . 4 6 	 8 4 . 4 8 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 2   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 5 6   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 5 2 	 3 8 9 5 . 6 2 	 5 7 1 	 2 . 1 9 	 6 . 8 2 	 9 5 5 . 2 1 	 6 2 . 6 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 6   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 5 3 	 4 4 4 . 6 3 	 2 3 0 	 1 . 8 8 	 1 . 9 3 	 4 4 0 . 1 4 	 3 0 . 3 7 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 8   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 5 4 	 2 0 8 3 . 8 3 	 3 4 0 	 1 . 6 7 	 6 . 1 3 	 2 4 8 4 . 4 6 	 8 8 . 9 5 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 9   	 P i p S t e p = 3 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 3 0   	 S e c o n d P r o f i t P e r s e n t = 3 0   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 5 5 	 3 8 5 1 . 2 1 	 5 4 9 	 2 . 3 5 	 7 . 0 1 	 1 3 2 9 . 0 4 	 3 2 . 6 6 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 5 6 	 1 4 6 2 . 9 0 	 6 0 6 	 1 . 6 6 	 2 . 4 1 	 6 5 3 . 2 8 	 4 5 . 3 9 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 3 5   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 5 7 	 1 9 4 3 . 9 3 	 3 8 0 	 2 . 1 7 	 5 . 1 2 	 1 4 3 6 . 3 0 	 6 7 . 5 2 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 9   	 P i p S t e p = 3 4   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 3   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 6 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 5 8 	 7 3 5 . 9 6 	 5 5 3 	 1 . 3 6 	 1 . 3 3 	 5 1 6 . 8 5 	 4 0 . 6 5 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 5   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 5 9 	 1 9 9 6 . 9 7 	 6 6 4 	 1 . 7 7 	 3 . 0 1 	 8 9 8 . 1 3 	 6 1 . 0 4 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 3   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 6 0 	 2 3 6 6 . 5 5 	 6 3 8 	 2 . 0 1 	 3 . 7 1 	 2 1 4 1 . 5 0 	 6 9 . 1 4 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 0   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 6 1 	 1 6 4 0 . 1 8 	 4 9 1 	 1 . 9 7 	 3 . 3 4 	 2 5 2 2 . 4 3 	 9 8 . 1 8 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 0   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 4 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 6 2 	 3 1 4 9 . 4 0 	 4 8 6 	 2 . 1 5 	 6 . 4 8 	 2 5 4 3 . 0 4 	 6 6 . 2 5 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 3 2   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 6 3 	 1 0 7 . 6 9 	 1 7 	 1 . 6 0 	 6 . 3 3 	 9 2 1 . 0 1 	 8 6 . 7 4 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 8   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 6 4 	 3 1 7 7 . 0 8 	 6 2 4 	 1 . 9 4 	 5 . 0 9 	 7 8 1 . 3 1 	 5 0 . 1 3 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 6 5 	 4 8 6 9 . 1 7 	 4 8 4 	 2 . 4 5 	 1 0 . 0 6 	 2 9 7 2 . 4 7 	 5 8 . 5 7 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 6 6 	 1 4 6 2 . 6 7 	 6 1 1 	 1 . 6 5 	 2 . 3 9 	 6 5 3 . 2 8 	 4 5 . 3 9 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 3 5   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 6 7 	 4 9 6 6 . 8 8 	 6 8 7 	 2 . 0 7 	 7 . 2 3 	 1 1 2 1 . 8 9 	 4 2 . 1 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 6 8 	 2 4 1 5 . 8 8 	 6 5 9 	 1 . 9 5 	 3 . 6 7 	 5 9 2 . 5 9 	 4 7 . 4 7 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 5   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 6 9 	 1 7 9 0 . 0 9 	 6 1 0 	 1 . 7 4 	 2 . 9 3 	 4 6 4 . 2 2 	 1 9 . 9 4 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 4   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 3 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 7 0 	 2 9 0 5 . 2 8 	 5 2 0 	 2 . 1 0 	 5 . 5 9 	 5 8 7 . 4 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 7   	 R i s k = 2 . 2   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 7 1 	 9 1 6 . 8 6 	 6 4 4 	 1 . 6 1 	 1 . 4 2 	 4 2 3 . 7 2 	 3 8 . 1 9 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 4 2   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 7 2 	 6 7 9 8 . 9 7 	 7 0 2 	 2 . 5 3 	 9 . 6 9 	 1 9 0 6 . 4 4 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 7 3 	 2 0 8 4 . 7 9 	 6 2 2 	 1 . 7 2 	 3 . 3 5 	 7 5 1 . 2 4 	 4 8 . 0 9 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 1 6   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 7 4 	 2 7 0 7 . 4 0 	 5 2 4 	 2 . 3 7 	 5 . 1 7 	 1 6 1 7 . 3 4 	 4 4 . 5 8 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 5   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 7 5 	 1 3 8 6 . 5 7 	 5 9 4 	 1 . 5 9 	 2 . 3 3 	 6 8 0 . 7 1 	 4 2 . 3 7 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 3 5   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 7 6 	 3 3 8 0 . 2 4 	 6 3 3 	 1 . 9 9 	 5 . 3 4 	 8 2 9 . 6 0 	 4 2 . 1 2 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 5   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 7 7 	 1 1 0 7 . 9 1 	 1 3 6 	 3 . 9 3 	 8 . 1 5 	 1 1 5 8 . 7 1 	 7 1 . 5 7 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 7 8 	 2 4 6 4 . 6 3 	 5 8 4 	 2 . 2 0 	 4 . 2 2 	 1 0 2 2 . 4 1 	 3 0 . 1 3 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 7 9 	 2 0 1 6 . 0 0 	 1 8 1 	 3 . 0 8 	 1 1 . 1 4 	 2 1 9 1 . 6 3 	 7 8 . 3 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 0   	 R i s k = 1 . 6   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 8 0 	 2 6 9 2 . 5 0 	 6 1 6 	 2 . 0 0 	 4 . 3 7 	 1 8 4 4 . 0 9 	 5 2 . 9 8 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 8   	 P i p S t e p = 3 1   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 8 1 	 1 9 1 6 . 9 2 	 5 4 3 	 1 . 8 2 	 3 . 5 3 	 6 2 3 . 8 0 	 2 2 . 5 9 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 1   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 1 2   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 8 2 	 2 7 3 2 . 4 6 	 5 3 0 	 2 . 3 4 	 5 . 1 6 	 1 6 1 7 . 3 4 	 4 4 . 2 8 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 5   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 8 3 	 1 5 7 0 . 4 0 	 3 8 0 	 2 . 7 7 	 4 . 1 3 	 1 3 7 5 . 6 3 	 6 8 . 3 3 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 0   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 8 4 	 2 6 9 5 . 9 1 	 4 8 5 	 2 . 0 1 	 5 . 5 6 	 2 0 0 3 . 7 6 	 5 9 . 4 7 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 4   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 4   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 8 5 	 2 4 8 8 . 3 1 	 6 4 1 	 2 . 0 1 	 3 . 8 8 	 5 9 2 . 5 9 	 4 7 . 4 7 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 5   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 6 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 8 6 	 2 1 1 6 . 9 6 	 5 4 3 	 1 . 8 7 	 3 . 9 0 	 5 1 1 . 7 3 	 2 7 . 4 2 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 9   	 P i p S t e p = 3 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 3 0   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 8 7 	 1 9 4 7 . 2 4 	 6 0 6 	 1 . 8 8 	 3 . 2 1 	 6 6 6 . 6 0 	 4 4 . 8 3 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 3 5   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 6 0   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 8 8 	 2 0 6 9 . 2 1 	 6 6 0 	 1 . 8 0 	 3 . 1 4 	 1 2 8 0 . 7 7 	 5 0 . 6 2 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 1   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 0   	 S e c o n d P r o f i t P e r s e n t = 1 2   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 8 9 	 3 7 9 9 . 6 9 	 7 3 1 	 1 . 9 2 	 5 . 2 0 	 1 3 7 1 . 3 5 	 3 3 . 7 4 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 9 0 	 3 2 4 3 . 4 5 	 5 9 9 	 2 . 3 0 	 5 . 4 1 	 6 9 3 . 3 1 	 6 5 . 7 3 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 9 1 	 4 1 8 6 . 7 7 	 5 7 3 	 2 . 3 7 	 7 . 3 1 	 9 3 5 . 3 5 	 3 0 . 2 0 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 9 2 	 1 6 3 9 . 0 6 	 6 8 4 	 1 . 6 7 	 2 . 4 0 	 7 3 1 . 0 6 	 5 0 . 6 7 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 1   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 9 3 	 3 1 6 5 . 9 3 	 5 1 3 	 2 . 0 3 	 6 . 1 7 	 6 1 4 . 0 6 	 3 5 . 8 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 9   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 9 4 	 3 0 5 9 . 4 9 	 5 2 4 	 1 . 9 1 	 5 . 8 4 	 2 2 4 5 . 0 7 	 5 9 . 3 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 9   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 4   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 9 5 	 9 7 . 5 5 	 1 8 	 1 . 4 6 	 5 . 4 2 	 5 7 5 . 1 0 	 5 5 . 0 5 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 1   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 9 6 	 1 7 4 . 6 1 	 1 6 	 2 . 0 8 	 1 0 . 9 1 	 9 0 3 . 0 2 	 8 3 . 0 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 6   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 3 6   	 S e c o n d P r o f i t P e r s e n t = 2 2   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 9 7 	 2 5 5 4 . 5 1 	 7 3 2 	 1 . 6 9 	 3 . 4 9 	 7 0 0 . 8 4 	 4 8 . 8 1 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 9   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 2 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 9 8 	 1 6 1 9 . 0 5 	 6 0 3 	 1 . 7 1 	 2 . 6 8 	 6 5 3 . 2 8 	 4 5 . 3 9 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 3 5   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 3 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 9 9 	 1 7 2 6 . 7 7 	 6 9 4 	 1 . 5 7 	 2 . 4 9 	 8 7 9 . 8 7 	 5 6 . 5 9 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 1   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 0 0 	 4 2 0 . 3 8 	 2 0 	 2 . 4 6 	 2 1 . 0 2 	 8 6 6 . 9 6 	 7 5 . 9 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 5   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 0 1 	 2 5 8 9 . 4 2 	 6 8 9 	 1 . 9 4 	 3 . 7 6 	 4 8 4 . 3 9 	 4 7 . 2 5 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 5   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 3 0   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 0 2 	 3 2 4 0 . 2 8 	 7 3 8 	 1 . 7 8 	 4 . 3 9 	 1 1 0 4 . 7 5 	 4 1 . 4 3 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 0 3 	 3 6 0 2 . 5 3 	 6 3 8 	 2 . 2 3 	 5 . 6 5 	 8 1 1 . 0 5 	 2 0 . 3 1 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 8   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 0 4 	 4 8 6 6 . 3 3 	 4 9 9 	 2 . 5 3 	 9 . 7 5 	 2 8 9 4 . 4 1 	 5 9 . 4 2 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 0   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 0 5 	 1 5 7 0 . 4 0 	 3 8 0 	 2 . 7 7 	 4 . 1 3 	 1 3 7 5 . 6 3 	 6 8 . 3 3 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 0   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 0 6 	 4 5 8 . 5 3 	 2 3 0 	 1 . 9 5 	 1 . 9 9 	 4 4 3 . 7 5 	 4 0 . 9 0 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 1   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 8 2   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 0 7 	 3 6 0 . 2 6 	 2 3 	 2 . 6 2 	 1 5 . 6 6 	 8 9 6 . 8 9 	 7 6 . 0 0 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 4   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 6 0   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 0 8 	 3 1 2 2 . 8 1 	 5 0 9 	 2 . 0 1 	 6 . 1 4 	 6 1 4 . 0 6 	 3 5 . 8 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 9   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 0 9 	 2 4 1 3 . 6 2 	 6 5 9 	 1 . 9 6 	 3 . 6 6 	 5 9 2 . 5 9 	 4 7 . 4 7 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 5   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 1 0 	 2 0 0 3 . 9 4 	 6 9 6 	 1 . 5 6 	 2 . 8 8 	 1 6 6 8 . 6 7 	 6 0 . 4 6 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 8   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 1 2   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 1 1 	 3 5 7 5 . 9 8 	 4 9 7 	 2 . 0 3 	 7 . 2 0 	 2 3 5 6 . 5 3 	 5 5 . 4 8 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 1 2 	 4 2 2 . 4 9 	 5 8 4 	 1 . 3 0 	 0 . 7 2 	 7 6 2 . 8 0 	 5 1 . 8 0 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 1 3 	 1 8 7 7 . 4 7 	 6 7 3 	 1 . 9 1 	 2 . 7 9 	 3 7 3 . 8 4 	 2 7 . 6 8 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 8   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 3 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 1 4 	 1 9 7 4 . 8 3 	 2 3 9 	 3 . 1 6 	 8 . 2 6 	 1 6 4 1 . 0 4 	 7 0 . 5 2 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 1   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 3 0   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 1 5 	 1 6 8 6 . 1 8 	 1 7 4 	 2 . 9 1 	 9 . 6 9 	 1 9 8 9 . 8 2 	 8 0 . 0 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 1   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 3 6   	 S e c o n d P r o f i t P e r s e n t = 2 2   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 1 6 	 1 8 1 0 . 8 3 	 6 2 4 	 1 . 6 8 	 2 . 9 0 	 8 9 4 . 0 3 	 5 8 . 8 9 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 1 7 	 8 9 . 9 8 	 1 8 	 1 . 3 3 	 5 . 0 0 	 6 2 9 . 3 8 	 6 0 . 2 4 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 8   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 6   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 1 8 	 2 0 4 9 . 3 1 	 5 2 9 	 1 . 7 4 	 3 . 8 7 	 1 2 2 9 . 2 0 	 4 2 . 0 6 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 6   	 P i p S t e p = 3 4   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 1 9 	 1 5 6 9 . 4 8 	 7 7 1 	 1 . 5 4 	 2 . 0 4 	 1 1 6 9 . 9 2 	 5 8 . 1 6 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 8   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 6 0   	 S e c o n d P r o f i t P e r s e n t = 8 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 2 0 	 1 6 8 1 . 0 1 	 5 9 7 	 1 . 6 5 	 2 . 8 2 	 7 5 2 . 7 6 	 3 2 . 4 7 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 4   	 R i s k = 1 . 6   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 2 1 	 1 6 8 6 . 1 8 	 1 7 4 	 2 . 9 1 	 9 . 6 9 	 1 9 8 9 . 8 2 	 8 0 . 0 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 1   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 3 0   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 2 2 	 2 5 7 9 . 3 0 	 6 4 1 	 2 . 1 2 	 4 . 0 2 	 1 1 9 3 . 3 1 	 3 8 . 5 5 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 0   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 4 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 2 3 	 2 4 7 5 . 1 2 	 5 7 1 	 1 . 9 6 	 4 . 3 3 	 1 2 0 6 . 2 3 	 3 6 . 1 4 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 4   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 8 4   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 2 4 	 1 5 6 4 . 1 7 	 2 0 0 	 2 . 7 1 	 7 . 8 2 	 2 1 1 0 . 4 3 	 9 0 . 7 6 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 0   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 2 5 	 2 0 0 5 . 3 3 	 1 8 0 	 3 . 6 0 	 1 1 . 1 4 	 2 1 1 0 . 4 3 	 7 7 . 4 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 0   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 2 6 	 2 7 0 0 . 3 8 	 5 0 6 	 2 . 0 0 	 5 . 3 4 	 1 8 7 3 . 4 2 	 5 3 . 8 9 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 1   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 2 7 	 3 8 6 4 . 6 4 	 6 5 8 	 2 . 1 1 	 5 . 8 7 	 8 2 3 . 3 2 	 4 6 . 6 8 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 2 8 	 2 2 9 . 3 8 	 1 5 	 2 . 2 8 	 1 5 . 2 9 	 8 3 1 . 0 9 	 7 4 . 9 2 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 0   	 R i s k = 1 . 6   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 2 9 	 2 1 3 4 . 8 2 	 1 8 1 	 3 . 4 0 	 1 1 . 7 9 	 2 1 9 1 . 6 3 	 7 8 . 3 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 0   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 3 0 	 2 7 8 9 . 8 5 	 4 4 9 	 2 . 1 7 	 6 . 2 1 	 1 2 3 3 . 6 3 	 3 6 . 8 6 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 3 3   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 3 1 	 3 3 2 0 . 6 6 	 8 7 1 	 2 . 0 5 	 3 . 8 1 	 1 0 4 5 . 8 3 	 4 7 . 7 3 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 8 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 3 2 	 1 8 7 0 . 6 4 	 1 8 0 	 2 . 9 7 	 1 0 . 3 9 	 1 9 6 5 . 6 9 	 7 2 . 3 1 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 1   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 0   	 S e c o n d P r o f i t P e r s e n t = 4 2   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 3 3 	 2 3 6 8 . 1 4 	 6 5 7 	 1 . 8 2 	 3 . 6 0 	 8 5 9 . 9 2 	 3 2 . 3 7 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 3 0   	 S e c o n d P r o f i t P e r s e n t = 4 6   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 3 4 	 1 9 5 2 . 6 8 	 5 9 4 	 1 . 8 6 	 3 . 2 9 	 4 5 7 . 0 2 	 3 0 . 9 6 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 3 5   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 5 4   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 3 5 	 1 8 1 6 . 7 9 	 4 7 6 	 1 . 7 8 	 3 . 8 2 	 9 5 7 . 6 3 	 3 5 . 7 3 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 6   	 P i p S t e p = 3 4   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 3 6 	 1 7 5 2 . 1 0 	 1 7 8 	 3 . 0 6 	 9 . 8 4 	 2 2 2 5 . 4 6 	 8 1 . 0 7 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 1   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 3 7 	 2 4 6 4 . 9 4 	 5 8 4 	 2 . 2 0 	 4 . 2 2 	 1 0 2 2 . 4 1 	 3 0 . 1 2 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 8 2   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 3 8 	 3 2 2 3 . 4 2 	 7 3 2 	 1 . 7 7 	 4 . 4 0 	 1 1 0 4 . 7 5 	 4 1 . 2 4 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 3 9 	 1 8 7 1 . 1 9 	 5 1 7 	 1 . 7 9 	 3 . 6 2 	 9 5 7 . 6 3 	 3 5 . 1 5 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 8   	 P i p S t e p = 3 4   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 4   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 4 0 	 3 7 6 0 . 2 3 	 4 8 6 	 2 . 4 0 	 7 . 7 4 	 2 5 4 3 . 0 4 	 6 5 . 1 8 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 3 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 4 1 	 8 5 . 3 7 	 2 5 	 1 . 5 9 	 3 . 4 1 	 6 9 9 . 3 2 	 6 6 . 3 6 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 0   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 6 0   	 S e c o n d P r o f i t P e r s e n t = 8 4   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 4 2 	 3 7 9 5 . 9 7 	 5 5 6 	 2 . 4 1 	 6 . 8 3 	 1 3 2 9 . 0 4 	 3 2 . 6 6 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 4 3 	 6 6 8 7 . 5 6 	 6 8 1 	 2 . 5 4 	 9 . 8 2 	 1 9 0 6 . 4 4 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 4 4 	 2 1 3 8 . 7 1 	 4 9 0 	 1 . 9 9 	 4 . 3 6 	 9 5 7 . 6 3 	 3 5 . 7 3 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 8   	 P i p S t e p = 3 4   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 4 5 	 6 7 7 0 . 6 2 	 6 9 8 	 2 . 5 4 	 9 . 7 0 	 1 9 0 6 . 4 4 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 4 6 	 4 6 5 5 . 8 7 	 6 2 3 	 2 . 6 0 	 7 . 4 7 	 1 3 4 7 . 7 3 	 3 6 . 7 1 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 8   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 4 7 	 2 1 9 6 . 6 1 	 5 5 5 	 1 . 8 8 	 3 . 9 6 	 5 9 1 . 1 7 	 5 0 . 2 2 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 8   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 5   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 4 8 	 3 0 1 3 . 9 4 	 4 8 5 	 2 . 1 9 	 6 . 2 1 	 2 2 9 3 . 8 1 	 6 1 . 4 7 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 6 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 4 9 	 3 1 9 0 . 3 9 	 4 9 0 	 2 . 2 9 	 6 . 5 1 	 2 2 9 3 . 8 1 	 6 1 . 4 7 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 5 0 	 8 3 8 9 . 3 9 	 6 9 6 	 2 . 5 7 	 1 2 . 0 5 	 1 9 1 5 . 8 8 	 5 1 . 9 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 5 1 	 3 4 0 9 . 4 0 	 6 4 9 	 1 . 9 8 	 5 . 2 5 	 8 2 9 . 6 0 	 4 2 . 1 2 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 5   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 5 2 	 2 8 1 0 . 8 1 	 4 8 4 	 2 . 0 0 	 5 . 8 1 	 2 2 9 3 . 8 1 	 6 9 . 0 5 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 6 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 5 3 	 3 4 2 1 . 7 7 	 5 9 1 	 2 . 2 2 	 5 . 7 9 	 1 8 4 4 . 0 9 	 4 5 . 1 5 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 1   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 8 4   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 5 4 	 2 4 6 2 . 0 3 	 5 3 7 	 1 . 9 9 	 4 . 5 8 	 5 8 4 . 3 5 	 3 1 . 7 3 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 5 5 	 5 6 3 3 . 9 2 	 6 4 1 	 2 . 3 6 	 8 . 7 9 	 8 2 9 . 6 0 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 5 6 	 3 0 3 6 . 1 4 	 6 6 4 	 2 . 0 4 	 4 . 5 7 	 8 0 7 . 1 2 	 5 3 . 3 2 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 1   	 R i s k = 1 . 6   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 4   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 5 7 	 4 4 8 8 . 6 6 	 6 1 7 	 2 . 2 2 	 7 . 2 7 	 8 4 0 . 1 3 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 5 8 	 3 6 8 3 . 4 6 	 5 5 0 	 2 . 0 5 	 6 . 7 0 	 1 1 2 5 . 9 0 	 3 1 . 9 6 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 8   	 P i p S t e p = 3 0   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 5 9 	 2 4 1 3 . 5 3 	 5 7 0 	 1 . 8 5 	 4 . 2 3 	 1 3 9 8 . 4 4 	 4 4 . 4 9 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 9   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 6 0 	 6 6 1 5 . 5 5 	 7 2 0 	 2 . 4 8 	 9 . 1 9 	 1 1 9 3 . 2 6 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 6 1 	 1 7 6 5 . 5 0 	 4 7 6 	 1 . 8 2 	 3 . 7 1 	 9 5 7 . 6 3 	 3 6 . 2 2 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 8   	 P i p S t e p = 3 4   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 6 2 	 2 3 2 5 . 1 2 	 4 4 7 	 1 . 7 9 	 5 . 2 0 	 2 3 5 8 . 6 6 	 7 3 . 2 4 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 4   	 P i p S t e p = 3 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 6 3 	 2 9 7 7 . 5 7 	 5 6 1 	 2 . 0 8 	 5 . 3 1 	 1 5 2 6 . 7 7 	 4 0 . 9 9 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 8   	 P i p S t e p = 3 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 6 4 	 3 0 0 1 . 5 6 	 5 5 7 	 2 . 4 1 	 5 . 3 9 	 6 0 5 . 3 5 	 3 2 . 9 6 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 8 4   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 6 5 	 3 9 9 2 . 9 1 	 5 3 8 	 2 . 4 2 	 7 . 4 2 	 1 7 6 3 . 5 0 	 3 7 . 8 8 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 6 6 	 5 4 2 . 4 2 	 1 8 0 	 1 . 6 1 	 3 . 0 1 	 1 0 6 6 . 8 3 	 7 3 . 1 3 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 1   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 8 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 6 7 	 4 9 0 9 . 3 5 	 7 8 7 	 2 . 0 6 	 6 . 2 4 	 1 8 8 7 . 9 9 	 5 1 . 9 2 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 5   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 6 8 	 1 9 6 6 . 0 5 	 5 6 7 	 1 . 8 5 	 3 . 4 7 	 1 0 2 3 . 5 7 	 6 7 . 1 7 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 3 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 3 0   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 6 9 	 1 8 8 4 . 6 8 	 1 7 8 	 3 . 3 7 	 1 0 . 5 9 	 1 9 6 5 . 6 9 	 7 5 . 1 0 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 1   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 7 0 	 2 4 8 7 . 3 0 	 5 8 2 	 1 . 9 7 	 4 . 2 7 	 1 2 0 6 . 2 3 	 3 6 . 2 0 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 4   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 8 4   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 7 1 	 2 9 5 0 . 8 5 	 6 6 7 	 1 . 9 7 	 4 . 4 2 	 9 5 5 . 8 9 	 4 4 . 0 5 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 1   	 R i s k = 1 . 6   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 3 6   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 7 2 	 1 4 6 . 4 3 	 1 5 	 1 . 7 3 	 9 . 7 6 	 8 3 1 . 0 9 	 7 6 . 8 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 8   	 P i p S t e p = 3 0   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 7 3 	 2 6 4 4 . 7 0 	 4 6 7 	 1 . 9 0 	 5 . 6 6 	 3 2 1 2 . 5 9 	 8 9 . 5 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 6   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 7 4 	 1 8 2 5 . 9 8 	 5 4 2 	 1 . 6 4 	 3 . 3 7 	 1 2 4 4 . 4 1 	 4 5 . 6 2 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 4   	 P i p S t e p = 3 4   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 7 5 	 1 2 7 5 . 8 1 	 6 7 1 	 1 . 9 0 	 1 . 9 0 	 6 0 5 . 8 6 	 5 8 . 5 6 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 7 6 	 3 0 4 2 . 6 3 	 8 6 5 	 1 . 9 5 	 3 . 5 2 	 1 0 4 5 . 8 3 	 4 7 . 7 3 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 9 4   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 7 7 	 3 2 2 5 . 3 7 	 4 9 4 	 2 . 1 3 	 6 . 5 3 	 2 5 4 3 . 0 4 	 6 5 . 4 8 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 3 2   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 7 8 	 3 3 0 5 . 8 5 	 5 1 9 	 2 . 0 3 	 6 . 3 7 	 1 1 0 1 . 7 8 	 2 8 . 6 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 9   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 7 9 	 2 9 5 9 . 4 2 	 6 5 9 	 1 . 9 0 	 4 . 4 9 	 1 9 9 0 . 4 3 	 5 3 . 0 1 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 8   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 8 0 	 4 1 0 3 . 1 8 	 5 6 2 	 2 . 5 0 	 7 . 3 0 	 9 9 7 . 4 5 	 3 2 . 6 6 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 8 1 	 2 4 1 8 . 9 2 	 6 5 5 	 1 . 9 5 	 3 . 6 9 	 5 9 2 . 5 9 	 4 7 . 4 7 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 5   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 8 2 	 2 0 0 9 . 8 1 	 1 9 0 	 2 . 9 8 	 1 0 . 5 8 	 2 3 1 3 . 4 5 	 8 3 . 8 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 0   	 R i s k = 1 . 6   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 8 3 	 2 3 8 4 . 8 7 	 6 3 8 	 1 . 7 0 	 3 . 7 4 	 2 9 1 4 . 8 8 	 8 9 . 5 8 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 8   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 8 4 	 1 9 8 3 . 0 0 	 6 5 8 	 1 . 7 7 	 3 . 0 1 	 8 9 8 . 1 3 	 6 0 . 6 6 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 4 6   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 8 5 	 4 1 0 9 . 2 4 	 6 8 3 	 2 . 3 6 	 6 . 0 2 	 1 4 6 7 . 0 4 	 6 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 0   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 8 6 	 2 3 4 0 . 3 5 	 5 9 3 	 1 . 8 4 	 3 . 9 5 	 4 6 4 . 2 2 	 3 8 . 4 8 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 4   	 R i s k = 3 . 3   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 3 6   	 S e c o n d P r o f i t P e r s e n t = 5 0   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 8 7 	 4 1 4 7 . 7 8 	 4 9 3 	 2 . 3 2 	 8 . 4 1 	 2 5 1 3 . 7 7 	 5 3 . 6 8 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 0   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 8 8 	 2 5 4 9 . 3 7 	 5 9 5 	 1 . 9 2 	 4 . 2 8 	 1 8 4 5 . 4 1 	 5 5 . 2 4 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 8   	 P i p S t e p = 3 1   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 9 4   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 8 9 	 2 7 1 6 . 1 0 	 6 5 3 	 1 . 8 8 	 4 . 1 6 	 1 2 4 1 . 6 0 	 3 9 . 1 5 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 0   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 9 0 	 3 7 4 8 . 1 5 	 5 5 5 	 2 . 2 6 	 6 . 7 5 	 9 5 5 . 2 1 	 6 2 . 6 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 6   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 9 1 	 2 5 9 6 . 2 6 	 6 0 2 	 1 . 9 2 	 4 . 3 1 	 6 0 9 . 6 4 	 3 9 . 5 6 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 6   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 3 6   	 S e c o n d P r o f i t P e r s e n t = 2 2   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 9 2 	 4 8 8 . 2 9 	 5 4 	 1 . 7 2 	 9 . 0 4 	 8 2 9 . 6 2 	 6 2 . 9 6 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 5   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 4 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 9 3 	 2 6 9 1 . 3 3 	 4 8 0 	 1 . 8 3 	 5 . 6 1 	 2 1 3 8 . 4 1 	 6 1 . 9 1 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 3   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 9 4 	 1 7 1 8 . 4 3 	 8 6 4 	 1 . 5 4 	 1 . 9 9 	 1 1 3 3 . 5 5 	 6 2 . 8 9 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 7   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 9 5 	 2 4 7 5 . 8 4 	 5 8 7 	 2 . 1 9 	 4 . 2 2 	 1 0 2 2 . 4 1 	 3 0 . 0 3 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 8 2   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 9 6 	 7 7 5 . 4 8 	 1 5 1 	 2 . 2 3 	 5 . 1 4 	 9 2 3 . 3 7 	 5 9 . 2 9 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 1   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 9 7 	 2 9 8 9 . 6 3 	 5 5 9 	 2 . 1 0 	 5 . 3 5 	 1 5 2 6 . 7 7 	 4 0 . 8 9 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 9 8 	 2 7 9 1 . 9 5 	 5 8 7 	 2 . 1 0 	 4 . 7 6 	 6 9 3 . 3 1 	 6 5 . 7 3 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 7 9 9 	 2 6 0 0 . 0 0 	 6 4 9 	 2 . 1 1 	 4 . 0 1 	 1 1 8 7 . 7 8 	 3 8 . 2 1 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 0   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 4 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 0 0 	 2 7 8 7 . 5 7 	 6 8 9 	 2 . 0 3 	 4 . 0 5 	 7 1 9 . 5 9 	 3 1 . 1 6 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 7   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 4 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 0 1 	 4 0 9 6 . 5 1 	 5 0 3 	 2 . 0 0 	 8 . 1 4 	 2 3 8 4 . 2 8 	 5 0 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 0 2 	 2 5 4 5 . 1 0 	 6 6 7 	 1 . 9 0 	 3 . 8 2 	 1 0 2 0 . 8 6 	 3 1 . 6 1 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 1   	 R i s k = 2 . 5   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 0 3 	 3 0 5 7 . 1 9 	 5 8 2 	 1 . 9 8 	 5 . 2 5 	 1 7 6 3 . 5 0 	 4 5 . 5 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 0 4 	 2 0 5 1 . 5 1 	 2 9 6 	 2 . 1 8 	 6 . 9 3 	 2 6 9 7 . 1 2 	 9 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 9   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 0 5 	 3 0 9 1 . 2 5 	 5 1 3 	 1 . 9 9 	 6 . 0 3 	 6 1 4 . 0 6 	 3 5 . 8 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 9   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 0 6 	 2 6 9 5 . 0 4 	 6 0 2 	 1 . 9 3 	 4 . 4 8 	 6 0 9 . 6 4 	 3 9 . 8 9 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 6   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 0 7 	 2 5 3 9 . 9 2 	 5 8 1 	 1 . 9 0 	 4 . 3 7 	 1 8 4 4 . 0 9 	 5 5 . 2 0 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 8   	 P i p S t e p = 3 1   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 0 8 	 2 5 3 . 9 7 	 2 9 	 1 . 8 4 	 8 . 7 6 	 6 9 0 . 1 2 	 5 9 . 6 8 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 4   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 0 9 	 2 3 9 5 . 8 6 	 6 4 3 	 1 . 9 5 	 3 . 7 3 	 5 9 2 . 5 9 	 4 7 . 4 7 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 5   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 1 0 	 4 9 8 5 . 9 0 	 6 9 0 	 2 . 0 7 	 7 . 2 3 	 1 1 2 1 . 8 9 	 4 2 . 1 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 1 1 	 4 1 3 9 . 2 8 	 6 8 3 	 2 . 3 7 	 6 . 0 6 	 1 4 6 7 . 0 4 	 6 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 0   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 1 2 	 3 7 5 2 . 9 7 	 6 7 9 	 2 . 1 5 	 5 . 5 3 	 9 8 1 . 4 5 	 3 1 . 1 6 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 7   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 1 3 	 1 9 9 1 . 6 3 	 2 8 5 	 2 . 0 8 	 6 . 9 9 	 1 9 9 1 . 7 8 	 7 4 . 5 1 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 6   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 3 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 1 4 	 3 7 7 8 . 4 6 	 7 4 2 	 2 . 3 7 	 5 . 0 9 	 1 3 8 6 . 7 8 	 6 4 . 3 0 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 1   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 1 5 	 2 1 4 4 . 9 7 	 5 6 4 	 1 . 9 3 	 3 . 8 0 	 4 4 2 . 8 9 	 2 7 . 5 7 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 6   	 P i p S t e p = 3 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 8 4   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 1 6 	 6 9 5 . 0 1 	 4 5 6 	 1 . 6 0 	 1 . 5 2 	 4 1 4 . 3 4 	 3 7 . 6 0 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 1 7 	 2 8 9 6 . 9 1 	 5 2 2 	 2 . 0 9 	 5 . 5 5 	 5 8 7 . 4 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 7   	 R i s k = 2 . 2   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 1 8 	 2 4 0 2 . 0 6 	 6 4 9 	 1 . 9 5 	 3 . 7 0 	 5 9 2 . 5 9 	 4 7 . 4 7 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 5   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 1 9 	 2 3 8 6 . 0 3 	 4 8 5 	 1 . 8 4 	 4 . 9 2 	 1 6 5 9 . 9 4 	 5 1 . 2 0 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 4   	 P i p S t e p = 3 2   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 4   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 2 0 	 3 3 4 3 . 1 6 	 5 2 2 	 1 . 9 7 	 6 . 4 0 	 2 7 4 0 . 2 2 	 6 7 . 2 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 9   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 2 1 	 2 5 8 4 . 5 2 	 4 7 1 	 1 . 8 7 	 5 . 4 9 	 1 9 1 7 . 4 0 	 5 5 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 4   	 P i p S t e p = 3 2   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 2 2 	 9 2 3 5 . 7 0 	 6 7 7 	 2 . 5 3 	 1 3 . 6 4 	 1 6 0 2 . 9 7 	 4 7 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 2 3 	 6 0 7 4 . 7 0 	 8 7 0 	 2 . 1 8 	 6 . 9 8 	 1 1 7 7 . 5 4 	 3 9 . 4 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 2 4 	 3 7 9 1 . 7 7 	 7 2 2 	 1 . 9 2 	 5 . 2 5 	 1 3 7 1 . 3 5 	 3 3 . 7 8 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 2 5 	 2 5 0 0 . 0 6 	 4 6 9 	 1 . 9 5 	 5 . 3 3 	 2 7 1 2 . 8 2 	 8 1 . 0 2 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 7   	 P i p S t e p = 3 0   	 R i s k = 2 . 2   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 2 8   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 2 6 	 2 9 0 7 . 2 6 	 5 2 2 	 2 . 1 0 	 5 . 5 7 	 5 8 7 . 4 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 7   	 R i s k = 2 . 2   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 2 7 	 4 6 5 8 . 7 9 	 4 7 7 	 2 . 9 3 	 9 . 7 7 	 2 7 0 8 . 7 0 	 5 8 . 7 2 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 8 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 2 8 	 3 7 0 4 . 0 7 	 5 6 6 	 2 . 0 6 	 6 . 5 4 	 1 1 2 5 . 9 0 	 3 1 . 9 6 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 8   	 P i p S t e p = 3 0   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 2 9 	 2 5 7 7 . 6 9 	 6 0 0 	 1 . 9 3 	 4 . 3 0 	 1 8 4 5 . 4 1 	 5 4 . 9 9 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 8   	 P i p S t e p = 3 1   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 3 0 	 2 4 1 5 . 8 8 	 6 5 9 	 1 . 9 5 	 3 . 6 7 	 5 9 2 . 5 9 	 4 7 . 4 7 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 5   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 3 1 	 2 3 2 4 . 9 3 	 4 4 7 	 1 . 7 9 	 5 . 2 0 	 2 3 5 8 . 6 6 	 7 3 . 2 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 4   	 P i p S t e p = 3 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 3 2 	 2 1 2 4 . 8 5 	 6 6 3 	 1 . 8 0 	 3 . 2 0 	 8 9 8 . 1 3 	 6 0 . 6 6 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 0   	 S e c o n d P r o f i t P e r s e n t = 4 6   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 3 3 	 9 3 . 8 9 	 2 2 	 1 . 4 4 	 4 . 2 7 	 7 6 4 . 2 0 	 7 3 . 8 1 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 4   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 3 4 	 2 8 1 3 . 9 2 	 6 8 7 	 1 . 8 1 	 4 . 1 0 	 1 0 1 0 . 8 6 	 5 7 . 7 8 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 0   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 3 5 	 1 6 2 . 1 4 	 1 7 	 2 . 1 7 	 9 . 5 4 	 8 9 0 . 1 9 	 8 3 . 6 6 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 8   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 3 6 	 8 9 4 . 2 7 	 6 0 7 	 1 . 5 0 	 1 . 4 7 	 1 7 1 9 . 7 0 	 9 4 . 6 0 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 3   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 3 7 	 3 2 5 1 . 2 4 	 4 7 0 	 2 . 0 5 	 6 . 9 2 	 2 2 9 3 . 8 1 	 6 2 . 9 6 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 3 8 	 1 2 5 . 5 6 	 1 6 	 1 . 9 7 	 7 . 8 5 	 8 9 6 . 4 0 	 8 3 . 7 5 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 3 9 	 1 5 1 1 . 9 8 	 2 1 9 	 1 . 9 8 	 6 . 9 0 	 1 8 5 4 . 2 6 	 7 7 . 3 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 4 0 	 3 0 5 4 . 9 9 	 5 5 1 	 1 . 9 4 	 5 . 5 4 	 1 1 9 2 . 6 6 	 3 3 . 4 3 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 1   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 3 0   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 4 1 	 3 3 1 5 . 2 9 	 6 8 9 	 1 . 9 2 	 4 . 8 1 	 1 1 0 4 . 7 5 	 3 7 . 2 5 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 4 2 	 2 6 0 2 . 4 5 	 7 5 3 	 1 . 7 8 	 3 . 4 6 	 1 0 3 1 . 0 4 	 6 6 . 4 6 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 3 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 4 3 	 2 6 3 7 . 4 7 	 5 3 0 	 2 . 0 6 	 4 . 9 8 	 2 5 2 0 . 9 6 	 7 5 . 7 3 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 9   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 4 4 	 2 2 3 8 . 3 3 	 6 1 0 	 1 . 7 3 	 3 . 6 7 	 1 7 0 9 . 2 9 	 5 5 . 0 6 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 4   	 P i p S t e p = 3 0   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 1 2   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 4 5 	 3 4 2 3 . 7 2 	 4 9 8 	 2 . 2 5 	 6 . 8 7 	 2 7 0 8 . 7 0 	 6 7 . 7 2 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 4 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 4 6 	 2 1 0 7 . 2 5 	 1 9 0 	 3 . 2 2 	 1 1 . 0 9 	 2 3 1 3 . 4 5 	 8 3 . 8 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 0   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 4 7 	 2 7 1 5 . 9 6 	 5 0 9 	 1 . 9 9 	 5 . 3 4 	 1 8 7 3 . 4 2 	 5 3 . 6 1 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 1   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 4 8 	 4 5 4 9 . 5 1 	 6 3 7 	 2 . 2 1 	 7 . 1 4 	 8 4 0 . 1 3 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 4 9 	 4 0 4 0 . 6 0 	 6 9 6 	 2 . 4 3 	 5 . 8 1 	 1 4 6 7 . 0 4 	 6 2 . 1 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 0   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 5 0 	 2 4 1 0 . 6 9 	 6 5 3 	 1 . 9 6 	 3 . 6 9 	 5 9 2 . 5 9 	 4 7 . 4 7 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 5   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 5 1 	 3 7 9 9 . 6 9 	 7 3 1 	 1 . 9 2 	 5 . 2 0 	 1 3 7 1 . 3 5 	 3 3 . 7 4 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 5 2 	 2 0 6 1 . 7 8 	 6 5 5 	 1 . 7 7 	 3 . 1 5 	 8 9 8 . 1 3 	 6 0 . 6 6 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 5 3 	 3 6 3 9 . 0 4 	 4 4 4 	 2 . 0 5 	 8 . 2 0 	 3 5 7 5 . 0 3 	 8 5 . 9 8 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 3 0   	 S e c o n d P r o f i t P e r s e n t = 4 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 5 4 	 3 0 2 1 . 0 3 	 6 4 9 	 2 . 0 9 	 4 . 6 5 	 1 8 1 5 . 5 1 	 4 9 . 2 0 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 8 4   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 5 5 	 4 9 9 9 . 4 6 	 4 6 7 	 2 . 9 0 	 1 0 . 7 1 	 1 6 6 7 . 8 0 	 4 9 . 2 9 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 7 2   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 5 6 	 2 6 2 7 . 8 3 	 6 0 7 	 1 . 9 3 	 4 . 3 3 	 6 0 9 . 6 4 	 3 9 . 5 6 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 6   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 3 6   	 S e c o n d P r o f i t P e r s e n t = 2 2   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 5 7 	 2 8 7 5 . 4 3 	 6 7 8 	 2 . 1 3 	 4 . 2 4 	 9 9 1 . 8 2 	 5 3 . 2 4 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 1   	 R i s k = 1 . 6   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 3 6   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 5 8 	 4 4 7 9 . 0 9 	 6 6 4 	 2 . 0 2 	 6 . 7 5 	 1 4 8 3 . 5 4 	 4 0 . 3 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 5 9 	 1 6 8 . 0 0 	 1 9 	 2 . 0 1 	 8 . 8 4 	 8 0 9 . 7 8 	 7 8 . 1 7 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 6 0 	 8 6 7 . 4 4 	 2 8 1 	 1 . 7 1 	 3 . 0 9 	 1 0 6 6 . 3 3 	 5 9 . 4 9 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 6 1 	 3 4 9 4 . 3 9 	 4 7 1 	 2 . 1 6 	 7 . 4 2 	 1 7 7 6 . 0 9 	 4 7 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 0   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 6 2 	 2 6 3 8 . 4 7 	 2 2 8 	 2 . 9 0 	 1 1 . 5 7 	 2 6 9 3 . 2 3 	 8 8 . 2 6 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 6   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 6 3 	 3 3 8 7 . 5 7 	 4 8 5 	 2 . 1 5 	 6 . 9 8 	 2 7 0 8 . 7 0 	 6 5 . 9 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 6 4 	 2 6 9 6 . 7 2 	 6 9 7 	 1 . 7 7 	 3 . 8 7 	 9 9 3 . 1 8 	 3 1 . 2 8 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 7   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 6 5 	 2 1 7 0 . 1 9 	 5 6 2 	 1 . 9 6 	 3 . 8 6 	 4 4 2 . 8 9 	 2 7 . 5 2 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 6   	 P i p S t e p = 3 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 4 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 6 6 	 4 3 5 0 . 7 1 	 6 5 9 	 1 . 9 8 	 6 . 6 0 	 1 4 8 3 . 5 4 	 4 0 . 3 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 6 7 	 4 9 6 6 . 5 9 	 9 0 0 	 2 . 1 4 	 5 . 5 2 	 1 4 4 2 . 1 2 	 3 8 . 5 6 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 6 8 	 1 0 0 0 . 3 8 	 4 1 7 	 1 . 7 1 	 2 . 4 0 	 1 0 6 3 . 2 9 	 5 5 . 5 6 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 1   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 8 4   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 6 9 	 4 7 7 0 . 3 8 	 6 2 8 	 2 . 2 7 	 7 . 6 0 	 8 4 0 . 1 3 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 7 0 	 3 7 8 8 . 9 2 	 7 3 2 	 1 . 9 1 	 5 . 1 8 	 1 3 7 1 . 3 5 	 3 3 . 7 3 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 7 1 	 6 3 5 . 8 3 	 3 7 7 	 1 . 9 0 	 1 . 6 9 	 4 4 8 . 7 3 	 4 3 . 7 3 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 7 2 	 4 3 3 7 . 0 7 	 7 6 5 	 1 . 8 0 	 5 . 6 7 	 1 6 4 1 . 0 4 	 4 1 . 9 7 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 3 0   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 7 3 	 2 3 4 2 . 7 2 	 6 4 1 	 2 . 0 8 	 3 . 6 5 	 1 5 8 5 . 8 9 	 5 1 . 2 1 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 0   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 7 4 	 4 4 6 . 7 0 	 2 7 	 3 . 8 4 	 1 6 . 5 4 	 5 7 1 . 9 9 	 5 1 . 0 1 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 8 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 7 5 	 2 4 8 9 . 8 8 	 5 6 0 	 1 . 9 9 	 4 . 4 5 	 1 1 2 6 . 1 5 	 3 3 . 3 8 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 4   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 7 6 	 3 8 7 6 . 7 9 	 7 2 3 	 2 . 3 9 	 5 . 3 6 	 7 2 0 . 3 8 	 5 4 . 2 7 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 8 2   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 7 7 	 1 8 2 3 . 6 1 	 1 9 7 	 2 . 8 4 	 9 . 2 6 	 2 1 0 2 . 1 2 	 8 9 . 1 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 8   	 P i p S t e p = 3 0   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 5 2   	 S e c o n d P r o f i t P e r s e n t = 6 8   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 7 8 	 1 1 3 . 7 4 	 3 3 	 1 . 4 5 	 3 . 4 5 	 8 8 6 . 2 2 	 8 1 . 9 9 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 7 9 	 1 6 6 8 . 2 4 	 6 0 1 	 1 . 7 0 	 2 . 7 8 	 4 6 6 . 9 4 	 2 0 . 2 2 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 4   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 8 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 8 0 	 9 9 5 . 8 8 	 1 6 7 	 1 . 9 2 	 5 . 9 6 	 1 4 1 4 . 9 8 	 7 3 . 9 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 0   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 8 1 	 6 1 6 4 . 2 2 	 5 0 0 	 2 . 6 2 	 1 2 . 3 3 	 1 9 7 6 . 2 0 	 4 5 . 6 2 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 9   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 8 2 	 4 0 6 . 6 4 	 3 7 5 	 1 . 6 5 	 1 . 0 8 	 7 6 2 . 6 2 	 5 3 . 2 1 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 8 3 	 4 7 7 2 . 9 3 	 7 1 1 	 1 . 7 5 	 6 . 7 1 	 1 8 8 6 . 9 6 	 4 8 . 2 4 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 8 4 	 2 8 5 2 . 4 4 	 6 7 9 	 2 . 1 4 	 4 . 2 0 	 8 0 7 . 1 2 	 5 3 . 4 8 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 1   	 R i s k = 1 . 6   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 8 5 	 1 0 4 7 . 9 9 	 1 8 3 	 1 . 9 9 	 5 . 7 3 	 1 3 0 1 . 6 4 	 6 8 . 9 6 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 3 2   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 8 4   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 8 6 	 5 1 9 7 . 4 1 	 6 9 6 	 2 . 1 3 	 7 . 4 7 	 1 1 2 1 . 8 9 	 4 2 . 1 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 8 7 	 3 1 7 8 . 7 2 	 4 9 2 	 2 . 1 6 	 6 . 4 6 	 2 5 4 3 . 0 4 	 6 6 . 2 5 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 3 2   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 8 8 	 2 6 0 . 5 3 	 2 2 	 1 . 8 2 	 1 1 . 8 4 	 7 2 4 . 7 4 	 6 5 . 6 2 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 8 9 	 2 7 9 . 1 4 	 2 7 9 	 1 . 5 1 	 1 . 0 0 	 4 2 7 . 3 5 	 3 2 . 7 2 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 5   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 9 0 	 2 3 7 1 . 6 1 	 4 7 8 	 1 . 7 3 	 4 . 9 6 	 2 3 5 8 . 6 6 	 7 2 . 2 0 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 4   	 P i p S t e p = 3 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 9 1 	 2 3 5 6 . 9 6 	 6 6 8 	 1 . 8 1 	 3 . 5 3 	 8 5 9 . 9 2 	 3 2 . 4 0 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 3 0   	 S e c o n d P r o f i t P e r s e n t = 4 6   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 9 2 	 3 5 3 2 . 0 3 	 7 3 0 	 1 . 8 4 	 4 . 8 4 	 1 0 8 0 . 4 1 	 4 1 . 4 4 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 6 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 9 3 	 3 8 5 8 . 4 8 	 6 5 8 	 2 . 1 1 	 5 . 8 6 	 8 2 3 . 3 2 	 4 6 . 6 8 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 9 4 	 2 4 0 8 . 2 8 	 6 5 6 	 1 . 9 5 	 3 . 6 7 	 5 9 2 . 5 9 	 4 7 . 4 7 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 5   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 9 5 	 4 2 4 5 . 7 5 	 6 9 0 	 2 . 4 3 	 6 . 1 5 	 9 2 7 . 7 1 	 4 1 . 2 6 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 6 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 9 6 	 4 4 0 5 . 8 3 	 7 4 5 	 1 . 7 8 	 5 . 9 1 	 1 8 1 6 . 1 9 	 4 2 . 1 5 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 3 0   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 9 7 	 2 9 6 5 . 1 1 	 5 6 0 	 2 . 0 6 	 5 . 2 9 	 1 5 2 6 . 7 7 	 4 1 . 0 4 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 8   	 P i p S t e p = 3 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 9 8 	 2 3 7 5 . 1 5 	 5 7 0 	 1 . 7 6 	 4 . 1 7 	 1 4 5 2 . 8 7 	 4 6 . 1 5 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 9   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 2 4   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 8 9 9 	 1 6 9 . 4 4 	 2 3 	 1 . 9 9 	 7 . 3 7 	 6 2 8 . 6 3 	 5 9 . 2 6 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 6   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 0 0 	 7 5 9 . 2 8 	 1 9 4 	 1 . 8 4 	 3 . 9 1 	 1 2 0 5 . 2 7 	 6 7 . 6 7 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 4   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 6   	 S e c o n d P r o f i t P e r s e n t = 6 8   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 0 1 	 4 2 2 . 4 9 	 5 8 4 	 1 . 3 0 	 0 . 7 2 	 7 6 2 . 8 0 	 5 1 . 8 0 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 0 2 	 4 3 9 0 . 3 5 	 4 6 9 	 2 . 5 9 	 9 . 3 6 	 1 8 7 7 . 5 7 	 6 4 . 6 9 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 9   	 P i p S t e p = 3 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 2   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 0 3 	 2 4 7 0 . 9 3 	 6 4 0 	 2 . 2 1 	 3 . 8 6 	 6 9 7 . 2 2 	 2 3 . 3 1 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 1   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 0 4 	 3 6 8 8 . 9 6 	 4 2 0 	 2 . 1 7 	 8 . 7 8 	 3 5 2 8 . 2 5 	 8 6 . 0 6 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 3 . 3   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 3 6   	 S e c o n d P r o f i t P e r s e n t = 5 0   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 0 5 	 1 0 0 9 . 7 2 	 5 7 7 	 1 . 3 7 	 1 . 7 5 	 1 2 9 9 . 8 5 	 6 5 . 9 1 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 4   	 R i s k = 2 . 2   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 0 6 	 2 3 3 9 . 7 6 	 5 9 9 	 1 . 8 4 	 3 . 9 1 	 4 6 4 . 2 2 	 3 8 . 4 8 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 4   	 R i s k = 3 . 3   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 3 6   	 S e c o n d P r o f i t P e r s e n t = 5 0   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 0 7 	 3 8 0 4 . 5 1 	 5 6 2 	 2 . 4 2 	 6 . 7 7 	 1 3 2 9 . 0 4 	 3 2 . 6 6 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 0 8 	 2 5 8 4 . 5 7 	 6 8 0 	 1 . 9 4 	 3 . 8 0 	 4 8 4 . 3 9 	 4 7 . 2 5 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 5   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 3 0   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 0 9 	 2 0 0 9 . 0 3 	 6 6 7 	 1 . 7 5 	 3 . 0 1 	 8 9 8 . 1 3 	 6 1 . 1 6 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 4   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 1 0 	 2 7 4 1 . 8 7 	 5 7 1 	 1 . 9 6 	 4 . 8 0 	 1 0 0 8 . 2 9 	 3 7 . 2 9 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 9   	 P i p S t e p = 3 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 3 0   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 1 1 	 2 9 3 5 . 2 7 	 6 8 3 	 2 . 1 2 	 4 . 3 0 	 8 0 7 . 1 2 	 5 3 . 5 1 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 1   	 R i s k = 1 . 6   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 1 2 	 2 4 9 5 . 1 4 	 6 8 7 	 1 . 9 9 	 3 . 6 3 	 1 4 9 0 . 9 5 	 4 7 . 5 0 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 0   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 1 3 	 2 4 5 1 . 6 8 	 4 9 7 	 2 . 0 4 	 4 . 9 3 	 2 2 5 7 . 0 5 	 7 1 . 2 1 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 7   	 P i p S t e p = 3 0   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 1 4 	 3 8 7 4 . 1 6 	 5 2 9 	 2 . 4 0 	 7 . 3 2 	 7 2 0 . 3 8 	 6 5 . 2 0 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 7   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 1 5 	 1 8 3 7 . 9 6 	 4 9 7 	 1 . 8 2 	 3 . 7 0 	 9 5 7 . 6 3 	 3 5 . 5 7 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 8   	 P i p S t e p = 3 4   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 1 6 	 2 5 4 3 . 8 2 	 6 0 8 	 1 . 9 6 	 4 . 1 8 	 1 5 6 4 . 9 2 	 4 6 . 1 8 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 8   	 P i p S t e p = 3 1   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 1 7 	 2 4 7 1 . 1 7 	 5 8 7 	 2 . 1 9 	 4 . 2 1 	 1 0 2 2 . 4 1 	 3 0 . 0 7 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 8 2   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 1 8 	 3 9 3 9 . 5 6 	 7 2 8 	 2 . 1 6 	 5 . 4 1 	 1 0 3 1 . 0 4 	 3 2 . 9 9 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 1 9 	 2 5 5 3 . 1 9 	 7 1 3 	 1 . 7 0 	 3 . 5 8 	 7 0 0 . 8 4 	 4 8 . 8 1 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 9   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 2 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 2 0 	 3 3 8 9 . 4 5 	 6 6 9 	 1 . 9 6 	 5 . 0 7 	 2 3 0 3 . 2 5 	 6 1 . 3 9 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 2 1 	 4 0 5 2 . 5 8 	 6 6 0 	 2 . 1 4 	 6 . 1 4 	 8 2 3 . 3 2 	 4 6 . 6 8 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 2 2 	 2 6 4 8 . 8 0 	 4 8 3 	 1 . 8 0 	 5 . 4 8 	 1 7 2 6 . 2 1 	 5 1 . 7 6 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 4 4   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 2 3 	 4 1 2 9 . 4 6 	 5 7 4 	 2 . 0 6 	 7 . 1 9 	 9 5 7 . 3 6 	 6 2 . 6 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 6   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 2 4   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 2 4 	 4 0 8 8 . 1 3 	 7 1 2 	 2 . 2 1 	 5 . 7 4 	 1 0 3 1 . 0 4 	 3 2 . 9 9 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 4 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 2 5 	 2 7 7 4 . 0 7 	 6 7 1 	 1 . 8 4 	 4 . 1 3 	 8 8 5 . 5 3 	 4 4 . 6 5 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 2   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 3 4   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 2 6 	 2 3 8 7 . 0 8 	 6 4 6 	 1 . 9 4 	 3 . 7 0 	 5 9 2 . 5 9 	 4 7 . 4 7 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 5   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 2 7 	 2 4 0 6 . 3 3 	 5 5 6 	 1 . 8 7 	 4 . 3 3 	 1 8 7 3 . 4 2 	 5 7 . 7 4 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 6   	 P i p S t e p = 3 1   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 0   	 S e c o n d P r o f i t P e r s e n t = 8 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 2 8 	 1 7 1 . 1 3 	 2 1 	 1 . 6 6 	 8 . 1 5 	 6 9 9 . 5 8 	 6 5 . 7 3 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 5   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 3 6   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 2 9 	 2 6 5 2 . 7 4 	 6 5 3 	 2 . 1 0 	 4 . 0 6 	 8 0 7 . 1 2 	 5 3 . 6 5 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 1   	 R i s k = 1 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 3 0 	 3 8 0 8 . 7 7 	 7 3 7 	 1 . 9 2 	 5 . 1 7 	 1 3 7 1 . 3 5 	 3 3 . 6 4 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 3 1 	 4 2 4 5 . 8 0 	 3 5 8 	 2 . 5 4 	 1 1 . 8 6 	 2 9 9 8 . 6 0 	 6 8 . 1 2 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 1   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 6   	 S e c o n d P r o f i t P e r s e n t = 6 8   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 3 2 	 4 9 3 4 . 9 3 	 6 8 1 	 2 . 0 7 	 7 . 2 5 	 1 1 2 1 . 8 9 	 4 2 . 1 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 3 3 	 3 3 4 9 . 4 6 	 8 8 1 	 2 . 0 4 	 3 . 8 0 	 1 0 4 5 . 8 3 	 4 7 . 7 3 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 8 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 3 4 	 3 8 0 5 . 1 8 	 7 3 5 	 1 . 9 1 	 5 . 1 8 	 1 3 7 1 . 3 5 	 3 3 . 5 4 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 3 5 	 2 0 5 5 . 0 9 	 5 0 9 	 1 . 8 6 	 4 . 0 4 	 6 6 9 . 3 0 	 3 1 . 3 8 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 9   	 P i p S t e p = 3 2   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 4   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 3 6 	 3 3 6 3 . 5 9 	 5 1 3 	 2 . 4 4 	 6 . 5 6 	 1 6 7 4 . 2 8 	 4 4 . 7 6 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 2   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 3 7 	 3 5 7 5 . 0 7 	 5 4 5 	 2 . 2 6 	 6 . 5 6 	 1 7 6 3 . 5 0 	 4 1 . 0 3 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 3 0   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 3 8 	 1 0 8 2 . 5 5 	 1 8 9 	 1 . 9 5 	 5 . 7 3 	 1 3 3 0 . 5 9 	 6 8 . 2 0 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 3 2   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 4   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 3 9 	 3 5 7 1 . 1 4 	 7 4 5 	 1 . 8 3 	 4 . 7 9 	 1 0 8 0 . 4 1 	 4 1 . 4 0 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 6 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 4 0 	 8 2 0 . 8 8 	 5 9 2 	 1 . 4 8 	 1 . 3 9 	 1 0 3 7 . 0 5 	 5 9 . 1 0 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 4 1 	 2 1 4 . 4 9 	 1 5 	 2 . 0 0 	 1 4 . 3 0 	 9 1 4 . 4 1 	 8 0 . 3 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 4 2 	 4 5 4 0 . 7 8 	 6 1 5 	 2 . 6 0 	 7 . 3 8 	 1 3 4 7 . 7 3 	 3 6 . 7 1 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 8   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 4 3 	 6 7 9 8 . 9 7 	 7 0 2 	 2 . 5 3 	 9 . 6 9 	 1 9 0 6 . 4 4 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 4 4 	 3 1 9 8 . 8 8 	 5 0 4 	 2 . 1 4 	 6 . 3 5 	 1 9 1 7 . 4 0 	 4 9 . 1 4 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 3 2   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 4   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 4 5 	 2 9 2 7 . 9 7 	 5 2 8 	 2 . 1 0 	 5 . 5 5 	 5 8 7 . 4 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 7   	 R i s k = 2 . 2   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 4 6 	 2 8 1 5 . 2 6 	 6 8 0 	 2 . 0 6 	 4 . 1 4 	 7 1 9 . 5 9 	 3 1 . 1 6 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 7   	 R i s k = 3   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 4 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 4 7 	 3 4 4 1 . 6 6 	 5 0 1 	 2 . 2 6 	 6 . 8 7 	 2 7 0 8 . 7 0 	 6 7 . 6 9 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 4 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 4 8 	 3 6 7 5 . 2 6 	 5 5 0 	 2 . 4 1 	 6 . 6 8 	 6 7 2 . 5 1 	 6 2 . 6 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 6   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 4 9 	 3 5 6 2 . 2 6 	 6 3 5 	 1 . 8 4 	 5 . 6 1 	 1 1 7 6 . 3 4 	 5 0 . 1 3 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 5 0 	 3 3 0 3 . 4 0 	 4 8 5 	 2 . 1 8 	 6 . 8 1 	 2 7 0 8 . 7 0 	 6 7 . 3 3 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 5 1 	 1 1 8 0 . 8 0 	 9 3 5 	 1 . 4 3 	 1 . 2 6 	 4 0 0 . 1 2 	 2 7 . 8 4 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 2 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 5 2 	 4 1 3 9 . 2 5 	 5 7 1 	 2 . 0 3 	 7 . 2 5 	 9 5 7 . 3 6 	 6 2 . 6 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 6   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 2 4   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 5 3 	 2 8 1 0 . 6 8 	 6 9 5 	 2 . 0 3 	 4 . 0 4 	 7 1 9 . 5 9 	 3 1 . 1 6 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 7   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 4 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 5 4 	 2 6 0 1 . 8 5 	 4 9 5 	 1 . 8 4 	 5 . 2 6 	 2 1 3 8 . 4 1 	 6 4 . 0 1 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 3   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 8 0   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 5 5 	 4 1 6 8 . 1 6 	 4 7 7 	 2 . 6 7 	 8 . 7 4 	 2 7 0 8 . 7 0 	 5 8 . 7 2 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 4 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 5 6 	 2 5 4 7 . 4 1 	 6 1 0 	 1 . 8 7 	 4 . 1 8 	 1 7 8 2 . 5 7 	 5 4 . 5 3 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 3   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 1 2   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 5 7 	 3 5 2 3 . 9 9 	 4 8 7 	 2 . 1 5 	 7 . 2 4 	 1 7 6 3 . 5 0 	 5 4 . 3 1 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 5 8 	 3 0 1 2 . 2 7 	 5 7 7 	 2 . 0 8 	 5 . 2 2 	 1 5 2 6 . 7 7 	 4 0 . 8 0 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 8   	 P i p S t e p = 3 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 5 9 	 3 9 9 0 . 5 9 	 5 5 3 	 2 . 5 0 	 7 . 2 2 	 1 3 2 9 . 0 4 	 3 2 . 6 6 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 8 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 6 0 	 4 0 1 6 . 6 5 	 6 6 2 	 2 . 2 9 	 6 . 0 7 	 1 1 5 3 . 7 4 	 5 1 . 1 2 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 6 1 	 8 0 4 . 3 2 	 5 1 1 	 1 . 3 8 	 1 . 5 7 	 8 9 8 . 1 7 	 7 1 . 2 9 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 6 2 	 3 2 6 8 . 8 1 	 5 1 8 	 2 . 0 3 	 6 . 3 1 	 6 5 8 . 5 2 	 3 4 . 6 4 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 9   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 6 3 	 1 5 6 5 . 1 2 	 2 4 9 	 1 . 9 3 	 6 . 2 9 	 2 1 5 8 . 9 3 	 9 1 . 6 7 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 6 4 	 1 6 7 . 1 9 	 4 4 	 1 . 4 3 	 3 . 8 0 	 8 3 0 . 6 6 	 7 3 . 4 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 6 5 	 4 0 9 3 . 7 1 	 5 0 5 	 2 . 0 0 	 8 . 1 1 	 2 3 5 6 . 5 3 	 4 9 . 4 8 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 6 6 	 4 7 0 4 . 7 6 	 7 0 4 	 1 . 7 4 	 6 . 6 8 	 1 8 8 6 . 9 6 	 4 8 . 2 4 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 6 7 	 3 9 8 4 . 5 6 	 5 3 6 	 2 . 4 2 	 7 . 4 3 	 1 7 6 3 . 5 0 	 3 7 . 8 9 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 6 8 	 2 8 4 7 . 3 0 	 6 6 4 	 2 . 1 4 	 4 . 2 9 	 9 9 1 . 8 2 	 5 3 . 2 4 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 1   	 R i s k = 1 . 6   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 6 9 	 1 2 4 . 7 7 	 1 7 	 1 . 4 3 	 7 . 3 4 	 6 1 2 . 7 6 	 5 8 . 3 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 7   	 R i s k = 2 . 2   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 7 0 	 3 8 0 3 . 9 0 	 7 3 2 	 1 . 9 1 	 5 . 2 0 	 1 3 7 1 . 3 5 	 3 3 . 6 5 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 7 1 	 3 5 4 2 . 9 7 	 6 7 6 	 2 . 2 4 	 5 . 2 4 	 9 3 6 . 5 4 	 4 5 . 5 9 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 7 2 	 3 9 3 5 . 6 6 	 7 2 8 	 2 . 1 7 	 5 . 4 1 	 1 0 3 1 . 0 4 	 3 2 . 9 9 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 7 3 	 3 8 6 1 . 6 2 	 6 5 9 	 2 . 1 1 	 5 . 8 6 	 8 2 3 . 3 2 	 4 6 . 6 8 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 7 4 	 1 5 2 4 . 1 6 	 1 9 1 	 2 . 6 2 	 7 . 9 8 	 2 1 1 0 . 4 3 	 8 9 . 7 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 0   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 7 5 	 2 6 0 9 . 4 7 	 5 4 7 	 2 . 0 3 	 4 . 7 7 	 7 7 0 . 8 0 	 5 9 . 9 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 7 6 	 4 8 6 4 . 3 8 	 6 6 7 	 2 . 0 6 	 7 . 2 9 	 1 1 2 1 . 8 9 	 4 2 . 1 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 7 7 	 3 0 2 4 . 6 5 	 4 7 6 	 2 . 1 6 	 6 . 3 5 	 2 2 9 3 . 8 1 	 6 1 . 2 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 7 8 	 4 6 4 3 . 8 4 	 7 3 6 	 2 . 2 2 	 6 . 3 1 	 1 2 7 9 . 6 7 	 5 6 . 8 3 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 1   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 3 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 7 9 	 3 2 2 5 . 3 7 	 4 9 4 	 2 . 1 3 	 6 . 5 3 	 2 5 4 3 . 0 4 	 6 5 . 4 8 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 3 2   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 8 0 	 4 7 0 5 . 3 7 	 4 8 1 	 2 . 9 3 	 9 . 7 8 	 2 7 0 8 . 7 0 	 5 8 . 3 4 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 8 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 8 1 	 3 5 0 7 . 0 4 	 6 3 8 	 2 . 0 0 	 5 . 5 0 	 2 5 1 3 . 7 7 	 6 0 . 6 0 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 8   	 P i p S t e p = 3 0   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 8 2 	 3 1 4 7 . 4 6 	 4 8 6 	 2 . 1 5 	 6 . 4 8 	 2 5 4 3 . 0 4 	 6 6 . 4 8 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 3 2   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 8 3 	 3 0 3 8 . 9 7 	 5 1 4 	 2 . 0 1 	 5 . 9 1 	 1 7 2 5 . 5 5 	 4 4 . 6 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 9   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 8 4 	 3 9 4 2 . 4 3 	 5 3 8 	 2 . 2 9 	 7 . 3 3 	 1 2 6 3 . 4 2 	 3 2 . 4 7 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 8   	 P i p S t e p = 3 0   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 6 4   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 8 5 	 3 2 0 6 . 8 5 	 4 9 0 	 2 . 1 3 	 6 . 5 4 	 2 5 4 3 . 0 4 	 6 5 . 4 8 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 3 2   	 R i s k = 1 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 8 6 	 3 0 0 9 . 8 8 	 6 8 0 	 1 . 9 2 	 4 . 4 3 	 1 9 9 0 . 4 3 	 5 2 . 7 6 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 8   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 8 7 	 5 5 2 . 4 2 	 6 3 4 	 1 . 3 2 	 0 . 8 7 	 1 1 9 0 . 5 5 	 7 9 . 9 3 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 8 8 	 2 7 1 8 . 6 8 	 6 3 7 	 1 . 8 8 	 4 . 2 7 	 1 7 0 9 . 2 9 	 5 9 . 0 5 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 8 9 	 2 7 8 6 . 5 8 	 5 8 9 	 2 . 1 6 	 4 . 7 3 	 6 9 3 . 3 1 	 6 5 . 7 3 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 3   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 9 0 	 8 0 7 . 8 3 	 4 8 1 	 1 . 6 5 	 1 . 6 8 	 8 7 1 . 7 7 	 4 9 . 8 6 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 0   	 R i s k = 2 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 9 1 	 2 3 4 6 . 5 8 	 5 9 2 	 2 . 0 9 	 3 . 9 6 	 4 8 9 . 4 5 	 2 1 . 4 8 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 1   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 9 2 	 4 9 4 2 . 9 5 	 7 0 2 	 1 . 7 4 	 7 . 0 4 	 1 8 8 6 . 9 6 	 4 8 . 0 8 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 9 3 	 3 8 7 3 . 0 2 	 6 5 8 	 2 . 1 2 	 5 . 8 9 	 8 2 3 . 3 2 	 4 6 . 6 8 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 9 4 	 4 2 1 7 . 7 1 	 6 5 1 	 2 . 2 3 	 6 . 4 8 	 8 7 1 . 7 4 	 3 8 . 1 9 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 9 5 	 3 9 1 2 . 9 2 	 8 9 6 	 2 . 0 1 	 4 . 3 7 	 1 2 9 8 . 3 6 	 5 3 . 2 8 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 9 6 	 3 9 0 0 . 8 2 	 9 0 1 	 1 . 9 1 	 4 . 3 3 	 2 0 3 5 . 5 8 	 5 3 . 3 1 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 9 7 	 3 0 0 4 . 8 7 	 6 0 1 	 1 . 9 4 	 5 . 0 0 	 6 9 5 . 2 0 	 4 1 . 2 9 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 9 8 	 2 7 3 . 1 2 	 2 4 	 1 . 8 4 	 1 1 . 3 8 	 8 2 2 . 8 1 	 7 2 . 2 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 5 2   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 9 9 9 	 6 6 5 3 . 0 8 	 7 1 4 	 2 . 5 1 	 9 . 3 2 	 1 1 9 3 . 2 6 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 0 0 	 8 0 8 . 1 9 	 1 5 3 	 1 . 7 8 	 5 . 2 8 	 1 4 5 8 . 2 6 	 8 3 . 1 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 4   	 P i p S t e p = 3 5   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 0 1 	 5 3 9 0 . 8 3 	 5 7 9 	 2 . 2 7 	 9 . 3 1 	 2 4 2 4 . 1 9 	 5 8 . 7 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 0 2 	 4 3 1 1 . 2 1 	 7 0 1 	 2 . 0 4 	 6 . 1 5 	 1 4 8 3 . 5 4 	 4 2 . 2 2 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 0 3 	 3 5 4 7 . 0 9 	 5 6 0 	 2 . 1 6 	 6 . 3 3 	 1 4 6 1 . 0 6 	 3 5 . 3 1 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 3   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 0 4 	 3 1 2 0 . 7 7 	 6 9 3 	 1 . 9 2 	 4 . 5 0 	 9 8 1 . 4 5 	 2 8 . 1 8 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 7   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 0 5 	 3 7 3 8 . 2 8 	 5 5 5 	 2 . 3 0 	 6 . 7 4 	 9 6 5 . 2 5 	 3 2 . 4 7 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 8   	 P i p S t e p = 3 0   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 4 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 0 6 	 6 7 . 5 1 	 2 8 	 1 . 3 9 	 2 . 4 1 	 7 6 9 . 8 6 	 7 4 . 3 9 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 0 7 	 2 2 3 . 9 9 	 1 8 	 2 . 6 1 	 1 2 . 4 4 	 6 1 2 . 7 6 	 5 8 . 6 3 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 7   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 0 8 	 2 8 3 2 . 2 6 	 5 7 3 	 1 . 8 3 	 4 . 9 4 	 2 4 0 3 . 2 4 	 6 6 . 1 3 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 9   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 0 9 	 3 9 2 9 . 4 7 	 9 2 5 	 1 . 9 1 	 4 . 2 5 	 2 0 3 5 . 5 8 	 5 3 . 1 9 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 1 0 	 3 8 1 3 . 9 5 	 5 5 5 	 2 . 2 4 	 6 . 8 7 	 7 8 4 . 6 1 	 3 0 . 2 0 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 1 1 	 6 6 4 5 . 0 8 	 7 2 2 	 2 . 4 7 	 9 . 2 0 	 1 1 9 3 . 2 6 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 1 2 	 4 9 5 6 . 1 8 	 6 8 3 	 2 . 0 7 	 7 . 2 6 	 1 1 2 1 . 8 9 	 4 2 . 1 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 1 3 	 4 6 6 2 . 9 8 	 4 7 9 	 2 . 8 2 	 9 . 7 3 	 1 1 3 7 . 8 9 	 3 4 . 3 2 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 1 4 	 3 6 4 1 . 2 0 	 4 1 9 	 2 . 1 7 	 8 . 6 9 	 3 5 4 3 . 8 3 	 8 6 . 4 3 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 3 . 3   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 3 6   	 S e c o n d P r o f i t P e r s e n t = 5 0   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 1 5 	 2 1 9 . 6 7 	 1 6 	 2 . 4 6 	 1 3 . 7 3 	 9 3 3 . 3 8 	 8 5 . 4 4 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 5   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 1 6 	 3 9 4 6 . 6 5 	 9 2 3 	 1 . 9 1 	 4 . 2 8 	 2 0 3 5 . 5 8 	 5 3 . 1 3 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 1 7 	 4 3 9 1 . 4 1 	 6 0 0 	 2 . 2 0 	 7 . 3 2 	 9 4 6 . 7 2 	 3 9 . 6 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 6   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 1 8 	 4 1 2 6 . 5 8 	 6 7 5 	 2 . 3 8 	 6 . 1 1 	 1 4 6 7 . 0 4 	 6 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 0   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 1 9 	 3 3 7 3 . 7 2 	 6 6 0 	 2 . 0 0 	 5 . 1 1 	 1 1 2 1 . 9 6 	 3 9 . 8 8 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 8   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 2 0 	 3 2 4 2 . 8 1 	 5 1 9 	 2 . 0 3 	 6 . 2 5 	 6 5 8 . 5 2 	 3 5 . 8 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 9   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 2 1 	 4 0 4 1 . 0 3 	 6 6 1 	 2 . 1 2 	 6 . 1 1 	 1 1 0 4 . 7 5 	 4 7 . 3 1 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 2 2 	 3 1 6 7 . 7 2 	 6 4 4 	 2 . 2 4 	 4 . 9 2 	 9 6 7 . 2 7 	 5 3 . 4 8 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 8 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 2 3 	 4 0 9 2 . 5 5 	 4 8 1 	 2 . 4 6 	 8 . 5 1 	 2 7 0 8 . 7 0 	 5 7 . 8 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 2 4 	 2 7 0 9 . 3 3 	 5 7 2 	 2 . 1 6 	 4 . 7 4 	 6 9 3 . 3 1 	 6 5 . 7 3 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 2 5 	 3 0 7 0 . 4 2 	 8 8 3 	 1 . 9 5 	 3 . 4 8 	 1 0 4 5 . 8 3 	 4 7 . 7 3 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 4   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 2 6 	 1 8 7 5 . 4 3 	 4 1 3 	 2 . 0 7 	 4 . 5 4 	 2 1 3 8 . 3 7 	 7 6 . 4 6 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 9   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 2 7 	 2 8 0 8 . 1 0 	 6 8 5 	 2 . 0 5 	 4 . 1 0 	 7 1 9 . 5 9 	 3 1 . 1 6 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 7   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 4 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 2 8 	 2 8 1 4 . 5 8 	 4 8 3 	 2 . 0 1 	 5 . 8 3 	 2 2 9 3 . 8 1 	 6 8 . 6 7 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 6 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 2 9 	 4 7 0 5 . 3 7 	 4 8 1 	 2 . 9 3 	 9 . 7 8 	 2 7 0 8 . 7 0 	 5 8 . 3 4 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 8 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 3 0 	 4 7 3 7 . 5 4 	 7 3 2 	 2 . 2 0 	 6 . 4 7 	 1 3 7 1 . 3 5 	 2 8 . 8 3 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 3 1 	 2 7 7 6 . 4 9 	 5 9 1 	 2 . 1 4 	 4 . 7 0 	 6 9 3 . 3 1 	 6 5 . 7 3 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 3 2 	 5 5 6 6 . 5 9 	 6 8 4 	 2 . 2 7 	 8 . 1 4 	 8 5 5 . 3 6 	 4 1 . 2 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 3 3 	 3 2 2 5 . 2 7 	 4 9 2 	 2 . 1 3 	 6 . 5 6 	 2 5 4 3 . 0 4 	 6 5 . 4 5 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 3 2   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 3 4 	 4 4 7 . 0 6 	 2 7 	 3 . 8 6 	 1 6 . 5 6 	 5 7 1 . 9 9 	 5 0 . 9 9 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 8 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 3 5 	 5 9 3 2 . 0 4 	 7 3 0 	 2 . 0 5 	 8 . 1 3 	 1 7 0 4 . 8 1 	 3 5 . 4 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 2   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 3 6 	 4 0 9 9 . 3 5 	 5 0 6 	 2 . 0 0 	 8 . 1 0 	 2 3 5 6 . 5 3 	 4 9 . 4 9 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 3 7 	 4 6 8 5 . 8 3 	 4 7 9 	 2 . 9 2 	 9 . 7 8 	 2 7 0 8 . 7 0 	 5 8 . 5 1 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 8 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 3 8 	 3 8 2 5 . 3 9 	 7 2 9 	 2 . 4 1 	 5 . 2 5 	 1 3 8 6 . 7 8 	 6 4 . 3 0 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 1   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 3 9 	 4 7 9 1 . 1 7 	 6 7 1 	 2 . 1 9 	 7 . 1 4 	 1 1 2 1 . 8 9 	 4 4 . 4 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 4 0 	 2 8 2 2 . 1 4 	 6 5 9 	 2 . 1 2 	 4 . 2 8 	 9 6 7 . 2 7 	 5 3 . 4 8 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 2   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 4 1 	 3 5 6 4 . 4 7 	 6 7 8 	 2 . 2 5 	 5 . 2 6 	 9 3 6 . 5 4 	 4 5 . 5 9 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 4 2 	 3 4 5 2 . 2 8 	 4 9 9 	 2 . 0 7 	 6 . 9 2 	 2 0 7 1 . 7 4 	 5 0 . 7 3 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 3   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 4 3 	 3 6 7 4 . 2 3 	 7 0 3 	 2 . 2 2 	 5 . 2 3 	 7 2 4 . 0 0 	 3 4 . 7 4 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 8   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 4 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 4 4 	 2 5 6 6 . 5 5 	 4 7 3 	 2 . 0 5 	 5 . 4 3 	 5 6 1 . 6 3 	 2 3 . 3 8 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 3   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 4 5 	 3 1 5 0 . 6 8 	 5 0 3 	 2 . 2 0 	 6 . 2 6 	 1 3 5 0 . 1 0 	 3 5 . 7 3 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 3 2   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 4 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 4 6 	 2 3 2 1 . 6 3 	 4 6 4 	 1 . 7 8 	 5 . 0 0 	 2 2 9 3 . 8 1 	 7 0 . 3 4 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 4 7 	 7 1 7 . 2 4 	 5 9 	 2 . 1 2 	 1 2 . 1 6 	 8 3 2 . 2 0 	 5 6 . 0 3 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 4 8 	 3 3 6 4 . 7 8 	 4 8 8 	 2 . 1 0 	 6 . 9 0 	 2 0 7 1 . 7 4 	 5 1 . 5 0 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 4 9 	 4 3 9 . 6 8 	 5 8 1 	 1 . 2 8 	 0 . 7 6 	 1 3 3 1 . 6 8 	 8 8 . 1 2 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 8   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 5 0 	 2 8 7 7 . 5 1 	 6 7 8 	 2 . 1 3 	 4 . 2 4 	 9 9 1 . 8 2 	 5 3 . 2 4 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 1   	 R i s k = 1 . 6   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 5 1 	 2 8 6 4 . 4 4 	 5 3 3 	 2 . 0 1 	 5 . 3 7 	 1 8 7 3 . 4 2 	 5 1 . 7 2 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 1   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 5 2 	 7 7 9 . 8 4 	 9 7 1 	 1 . 3 3 	 0 . 8 0 	 1 1 1 0 . 0 4 	 7 5 . 4 9 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 5 3 	 2 9 7 1 . 7 4 	 5 6 7 	 2 . 2 8 	 5 . 2 4 	 1 3 4 0 . 7 8 	 4 0 . 4 9 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 4   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 8 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 5 4 	 2 8 9 5 . 3 8 	 5 3 1 	 2 . 0 7 	 5 . 4 5 	 5 8 7 . 4 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 7   	 R i s k = 2 . 2   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 6 0   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 5 5 	 6 7 6 6 . 4 5 	 6 9 0 	 2 . 5 3 	 9 . 8 1 	 1 9 0 6 . 4 4 	 5 6 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 5 6 	 3 8 4 3 . 7 1 	 4 8 4 	 1 . 9 9 	 7 . 9 4 	 2 3 9 8 . 1 6 	 5 3 . 0 4 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 5 7 	 3 3 1 7 . 3 3 	 4 9 3 	 1 . 8 5 	 6 . 7 3 	 3 2 1 5 . 2 9 	 7 6 . 6 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 9   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 5 8 	 3 3 1 7 . 4 3 	 5 0 1 	 2 . 1 6 	 6 . 6 2 	 2 7 0 8 . 7 0 	 6 7 . 4 7 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 5 9 	 3 7 8 2 . 1 8 	 4 8 8 	 2 . 0 9 	 7 . 7 5 	 2 5 4 3 . 0 4 	 6 5 . 6 8 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 3 2   	 R i s k = 1 . 6   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 6 0 	 6 2 4 . 2 5 	 1 3 8 	 1 . 6 4 	 4 . 5 2 	 9 4 5 . 9 7 	 6 0 . 0 2 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 6 1 	 8 9 3 . 7 1 	 6 4 	 2 . 3 9 	 1 3 . 9 6 	 1 4 0 6 . 9 3 	 8 1 . 1 9 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 7   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 6   	 S e c o n d P r o f i t P e r s e n t = 6 8   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 6 2 	 5 0 3 8 . 4 3 	 6 7 0 	 2 . 2 5 	 7 . 5 2 	 1 1 2 1 . 8 9 	 4 4 . 4 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 6 3 	 6 5 . 4 0 	 2 8 	 1 . 3 6 	 2 . 3 4 	 8 0 2 . 1 6 	 7 7 . 5 1 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 6 4 	 2 9 9 5 . 9 4 	 5 7 0 	 2 . 0 8 	 5 . 2 6 	 1 5 2 6 . 7 7 	 4 0 . 8 4 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 8   	 P i p S t e p = 3 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 6 5 	 7 0 0 8 . 8 3 	 6 9 9 	 2 . 9 0 	 1 0 . 0 3 	 1 2 8 5 . 1 1 	 5 5 . 6 5 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 2   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 6 6 	 1 3 0 . 3 8 	 2 4 	 1 . 7 0 	 5 . 4 3 	 7 3 8 . 4 5 	 7 0 . 1 9 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 9   	 P i p S t e p = 3 0   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 6 7 	 1 8 3 . 6 5 	 2 4 	 1 . 7 3 	 7 . 6 5 	 9 6 4 . 5 9 	 8 6 . 3 2 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 8   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 6 8 	 3 3 8 1 . 1 7 	 5 0 1 	 2 . 1 3 	 6 . 7 5 	 2 0 7 1 . 7 4 	 5 1 . 7 0 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 6 9 	 3 3 5 5 . 5 0 	 6 0 5 	 2 . 3 0 	 5 . 5 5 	 6 9 3 . 3 1 	 6 5 . 7 3 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 6 4   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 7 0 	 3 6 5 9 . 6 1 	 7 4 0 	 1 . 8 6 	 4 . 9 5 	 1 2 1 9 . 8 5 	 6 3 . 0 9 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 7 1 	 3 1 9 7 . 1 5 	 6 5 1 	 1 . 9 1 	 4 . 9 1 	 1 2 6 5 . 2 4 	 3 3 . 5 9 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 8   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 3 0   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 7 2 	 4 6 1 0 . 4 2 	 7 0 2 	 2 . 1 7 	 6 . 5 7 	 1 2 1 9 . 8 5 	 5 2 . 5 5 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 5   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 7 3 	 2 0 9 . 9 6 	 2 5 	 2 . 2 1 	 8 . 4 0 	 8 8 0 . 8 5 	 8 4 . 1 6 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 7   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 4 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 7 4 	 1 3 4 . 6 4 	 2 1 	 1 . 8 9 	 6 . 4 1 	 9 9 2 . 9 8 	 9 2 . 1 3 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 0   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 7 5 	 3 4 2 2 . 0 0 	 5 4 7 	 2 . 3 2 	 6 . 2 6 	 1 1 6 4 . 9 4 	 3 2 . 6 7 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 4 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 7 6 	 3 6 6 0 . 2 1 	 6 9 3 	 2 . 1 6 	 5 . 2 8 	 9 2 7 . 7 1 	 5 1 . 4 3 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 7   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 7 7 	 4 0 2 2 . 1 1 	 7 5 5 	 2 . 3 1 	 5 . 3 3 	 7 6 1 . 6 8 	 7 0 . 9 0 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 7 8 	 2 5 7 1 . 8 6 	 4 5 6 	 1 . 9 9 	 5 . 6 4 	 1 3 0 4 . 9 2 	 3 3 . 1 8 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 3 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 8 2   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 7 9 	 3 1 1 2 . 1 1 	 6 2 5 	 1 . 8 8 	 4 . 9 8 	 8 2 9 . 6 0 	 4 1 . 2 9 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 8 0 	 4 8 3 8 . 5 8 	 7 2 3 	 2 . 2 3 	 6 . 6 9 	 1 3 7 1 . 3 5 	 2 8 . 4 3 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 8 1 	 2 7 8 7 . 8 5 	 6 8 5 	 2 . 0 3 	 4 . 0 7 	 7 1 9 . 5 9 	 3 1 . 1 6 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 7   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 8 2 	 3 8 3 3 . 4 4 	 5 0 6 	 2 . 0 9 	 7 . 5 8 	 2 3 8 4 . 2 8 	 5 3 . 8 9 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 3 . 3   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 8 3 	 2 8 4 5 . 6 0 	 6 5 2 	 1 . 8 6 	 4 . 3 6 	 1 3 5 1 . 0 0 	 3 9 . 8 8 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 8   	 R i s k = 1 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 1 2   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 8 4 	 3 8 9 7 . 3 3 	 6 4 5 	 2 . 2 1 	 6 . 0 4 	 2 3 7 8 . 6 5 	 5 2 . 8 4 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 9   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 8 4   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 8 5 	 2 9 7 3 . 8 0 	 4 8 3 	 1 . 8 9 	 6 . 1 6 	 1 8 7 3 . 4 2 	 5 4 . 8 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 1   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 8 6 	 4 5 3 0 . 6 6 	 7 5 0 	 2 . 4 9 	 6 . 0 4 	 7 6 1 . 6 8 	 7 0 . 9 0 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 8 7 	 2 5 4 3 . 2 2 	 4 3 6 	 2 . 2 6 	 5 . 8 3 	 8 3 8 . 6 5 	 3 7 . 5 0 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 0   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 8 2   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 8 8 	 3 1 7 9 . 8 1 	 5 1 8 	 2 . 0 2 	 6 . 1 4 	 6 1 4 . 0 6 	 3 5 . 8 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 9   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 8 9 	 2 5 5 4 . 7 7 	 4 7 4 	 2 . 0 7 	 5 . 3 9 	 1 5 8 5 . 8 9 	 4 6 . 9 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 0   	 R i s k = 2 . 2   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 9 0 	 1 1 7 . 0 6 	 1 7 	 1 . 7 5 	 6 . 8 9 	 9 3 5 . 4 4 	 8 7 . 7 3 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 7   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 9 1 	 1 0 7 3 . 9 5 	 1 6 8 	 1 . 8 6 	 6 . 3 9 	 1 3 4 7 . 9 2 	 6 8 . 5 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 9 2 	 3 1 9 4 . 1 4 	 7 2 6 	 1 . 8 0 	 4 . 4 0 	 1 1 0 4 . 7 5 	 4 1 . 4 4 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 9 3 	 2 9 6 8 . 8 3 	 5 6 2 	 2 . 0 7 	 5 . 2 8 	 1 5 2 6 . 7 7 	 4 0 . 9 8 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 8   	 P i p S t e p = 3 0   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 9 4 	 4 0 9 2 . 3 1 	 6 5 9 	 2 . 1 0 	 6 . 2 1 	 7 3 4 . 2 1 	 3 7 . 7 5 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 3 . 3   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 9 5 	 3 1 4 5 . 0 7 	 4 5 7 	 2 . 2 0 	 6 . 8 8 	 1 6 6 7 . 8 0 	 6 2 . 0 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 0   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 9 6 	 3 0 1 1 . 9 5 	 5 7 6 	 2 . 0 8 	 5 . 2 3 	 1 5 2 6 . 7 7 	 4 0 . 8 0 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 8   	 P i p S t e p = 3 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 9 7 	 1 0 4 0 . 0 4 	 7 1 2 	 1 . 3 9 	 1 . 4 6 	 1 2 5 4 . 5 9 	 6 2 . 7 2 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 9 8 	 1 3 4 . 7 6 	 2 5 	 1 . 9 4 	 5 . 3 9 	 9 0 7 . 3 9 	 8 2 . 4 8 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 0 9 9 	 2 7 8 9 . 4 2 	 5 5 6 	 2 . 1 9 	 5 . 0 2 	 6 0 5 . 3 5 	 3 3 . 2 5 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 8   	 P i p S t e p = 3 0   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 9 4   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 0 0 	 2 9 4 6 . 1 4 	 6 1 2 	 2 . 1 0 	 4 . 8 1 	 7 0 2 . 6 8 	 3 6 . 6 6 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 2 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 0 1 	 2 7 6 7 . 1 7 	 6 1 1 	 1 . 9 6 	 4 . 5 3 	 1 4 7 7 . 3 6 	 4 5 . 2 2 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 4   	 P i p S t e p = 3 0   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 0 2 	 4 3 5 1 . 4 9 	 5 4 5 	 2 . 0 2 	 7 . 9 8 	 2 2 0 3 . 5 3 	 6 7 . 9 9 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 8   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 0 3 	 3 3 2 7 . 8 9 	 4 9 4 	 2 . 1 1 	 6 . 7 4 	 2 0 7 1 . 7 4 	 5 1 . 5 1 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 0   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 3 6   	 S e c o n d P r o f i t P e r s e n t = 2 2   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 0 4 	 3 1 7 0 . 6 9 	 5 2 3 	 1 . 9 6 	 6 . 0 6 	 2 7 4 0 . 2 2 	 6 9 . 6 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 9   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 4   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 0 5 	 2 3 5 5 . 6 8 	 4 7 7 	 1 . 8 0 	 4 . 9 4 	 2 3 2 3 . 1 4 	 7 0 . 4 8 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 0 6 	 1 0 3 7 . 4 9 	 1 4 3 	 2 . 3 4 	 7 . 2 6 	 1 0 2 6 . 9 4 	 5 9 . 6 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 5   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 0 7 	 3 3 7 9 . 1 0 	 5 1 4 	 2 . 1 3 	 6 . 5 7 	 1 8 1 5 . 5 1 	 4 4 . 8 2 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 0 8 	 1 0 2 5 . 3 3 	 1 5 1 	 2 . 0 0 	 6 . 7 9 	 1 0 2 6 . 9 4 	 5 9 . 0 4 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 0 9 	 2 9 8 1 . 0 6 	 6 8 1 	 1 . 9 7 	 4 . 3 8 	 9 5 5 . 8 8 	 4 4 . 0 5 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 1   	 R i s k = 1 . 6   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 3 6   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 1 0 	 4 4 1 1 . 3 5 	 4 5 8 	 2 . 5 8 	 9 . 6 3 	 1 8 7 7 . 5 7 	 6 4 . 6 9 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 9   	 P i p S t e p = 3 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 2   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 1 1 	 5 9 5 . 9 3 	 1 8 2 	 1 . 7 5 	 3 . 2 7 	 1 1 0 9 . 0 6 	 7 3 . 1 2 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 1 2 	 5 2 8 . 5 3 	 4 5 	 2 . 0 4 	 1 1 . 7 5 	 9 6 6 . 9 9 	 7 5 . 8 3 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 2   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 1 3 	 3 2 1 7 . 2 5 	 6 3 4 	 2 . 0 0 	 5 . 0 7 	 7 1 4 . 5 8 	 3 7 . 0 0 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 5   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 1 4 	 3 3 0 9 . 8 7 	 4 9 1 	 2 . 2 6 	 6 . 7 4 	 1 7 1 7 . 9 2 	 4 2 . 6 1 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 3 1   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 1 5 	 3 0 0 7 . 5 5 	 5 7 8 	 2 . 0 8 	 5 . 2 0 	 1 5 2 6 . 7 7 	 4 0 . 8 5 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 8   	 P i p S t e p = 3 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 1 6 	 3 0 2 3 . 4 8 	 5 7 7 	 2 . 0 9 	 5 . 2 4 	 1 5 2 6 . 7 7 	 4 0 . 8 2 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 8   	 P i p S t e p = 3 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 1 7 	 2 8 7 5 . 8 9 	 5 0 3 	 2 . 0 3 	 5 . 7 2 	 7 5 7 . 3 3 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 7   	 R i s k = 2 . 2   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 1 8 	 6 6 7 8 . 0 8 	 6 8 1 	 2 . 5 3 	 9 . 8 1 	 1 9 0 6 . 4 4 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 1 9 	 9 1 3 . 7 7 	 7 5 4 	 1 . 4 6 	 1 . 2 1 	 3 1 2 . 0 2 	 1 7 . 0 1 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 7   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 2 4   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 2 0 	 3 3 9 0 . 0 7 	 6 4 3 	 1 . 9 8 	 5 . 2 7 	 8 2 9 . 6 0 	 4 2 . 1 2 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 5   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 2 1 	 3 3 4 3 . 2 0 	 6 1 6 	 1 . 9 9 	 5 . 4 3 	 1 0 3 5 . 5 3 	 2 8 . 9 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 9   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 2 2 	 4 8 6 7 . 8 7 	 7 2 1 	 1 . 7 6 	 6 . 7 5 	 1 8 8 6 . 9 6 	 4 8 . 2 4 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 2 3 	 5 0 7 8 . 3 2 	 6 7 5 	 2 . 2 5 	 7 . 5 2 	 1 1 2 1 . 8 9 	 4 4 . 4 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 2 4 	 3 6 5 5 . 1 7 	 6 9 4 	 2 . 1 5 	 5 . 2 7 	 9 2 7 . 7 1 	 5 1 . 4 3 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 7   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 2 5 	 3 3 2 6 . 2 6 	 5 0 3 	 2 . 1 9 	 6 . 6 1 	 2 7 0 8 . 7 0 	 6 7 . 3 2 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 2 6 	 4 1 7 3 . 9 6 	 5 5 9 	 2 . 3 2 	 7 . 4 7 	 9 4 1 . 5 6 	 3 0 . 2 0 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 2 7 	 8 8 5 . 8 1 	 3 8 7 	 2 . 0 0 	 2 . 2 9 	 1 5 6 2 . 7 0 	 9 0 . 4 1 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 2 8 	 3 7 8 8 . 9 2 	 7 3 2 	 1 . 9 1 	 5 . 1 8 	 1 3 7 1 . 3 5 	 3 3 . 7 3 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 2 9 	 4 6 9 2 . 0 1 	 4 8 0 	 2 . 9 4 	 9 . 7 8 	 2 7 0 8 . 7 0 	 5 8 . 5 1 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 8 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 3 0 	 4 9 2 2 . 4 4 	 8 8 8 	 2 . 1 3 	 5 . 5 4 	 1 4 4 2 . 1 2 	 3 8 . 5 6 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 3 1 	 4 9 7 3 . 9 8 	 7 0 9 	 1 . 7 4 	 7 . 0 2 	 1 8 8 6 . 9 6 	 4 8 . 0 8 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 3 2 	 1 0 8 0 . 4 6 	 1 5 1 	 2 . 1 7 	 7 . 1 6 	 1 0 2 6 . 9 4 	 5 9 . 0 4 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 3 3 	 3 2 1 1 . 8 9 	 5 5 5 	 2 . 2 8 	 5 . 7 9 	 1 6 3 0 . 3 5 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 3 4 	 5 3 4 7 . 4 9 	 6 9 5 	 2 . 1 6 	 7 . 6 9 	 1 2 1 9 . 8 5 	 4 9 . 6 0 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 5   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 4 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 3 5 	 4 1 4 5 . 7 4 	 6 3 7 	 2 . 2 1 	 6 . 5 1 	 8 7 1 . 7 4 	 3 8 . 1 9 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 3 6 	 3 7 7 8 . 6 4 	 7 1 2 	 1 . 9 2 	 5 . 3 1 	 1 3 7 1 . 3 5 	 3 3 . 9 5 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 3 7 	 3 2 9 3 . 0 5 	 5 2 8 	 2 . 1 8 	 6 . 2 4 	 1 8 1 5 . 5 1 	 4 5 . 9 2 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 3 8 	 3 0 3 . 8 1 	 1 8 	 3 . 6 0 	 1 6 . 8 8 	 9 8 0 . 7 9 	 8 0 . 1 1 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 1   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 8 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 3 9 	 4 7 5 2 . 2 1 	 6 2 7 	 2 . 2 7 	 7 . 5 8 	 8 4 0 . 1 3 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 4 0 	 6 7 6 5 . 9 2 	 6 9 7 	 2 . 5 4 	 9 . 7 1 	 1 9 0 6 . 4 4 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 4 1 	 3 3 3 0 . 3 9 	 5 2 1 	 1 . 9 7 	 6 . 3 9 	 2 7 4 0 . 2 2 	 6 7 . 2 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 9   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 4 2 	 4 6 9 2 . 0 1 	 4 8 0 	 2 . 9 4 	 9 . 7 8 	 2 7 0 8 . 7 0 	 5 8 . 5 1 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 8 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 4 3 	 4 6 7 7 . 2 2 	 6 7 5 	 2 . 6 4 	 6 . 9 3 	 1 1 1 6 . 8 3 	 6 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 8 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 4 4 	 3 0 7 6 . 4 4 	 8 8 3 	 1 . 9 5 	 3 . 4 8 	 1 0 4 5 . 8 3 	 4 7 . 7 3 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 4 5 	 2 0 4 . 4 3 	 2 0 	 1 . 6 5 	 1 0 . 2 2 	 9 3 2 . 4 6 	 8 2 . 3 4 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 2 8   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 4 6 	 3 1 2 2 . 4 5 	 5 6 3 	 2 . 2 4 	 5 . 5 5 	 7 6 3 . 0 7 	 3 8 . 4 1 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 8   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 4 7 	 4 5 8 2 . 7 3 	 6 2 9 	 2 . 1 7 	 7 . 2 9 	 8 4 0 . 1 3 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 4 8 	 8 9 2 4 . 0 7 	 6 6 0 	 2 . 7 6 	 1 3 . 5 2 	 1 6 0 2 . 9 7 	 3 6 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 4 9 	 1 5 3 5 . 1 4 	 1 9 1 	 2 . 6 1 	 8 . 0 4 	 2 1 1 0 . 4 3 	 8 9 . 2 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 0   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 8 0   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 5 0 	 3 9 0 5 . 5 6 	 7 2 5 	 2 . 1 4 	 5 . 3 9 	 1 0 3 1 . 0 4 	 3 2 . 9 9 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 5 1 	 5 4 2 7 . 6 0 	 4 6 6 	 2 . 9 7 	 1 1 . 6 5 	 1 6 6 7 . 8 0 	 4 7 . 6 7 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 0   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 5 2 	 4 3 9 8 . 2 7 	 6 6 7 	 2 . 0 3 	 6 . 5 9 	 1 4 8 3 . 5 4 	 3 9 . 7 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 5 3 	 8 6 0 . 6 7 	 1 5 1 	 1 . 8 0 	 5 . 7 0 	 1 0 2 6 . 9 4 	 5 8 . 8 3 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 5 4 	 1 8 4 . 4 6 	 2 0 	 1 . 8 7 	 9 . 2 2 	 6 5 3 . 3 1 	 6 0 . 1 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 5 5 	 3 6 1 1 . 6 4 	 4 2 8 	 2 . 4 3 	 8 . 4 4 	 3 2 7 7 . 5 3 	 8 1 . 4 9 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 5 6 	 2 3 6 8 . 7 9 	 5 3 2 	 1 . 9 5 	 4 . 4 5 	 6 0 5 . 3 5 	 3 4 . 9 8 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 5 7 	 2 4 5 . 7 1 	 1 6 	 2 . 5 8 	 1 5 . 3 6 	 9 4 3 . 5 1 	 8 8 . 4 9 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 5   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 2   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 5 8 	 1 1 5 . 5 2 	 1 8 	 1 . 5 6 	 6 . 4 2 	 5 4 5 . 5 1 	 5 1 . 9 9 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 2   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 5 9 	 4 9 1 4 . 8 7 	 8 9 2 	 2 . 1 4 	 5 . 5 1 	 1 4 4 2 . 1 2 	 3 8 . 5 6 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 6 0 	 3 1 6 6 . 3 0 	 6 7 3 	 1 . 9 4 	 4 . 7 0 	 1 1 2 1 . 9 6 	 3 9 . 8 8 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 8   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 6 1 	 4 3 3 5 . 3 2 	 7 7 0 	 1 . 8 0 	 5 . 6 3 	 1 6 4 1 . 0 4 	 4 1 . 9 5 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 3 0   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 6 2 	 4 1 2 6 . 5 6 	 5 7 8 	 2 . 0 4 	 7 . 1 4 	 9 5 7 . 3 6 	 6 2 . 6 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 6   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 2 4   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 6 3 	 3 3 9 3 . 4 5 	 5 0 3 	 2 . 3 5 	 6 . 7 5 	 1 6 7 4 . 2 8 	 4 4 . 2 4 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 2   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 6 4 	 3 3 8 9 . 1 7 	 6 6 9 	 1 . 9 6 	 5 . 0 7 	 2 3 0 3 . 2 5 	 6 1 . 3 9 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 6 5 	 3 8 1 0 . 9 3 	 7 4 0 	 1 . 9 3 	 5 . 1 5 	 1 0 9 4 . 9 3 	 3 4 . 5 4 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 6 6 	 3 8 4 1 . 5 7 	 5 6 3 	 2 . 4 3 	 6 . 8 2 	 1 3 2 9 . 0 4 	 3 2 . 6 6 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 8 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 6 7 	 3 2 6 7 . 7 7 	 8 5 3 	 2 . 0 4 	 3 . 8 3 	 1 0 4 5 . 8 3 	 4 7 . 7 3 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 6 8 	 3 8 0 2 . 9 7 	 7 3 1 	 1 . 9 2 	 5 . 2 0 	 1 3 7 1 . 3 5 	 3 3 . 7 2 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 6 9 	 3 6 1 1 . 1 5 	 5 6 3 	 2 . 2 0 	 6 . 4 1 	 1 2 7 7 . 3 9 	 3 2 . 4 7 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 8   	 P i p S t e p = 3 0   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 7 0 	 3 4 2 8 . 1 7 	 4 6 6 	 2 . 1 0 	 7 . 3 6 	 1 7 8 1 . 6 3 	 4 7 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 0   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 7 1 	 1 0 4 . 8 1 	 1 8 	 1 . 5 0 	 5 . 8 2 	 5 7 5 . 1 0 	 5 5 . 0 1 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 1   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 7 2 	 3 9 2 5 . 5 3 	 5 7 7 	 2 . 2 0 	 6 . 8 0 	 9 5 5 . 2 1 	 6 2 . 6 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 6   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 7 3 	 5 4 9 6 . 1 8 	 6 9 6 	 2 . 3 0 	 7 . 9 0 	 8 5 5 . 3 6 	 4 1 . 2 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 7 4 	 4 6 0 6 . 3 6 	 4 7 4 	 2 . 9 2 	 9 . 7 2 	 2 7 0 8 . 7 0 	 5 8 . 9 9 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 8 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 7 5 	 3 7 4 5 . 7 1 	 5 6 0 	 2 . 3 1 	 6 . 6 9 	 9 6 5 . 2 5 	 3 2 . 4 7 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 8   	 P i p S t e p = 3 0   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 4 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 7 6 	 4 6 6 1 . 2 1 	 7 0 6 	 1 . 8 0 	 6 . 6 0 	 4 4 3 2 . 1 0 	 8 3 . 0 6 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 2 4   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 7 7 	 5 1 4 7 . 0 4 	 6 9 0 	 2 . 1 2 	 7 . 4 6 	 1 1 2 1 . 8 9 	 4 2 . 1 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 7 8 	 3 5 9 7 . 1 7 	 5 9 6 	 2 . 2 8 	 6 . 0 4 	 1 8 4 4 . 0 9 	 4 5 . 3 3 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 1   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 6 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 7 9 	 4 2 7 4 . 1 9 	 6 5 0 	 2 . 2 4 	 6 . 5 8 	 8 7 1 . 7 4 	 4 5 . 5 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 8 0 	 3 6 4 5 . 1 8 	 4 9 4 	 2 . 3 2 	 7 . 3 8 	 2 5 4 3 . 0 4 	 6 4 . 6 9 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 3 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 8 1 	 4 7 9 5 . 1 4 	 6 1 2 	 2 . 2 9 	 7 . 8 4 	 8 4 0 . 1 3 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 8 2 	 4 6 4 1 . 6 0 	 7 3 9 	 2 . 2 2 	 6 . 2 8 	 1 2 7 9 . 6 7 	 5 6 . 8 3 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 1   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 3 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 8 3 	 4 2 7 0 . 4 9 	 4 6 7 	 2 . 4 4 	 9 . 1 4 	 1 1 5 2 . 7 5 	 3 4 . 4 5 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 8 4 	 3 3 7 9 . 7 2 	 6 3 1 	 2 . 1 3 	 5 . 3 6 	 1 1 9 7 . 5 8 	 3 0 . 6 1 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 9   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 8 5 	 3 1 1 8 . 4 5 	 4 8 5 	 2 . 3 5 	 6 . 4 3 	 1 2 3 6 . 6 7 	 3 0 . 6 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 3 1   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 6 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 8 6 	 3 0 6 1 . 0 2 	 6 7 6 	 1 . 9 0 	 4 . 5 3 	 9 8 1 . 4 5 	 2 8 . 4 6 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 7   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 8 7 	 3 3 2 7 . 7 4 	 5 9 2 	 2 . 0 4 	 5 . 6 2 	 2 5 1 3 . 7 7 	 6 3 . 5 7 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 8   	 P i p S t e p = 3 0   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 8 8 	 3 2 1 5 . 7 4 	 5 0 9 	 2 . 0 1 	 6 . 3 2 	 6 5 8 . 5 2 	 3 4 . 6 4 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 9   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 8 9 	 1 8 6 . 5 6 	 2 1 	 2 . 1 0 	 8 . 8 8 	 9 4 9 . 2 1 	 8 7 . 1 1 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 1   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 9 0 	 3 5 5 3 . 6 1 	 5 4 5 	 2 . 1 7 	 6 . 5 2 	 8 9 4 . 7 8 	 3 2 . 6 6 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 3 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 9 1 	 3 3 3 0 . 4 5 	 5 1 5 	 1 . 8 7 	 6 . 4 7 	 2 0 7 1 . 7 4 	 5 1 . 3 8 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 9 2 	 1 5 2 8 . 2 1 	 1 6 9 	 2 . 4 4 	 9 . 0 4 	 1 6 8 6 . 6 8 	 7 2 . 5 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 2   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 9 3 	 3 0 9 3 . 9 6 	 8 9 4 	 1 . 9 5 	 3 . 4 6 	 1 0 4 5 . 8 3 	 4 7 . 7 3 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 9 4 	 3 2 8 6 . 0 2 	 6 8 5 	 1 . 9 2 	 4 . 8 0 	 1 1 0 4 . 7 5 	 3 7 . 2 5 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 8 0   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 9 5 	 4 8 3 8 . 8 2 	 7 2 1 	 2 . 2 3 	 6 . 7 1 	 1 3 7 1 . 3 5 	 2 8 . 4 2 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 9 6 	 3 3 1 6 . 7 7 	 4 9 3 	 1 . 8 5 	 6 . 7 3 	 3 2 1 5 . 2 9 	 7 6 . 6 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 9   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 9 7 	 4 0 7 8 . 5 1 	 4 7 6 	 2 . 3 1 	 8 . 5 7 	 2 5 1 3 . 7 7 	 5 4 . 2 0 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 0   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 9 8 	 3 9 3 9 . 5 6 	 7 2 8 	 2 . 1 6 	 5 . 4 1 	 1 0 3 1 . 0 4 	 3 2 . 9 9 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 1 9 9 	 8 6 0 . 6 7 	 1 5 1 	 1 . 8 0 	 5 . 7 0 	 1 0 2 6 . 9 4 	 5 8 . 8 3 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 0 0 	 3 4 2 5 . 4 3 	 8 7 2 	 1 . 9 3 	 3 . 9 3 	 1 6 7 0 . 1 0 	 5 3 . 7 0 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 0 1 	 4 9 3 6 . 3 0 	 9 0 1 	 2 . 1 4 	 5 . 4 8 	 1 4 4 2 . 1 2 	 3 8 . 5 6 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 0 2 	 1 0 2 8 . 4 9 	 8 6 8 	 1 . 4 2 	 1 . 1 8 	 7 7 9 . 9 2 	 6 4 . 3 0 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 0 3 	 2 9 7 1 . 3 8 	 5 0 6 	 2 . 0 7 	 5 . 8 7 	 2 0 8 8 . 1 8 	 5 5 . 9 4 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 2   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 1 2   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 0 4 	 1 6 8 1 . 7 7 	 1 8 2 	 3 . 1 9 	 9 . 2 4 	 1 5 2 7 . 0 6 	 6 6 . 7 9 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 0 5 	 3 5 4 4 . 2 2 	 4 8 6 	 2 . 1 7 	 7 . 2 9 	 2 3 2 3 . 1 4 	 6 0 . 0 9 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 0 6 	 4 9 6 2 . 4 1 	 7 0 5 	 1 . 7 4 	 7 . 0 4 	 1 8 8 6 . 9 6 	 4 8 . 0 8 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 0 7 	 4 5 2 9 . 2 5 	 4 9 0 	 2 . 4 5 	 9 . 2 4 	 2 5 1 3 . 7 7 	 5 4 . 8 4 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 9   	 P i p S t e p = 3 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 0 8 	 4 9 0 . 7 2 	 5 7 9 	 1 . 3 4 	 0 . 8 5 	 7 6 2 . 8 0 	 4 9 . 5 1 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 0 9 	 4 6 4 . 3 2 	 2 7 5 	 1 . 6 3 	 1 . 6 9 	 3 9 8 . 1 5 	 2 7 . 4 9 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 1 0 	 1 8 8 . 9 4 	 1 7 	 1 . 7 7 	 1 1 . 1 1 	 9 3 5 . 4 4 	 8 5 . 6 7 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 1 1 	 6 2 6 . 3 0 	 4 7 5 	 1 . 5 2 	 1 . 3 2 	 1 5 4 0 . 6 9 	 9 5 . 2 5 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 1 2 	 4 6 6 1 . 4 4 	 4 7 9 	 2 . 8 2 	 9 . 7 3 	 1 1 3 7 . 8 9 	 3 4 . 3 2 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 1 3 	 3 3 3 8 . 9 7 	 5 3 4 	 2 . 0 9 	 6 . 2 5 	 2 9 1 2 . 0 2 	 7 1 . 9 0 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 3 . 3   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 1 4 	 5 3 4 2 . 0 7 	 6 7 3 	 2 . 3 0 	 7 . 9 4 	 1 0 8 0 . 4 1 	 4 6 . 6 8 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 1 5 	 3 4 0 3 . 6 5 	 5 9 1 	 2 . 2 0 	 5 . 7 6 	 1 8 4 4 . 0 9 	 4 5 . 2 4 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 1   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 1 6 	 3 1 8 8 . 1 0 	 5 8 4 	 2 . 2 9 	 5 . 4 6 	 6 9 3 . 3 1 	 6 5 . 7 3 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 1 7 	 3 5 7 5 . 9 8 	 4 9 7 	 2 . 0 3 	 7 . 2 0 	 2 3 5 6 . 5 3 	 5 5 . 4 8 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 1 8 	 4 1 7 1 . 2 7 	 7 1 9 	 2 . 2 6 	 5 . 8 0 	 1 0 3 1 . 0 4 	 3 2 . 9 9 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 6 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 1 9 	 1 2 4 4 . 0 4 	 1 7 1 	 2 . 2 1 	 7 . 2 8 	 1 4 7 4 . 8 7 	 7 0 . 3 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 8   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 2 0 	 4 9 3 3 . 5 9 	 6 7 1 	 2 . 1 2 	 7 . 3 5 	 8 3 6 . 0 4 	 3 7 . 7 5 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 2 1 	 3 3 3 7 . 2 9 	 5 2 5 	 2 . 0 9 	 6 . 3 6 	 8 5 5 . 5 3 	 3 4 . 9 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 9   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 2 2 	 5 7 7 0 . 1 6 	 8 7 2 	 2 . 4 7 	 6 . 6 2 	 2 5 4 8 . 0 0 	 6 7 . 0 6 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 7   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 2   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 2 3 	 4 8 8 7 . 4 7 	 7 3 8 	 1 . 9 5 	 6 . 6 2 	 1 0 8 0 . 4 1 	 3 8 . 8 1 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 5   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 2 4 	 4 1 4 9 . 7 1 	 6 6 8 	 1 . 9 8 	 6 . 2 1 	 1 4 8 3 . 5 4 	 4 1 . 4 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 2 5 	 3 9 0 6 . 4 4 	 5 0 2 	 2 . 2 4 	 7 . 7 8 	 2 0 7 1 . 7 4 	 4 6 . 0 5 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 9   	 P i p S t e p = 3 0   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 2 6 	 3 7 3 0 . 0 6 	 4 7 3 	 2 . 4 0 	 7 . 8 9 	 1 8 7 7 . 5 7 	 4 7 . 4 3 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 2   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 2 7 	 6 6 6 3 . 1 0 	 7 0 8 	 2 . 4 8 	 9 . 4 1 	 1 1 9 3 . 2 6 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 2 8 	 2 7 5 3 . 4 4 	 4 5 6 	 2 . 0 2 	 6 . 0 4 	 2 2 9 3 . 8 1 	 7 0 . 9 9 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 2 9 	 3 9 9 3 . 0 9 	 6 8 9 	 2 . 0 8 	 5 . 8 0 	 1 0 9 4 . 9 3 	 4 8 . 0 1 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 3 0 	 4 7 5 2 . 2 1 	 6 2 7 	 2 . 2 7 	 7 . 5 8 	 8 4 0 . 1 3 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 3 1 	 3 9 3 0 . 5 5 	 7 2 6 	 2 . 1 6 	 5 . 4 1 	 1 0 3 1 . 0 4 	 3 2 . 9 9 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 3 2 	 3 8 4 3 . 1 4 	 4 6 1 	 2 . 6 2 	 8 . 3 4 	 1 6 6 7 . 8 0 	 6 3 . 5 6 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 0   	 R i s k = 1 . 5   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 3 3 	 5 7 5 6 . 7 2 	 6 4 0 	 2 . 4 1 	 8 . 9 9 	 8 2 9 . 6 0 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 3 4 	 3 5 7 2 . 8 0 	 4 9 4 	 2 . 0 3 	 7 . 2 3 	 2 3 8 4 . 2 8 	 5 6 . 1 1 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 3 5 	 4 5 1 4 . 1 3 	 5 6 7 	 2 . 5 8 	 7 . 9 6 	 2 0 2 5 . 1 0 	 3 9 . 2 7 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 3 6 	 2 7 6 2 . 8 5 	 5 8 4 	 2 . 1 3 	 4 . 7 3 	 6 9 3 . 3 1 	 6 5 . 7 3 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 4 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 3 7 	 2 8 6 7 . 0 4 	 4 9 1 	 1 . 9 0 	 5 . 8 4 	 1 7 8 1 . 6 3 	 4 9 . 6 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 3 8 	 6 0 7 7 . 5 9 	 7 4 4 	 2 . 3 9 	 8 . 1 7 	 1 7 9 3 . 1 0 	 6 2 . 2 2 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 3 9 	 1 5 6 . 8 8 	 2 2 	 1 . 5 9 	 7 . 1 3 	 7 7 3 . 4 0 	 7 2 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 4 0 	 4 0 9 9 . 1 1 	 5 0 6 	 2 . 0 0 	 8 . 1 0 	 2 3 5 6 . 5 3 	 4 9 . 4 9 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 4 1 	 4 5 0 0 . 4 9 	 6 3 0 	 2 . 2 0 	 7 . 1 4 	 8 4 0 . 1 3 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 4 2 	 1 3 8 . 0 5 	 1 8 	 1 . 5 6 	 7 . 6 7 	 8 3 5 . 4 2 	 7 9 . 3 9 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 4 3 	 1 6 0 7 . 4 4 	 2 1 4 	 2 . 0 7 	 7 . 5 1 	 1 5 6 5 . 8 6 	 6 3 . 2 7 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 4 4 	 4 2 4 6 . 2 7 	 6 5 3 	 2 . 2 8 	 6 . 5 0 	 8 7 1 . 7 4 	 4 5 . 5 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 4 5 	 3 0 7 5 . 2 3 	 5 3 7 	 2 . 2 7 	 5 . 7 3 	 1 5 3 6 . 5 1 	 4 0 . 2 4 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 8   	 P i p S t e p = 3 0   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 4 6 	 3 9 0 3 . 8 3 	 7 1 8 	 2 . 1 7 	 5 . 4 4 	 1 0 6 5 . 4 7 	 3 3 . 9 1 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 8 4   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 4 7 	 4 1 3 8 . 7 9 	 7 1 0 	 2 . 2 7 	 5 . 8 3 	 1 0 6 5 . 4 7 	 3 2 . 9 9 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 4 8 	 3 6 8 9 . 6 8 	 5 5 1 	 2 . 2 7 	 6 . 7 0 	 9 6 5 . 2 5 	 3 2 . 6 6 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 4 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 4 9 	 3 2 8 3 . 4 0 	 5 5 6 	 1 . 8 0 	 5 . 9 1 	 1 9 3 2 . 4 9 	 5 3 . 2 4 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 0   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 5 0 	 4 1 8 1 . 4 3 	 7 2 8 	 2 . 2 5 	 5 . 7 4 	 1 0 3 1 . 0 4 	 3 2 . 9 9 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 6 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 5 1 	 3 7 1 3 . 2 2 	 6 1 6 	 1 . 9 1 	 6 . 0 3 	 1 4 1 2 . 3 7 	 3 2 . 0 8 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 1   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 5 2 	 4 9 3 0 . 2 7 	 6 5 2 	 2 . 0 0 	 7 . 5 6 	 1 0 1 3 . 5 7 	 4 0 . 4 7 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 6   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 5 3 	 3 1 5 0 . 1 0 	 4 8 7 	 2 . 0 5 	 6 . 4 7 	 1 7 8 1 . 6 3 	 4 7 . 1 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 5 4 	 4 2 0 2 . 8 6 	 4 8 0 	 2 . 6 8 	 8 . 7 6 	 2 7 0 8 . 7 0 	 5 8 . 5 1 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 4 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 5 5 	 4 5 6 5 . 8 5 	 6 0 6 	 2 . 5 8 	 7 . 5 3 	 1 3 4 7 . 7 3 	 3 6 . 7 1 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 8   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 5 6 	 2 7 6 4 . 1 9 	 6 7 4 	 2 . 0 3 	 4 . 1 0 	 7 1 9 . 5 9 	 3 1 . 1 6 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 7   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 5 7 	 3 9 3 9 . 5 6 	 7 2 8 	 2 . 1 6 	 5 . 4 1 	 1 0 3 1 . 0 4 	 3 2 . 9 9 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 5 8 	 4 9 1 4 . 7 4 	 5 0 5 	 2 . 5 4 	 9 . 7 3 	 2 8 9 4 . 4 1 	 5 9 . 3 7 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 0   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 5 9 	 3 3 4 3 . 4 0 	 6 1 5 	 2 . 0 0 	 5 . 4 4 	 1 0 3 5 . 5 3 	 2 8 . 9 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 9   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 6 0 	 2 9 4 9 . 8 2 	 4 7 6 	 1 . 9 6 	 6 . 2 0 	 2 7 0 8 . 7 0 	 7 1 . 4 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 6 1 	 3 9 1 3 . 6 9 	 7 0 8 	 1 . 9 5 	 5 . 5 3 	 1 9 8 7 . 5 4 	 4 7 . 9 4 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 9   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 6 2 	 3 4 8 . 0 9 	 1 7 7 	 1 . 4 8 	 1 . 9 7 	 7 3 9 . 0 1 	 5 6 . 5 1 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 4   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 6 3 	 1 4 5 6 . 9 5 	 4 1 7 	 1 . 6 4 	 3 . 4 9 	 8 1 7 . 1 5 	 5 5 . 3 1 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 1   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 6 4 	 2 4 5 7 . 7 5 	 4 8 9 	 2 . 0 1 	 5 . 0 3 	 4 9 4 . 7 0 	 2 7 . 2 5 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 6 5 	 3 4 3 1 . 4 8 	 5 9 4 	 2 . 2 2 	 5 . 7 8 	 1 8 4 4 . 0 9 	 4 5 . 1 5 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 1   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 8 4   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 6 6 	 6 0 7 9 . 1 2 	 8 7 2 	 2 . 2 0 	 6 . 9 7 	 1 1 7 7 . 5 4 	 3 9 . 4 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 6 7 	 4 1 9 8 . 9 1 	 4 9 6 	 2 . 2 9 	 8 . 4 7 	 2 8 9 4 . 4 1 	 6 0 . 3 4 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 0   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 6 8 	 4 4 1 2 . 3 6 	 9 0 0 	 2 . 0 4 	 4 . 9 0 	 2 0 3 5 . 2 6 	 5 3 . 2 0 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 6 9 	 2 0 4 7 . 8 4 	 2 9 6 	 2 . 1 8 	 6 . 9 2 	 2 6 9 7 . 1 2 	 9 0 . 4 8 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 9   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 7 0 	 3 3 0 3 . 1 5 	 4 9 3 	 2 . 2 1 	 6 . 7 0 	 2 7 0 8 . 7 0 	 6 7 . 5 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 7 1 	 4 2 9 0 . 2 2 	 6 4 7 	 1 . 9 5 	 6 . 6 3 	 1 4 8 3 . 5 4 	 4 0 . 4 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 7 2 	 4 7 3 3 . 8 9 	 6 2 3 	 2 . 2 6 	 7 . 6 0 	 8 4 0 . 1 3 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 7 3 	 8 0 9 . 1 1 	 5 9 3 	 1 . 3 9 	 1 . 3 6 	 1 5 9 4 . 9 0 	 9 0 . 4 6 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 1 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 7 4 	 5 9 5 2 . 4 1 	 7 3 2 	 2 . 0 5 	 8 . 1 3 	 1 7 0 4 . 8 1 	 3 5 . 3 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 2   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 7 5 	 6 6 5 9 . 4 0 	 7 2 4 	 2 . 4 8 	 9 . 2 0 	 1 1 9 3 . 2 6 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 7 6 	 4 9 3 6 . 5 7 	 5 3 8 	 2 . 3 0 	 9 . 1 8 	 2 2 5 7 . 7 8 	 6 6 . 4 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 9   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 7 7 	 3 4 8 6 . 6 5 	 5 6 6 	 2 . 2 5 	 6 . 1 6 	 1 3 2 9 . 0 4 	 3 2 . 6 6 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 7 8 	 4 5 6 6 . 9 5 	 4 9 7 	 2 . 6 0 	 9 . 1 9 	 2 8 9 4 . 4 1 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 7 9 	 6 0 6 9 . 9 2 	 4 8 8 	 2 . 6 4 	 1 2 . 4 4 	 1 9 7 6 . 2 0 	 4 5 . 6 2 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 9   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 8 0 	 5 0 1 0 . 9 3 	 6 6 1 	 2 . 0 9 	 7 . 5 8 	 1 4 8 3 . 5 4 	 3 9 . 2 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 8 1 	 5 7 7 2 . 2 9 	 6 7 5 	 1 . 9 4 	 8 . 5 5 	 1 8 8 6 . 9 6 	 3 7 . 4 6 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 8 2 	 4 4 3 5 . 1 3 	 5 5 8 	 2 . 6 4 	 7 . 9 5 	 2 0 2 5 . 1 0 	 4 3 . 3 0 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 8   	 P i p S t e p = 3 0   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 8 3 	 5 1 9 0 . 7 7 	 6 7 3 	 2 . 0 2 	 7 . 7 1 	 1 6 3 5 . 1 4 	 4 0 . 6 4 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 3 . 3   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 8 4 	 1 3 0 . 4 8 	 2 3 	 1 . 5 3 	 5 . 6 7 	 9 6 2 . 7 1 	 9 2 . 7 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 6   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 8 5 	 3 4 8 7 . 9 2 	 4 4 7 	 2 . 2 5 	 7 . 8 0 	 2 5 8 6 . 7 0 	 5 5 . 8 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 8 6 	 3 9 8 4 . 9 0 	 7 5 4 	 2 . 3 2 	 5 . 2 9 	 7 6 1 . 6 8 	 7 0 . 9 0 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 8 7 	 3 3 9 7 . 2 4 	 5 8 2 	 2 . 2 1 	 5 . 8 4 	 1 8 4 4 . 0 9 	 4 5 . 1 6 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 1   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 8 4   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 8 8 	 4 0 4 5 . 5 0 	 6 7 3 	 2 . 1 0 	 6 . 0 1 	 1 1 0 4 . 7 5 	 4 6 . 9 6 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 8 9 	 2 4 4 . 5 9 	 1 8 	 3 . 2 7 	 1 3 . 5 9 	 6 2 8 . 6 3 	 5 9 . 6 8 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 6   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 2   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 9 0 	 3 2 3 6 . 2 5 	 4 5 7 	 2 . 1 4 	 7 . 0 8 	 3 2 1 4 . 7 9 	 7 6 . 8 0 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 9   	 P i p S t e p = 3 0   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 9 1 	 6 0 0 . 7 4 	 6 9 0 	 1 . 3 4 	 0 . 8 7 	 1 4 7 4 . 7 7 	 9 4 . 4 0 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 9 2 	 3 6 8 9 . 9 0 	 4 9 9 	 2 . 3 9 	 7 . 3 9 	 2 7 0 8 . 7 0 	 6 7 . 5 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 6 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 9 3 	 3 8 1 9 . 5 2 	 4 8 0 	 2 . 4 7 	 7 . 9 6 	 2 6 6 8 . 9 7 	 6 0 . 4 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 3 0   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 9 4 	 3 2 7 1 . 5 3 	 5 0 8 	 1 . 9 6 	 6 . 4 4 	 2 7 4 0 . 2 2 	 6 7 . 5 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 9   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 9 5 	 4 9 4 5 . 9 5 	 7 9 6 	 2 . 0 7 	 6 . 2 1 	 1 8 8 7 . 9 9 	 5 1 . 9 2 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 5   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 9 6 	 3 2 3 3 . 8 9 	 4 9 3 	 2 . 0 7 	 6 . 5 6 	 2 0 7 1 . 7 4 	 5 1 . 7 2 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 1 2   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 9 7 	 3 7 7 4 . 4 5 	 7 1 3 	 1 . 9 2 	 5 . 2 9 	 1 3 7 1 . 3 5 	 3 3 . 7 8 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 9 8 	 4 0 2 1 . 3 9 	 5 6 1 	 2 . 5 2 	 7 . 1 7 	 1 3 2 9 . 0 4 	 3 2 . 6 6 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 8 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 2 9 9 	 4 5 3 9 . 4 9 	 9 2 3 	 2 . 0 6 	 4 . 9 2 	 1 8 1 0 . 4 1 	 4 6 . 4 1 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 0 0 	 3 6 7 8 . 7 9 	 5 5 4 	 2 . 2 6 	 6 . 6 4 	 1 2 6 3 . 4 2 	 3 2 . 4 7 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 8   	 P i p S t e p = 3 0   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 6 4   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 0 1 	 4 8 6 4 . 3 8 	 6 6 7 	 2 . 0 6 	 7 . 2 9 	 1 1 2 1 . 8 9 	 4 2 . 1 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 0 2 	 4 5 1 5 . 5 9 	 6 2 9 	 2 . 2 0 	 7 . 1 8 	 8 4 0 . 1 3 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 0 3 	 5 3 2 5 . 9 3 	 5 7 0 	 2 . 4 1 	 9 . 3 4 	 1 8 5 1 . 3 7 	 4 5 . 4 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 7   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 0 4 	 4 3 0 0 . 3 0 	 6 4 6 	 2 . 2 5 	 6 . 6 6 	 8 7 1 . 7 4 	 4 5 . 5 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 0 5 	 4 5 0 0 . 4 9 	 6 3 0 	 2 . 2 0 	 7 . 1 4 	 8 4 0 . 1 3 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 0 6 	 6 8 6 . 4 5 	 5 8 3 	 1 . 3 5 	 1 . 1 8 	 5 3 8 . 3 1 	 4 1 . 0 2 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 2   	 R i s k = 3   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 0 7 	 3 9 0 9 . 7 2 	 9 0 8 	 1 . 9 1 	 4 . 3 1 	 2 0 3 5 . 5 8 	 5 3 . 1 9 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 0 8 	 4 0 8 6 . 1 7 	 4 8 1 	 2 . 4 5 	 8 . 5 0 	 2 7 0 8 . 7 0 	 5 7 . 8 1 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 0 9 	 3 2 3 8 . 1 0 	 5 8 8 	 2 . 2 2 	 5 . 5 1 	 7 0 1 . 8 1 	 3 5 . 9 6 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 7   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 1 0 	 5 5 1 3 . 0 4 	 7 5 8 	 2 . 3 0 	 7 . 2 7 	 1 2 2 5 . 8 3 	 5 2 . 9 0 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 6 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 1 1 	 4 8 9 9 . 5 4 	 8 8 9 	 2 . 1 3 	 5 . 5 1 	 1 4 4 2 . 1 2 	 3 8 . 5 6 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 1 2 	 3 8 7 5 . 5 6 	 5 2 6 	 2 . 4 1 	 7 . 3 7 	 7 2 0 . 3 8 	 6 5 . 2 0 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 7   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 1 3 	 3 2 1 9 . 2 8 	 7 2 5 	 1 . 7 9 	 4 . 4 4 	 1 1 0 4 . 7 5 	 4 1 . 4 3 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 3   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 1 4 	 4 4 0 1 . 2 0 	 6 1 8 	 2 . 2 3 	 7 . 1 2 	 1 3 4 7 . 7 3 	 3 6 . 7 1 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 8   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 2 4   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 1 5 	 4 6 5 4 . 6 8 	 7 0 2 	 1 . 8 0 	 6 . 6 3 	 4 4 3 2 . 1 0 	 8 3 . 1 6 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 2 4   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 1 6 	 4 9 7 . 5 2 	 6 1 2 	 1 . 3 2 	 0 . 8 1 	 7 6 2 . 6 2 	 5 1 . 9 5 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 1   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 1 7 	 3 9 5 1 . 7 3 	 6 5 2 	 2 . 2 2 	 6 . 0 6 	 2 3 7 8 . 6 5 	 5 2 . 3 7 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 9   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 8 4   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 1 8 	 4 2 9 0 . 8 8 	 6 5 1 	 2 . 2 4 	 6 . 5 9 	 8 7 1 . 7 4 	 4 5 . 5 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 1 9 	 4 4 2 7 . 4 8 	 6 4 2 	 2 . 3 3 	 6 . 9 0 	 8 4 0 . 1 3 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 8 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 2 0 	 4 5 8 8 . 1 8 	 6 7 2 	 2 . 6 1 	 6 . 8 3 	 1 1 1 6 . 8 3 	 6 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 0   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 2 1 	 4 0 6 3 . 0 7 	 5 2 7 	 2 . 3 8 	 7 . 7 1 	 2 5 1 3 . 7 7 	 5 4 . 6 0 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 2 2 	 3 8 6 2 . 5 3 	 6 6 3 	 2 . 0 8 	 5 . 8 3 	 1 1 0 4 . 7 5 	 4 6 . 6 8 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 2 3 	 4 1 7 3 . 8 7 	 4 8 9 	 2 . 2 8 	 8 . 5 4 	 2 8 9 4 . 4 1 	 6 0 . 3 7 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 0   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 2 4 	 5 0 7 4 . 8 0 	 6 8 1 	 2 . 1 5 	 7 . 4 5 	 8 2 9 . 9 0 	 3 7 . 7 5 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 2 5 	 3 0 6 . 4 4 	 2 0 	 2 . 6 4 	 1 5 . 3 2 	 7 4 5 . 7 3 	 6 5 . 8 9 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 9   	 P i p S t e p = 3 0   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 6 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 2 6 	 1 3 5 6 . 1 9 	 2 1 4 	 2 . 2 0 	 6 . 3 4 	 1 2 1 9 . 8 5 	 6 0 . 5 0 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 2 7 	 3 6 9 9 . 1 8 	 6 8 3 	 2 . 1 7 	 5 . 4 2 	 1 4 3 2 . 8 5 	 5 3 . 3 8 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 9   	 P i p S t e p = 3 0   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 2 8 	 1 5 1 . 9 4 	 2 5 	 1 . 7 2 	 6 . 0 8 	 1 0 0 4 . 1 8 	 9 2 . 2 2 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 2 9 	 5 5 8 . 7 5 	 6 2 	 2 . 1 0 	 9 . 0 1 	 7 9 3 . 0 0 	 5 4 . 7 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 2   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 3 0 	 3 0 2 5 . 1 8 	 5 5 1 	 2 . 0 0 	 5 . 4 9 	 2 4 0 3 . 2 4 	 6 3 . 9 6 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 9   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 3 1 	 3 9 0 9 . 6 8 	 5 7 2 	 2 . 1 9 	 6 . 8 4 	 9 5 5 . 2 1 	 6 2 . 6 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 6   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 3 2 	 4 3 2 3 . 9 9 	 4 6 8 	 2 . 5 6 	 9 . 2 4 	 1 1 5 2 . 7 5 	 3 4 . 4 5 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 3 3 	 4 7 7 6 . 0 9 	 7 0 8 	 1 . 7 1 	 6 . 7 5 	 1 8 8 6 . 9 6 	 4 8 . 2 1 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 3 4 	 2 5 4 . 1 4 	 2 3 	 2 . 2 3 	 1 1 . 0 5 	 7 4 4 . 1 8 	 6 6 . 4 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 6   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 2   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 3 5 	 1 6 2 1 . 8 3 	 2 6 5 	 2 . 1 8 	 6 . 1 2 	 1 9 4 3 . 0 6 	 7 4 . 6 6 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 5   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 3 6 	 3 4 4 6 . 9 2 	 9 0 3 	 1 . 9 4 	 3 . 8 2 	 1 6 7 0 . 1 0 	 5 3 . 9 8 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 3 7 	 3 8 7 7 . 6 6 	 7 7 6 	 1 . 9 1 	 5 . 0 0 	 1 3 2 5 . 4 6 	 4 1 . 6 4 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 3 8 	 5 9 8 0 . 6 1 	 7 3 6 	 2 . 0 8 	 8 . 1 3 	 1 7 0 4 . 8 1 	 3 5 . 3 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 2   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 3 9 	 3 9 9 2 . 9 1 	 5 3 8 	 2 . 4 2 	 7 . 4 2 	 1 7 6 3 . 5 0 	 3 7 . 8 8 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 4 0 	 4 2 2 3 . 5 4 	 6 5 5 	 2 . 2 6 	 6 . 4 5 	 8 7 1 . 7 4 	 4 5 . 5 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 4 1 	 4 1 1 3 . 1 7 	 6 5 6 	 1 . 9 9 	 6 . 2 7 	 1 4 8 3 . 5 4 	 4 1 . 4 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 4 2 	 1 6 9 . 0 3 	 2 5 	 1 . 7 1 	 6 . 7 6 	 6 0 7 . 1 5 	 5 5 . 2 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 7   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 6 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 4 3 	 4 3 6 2 . 3 1 	 4 5 7 	 2 . 5 4 	 9 . 5 5 	 1 8 9 2 . 1 6 	 6 4 . 8 5 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 9   	 P i p S t e p = 3 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 2   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 4 4 	 1 1 6 . 1 5 	 2 1 	 1 . 4 4 	 5 . 5 3 	 6 3 7 . 4 3 	 6 0 . 6 0 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 4 5 	 4 3 3 1 . 7 1 	 5 9 2 	 2 . 2 8 	 7 . 3 2 	 6 7 2 . 5 1 	 6 2 . 6 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 6   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 2 0   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 4 6 	 3 8 9 5 . 2 1 	 7 2 5 	 2 . 1 3 	 5 . 3 7 	 1 0 3 1 . 0 4 	 3 2 . 9 9 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 4 7 	 3 7 6 3 . 5 0 	 5 6 7 	 2 . 3 6 	 6 . 6 4 	 1 3 2 9 . 0 4 	 3 2 . 6 6 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 4 8 	 4 4 9 3 . 3 1 	 7 0 1 	 2 . 1 9 	 6 . 4 1 	 1 2 1 9 . 8 5 	 5 2 . 5 5 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 5   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 3   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 4 9 	 3 4 6 6 . 5 9 	 6 4 8 	 1 . 9 0 	 5 . 3 5 	 1 9 3 2 . 4 9 	 4 6 . 5 9 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 9   	 P i p S t e p = 3 0   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 5 0 	 2 5 5 . 9 6 	 1 8 	 2 . 7 5 	 1 4 . 2 2 	 6 1 2 . 7 6 	 5 8 . 1 6 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 2   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 5 1 	 4 0 1 3 . 5 1 	 7 0 6 	 2 . 2 1 	 5 . 6 8 	 9 2 7 . 7 1 	 4 3 . 1 8 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 5 2 	 3 9 4 1 . 8 2 	 9 2 0 	 1 . 9 2 	 4 . 2 8 	 2 0 3 5 . 5 8 	 5 3 . 1 9 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 5 3 	 4 6 3 9 . 2 0 	 7 3 9 	 2 . 2 2 	 6 . 2 8 	 1 2 7 9 . 6 7 	 5 6 . 8 3 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 1   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 3 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 5 4 	 4 6 8 9 . 0 3 	 7 0 1 	 1 . 7 4 	 6 . 6 9 	 1 8 8 6 . 9 6 	 4 8 . 2 4 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 5 5 	 3 8 2 9 . 5 6 	 5 1 0 	 2 . 0 9 	 7 . 5 1 	 2 3 5 6 . 5 3 	 5 3 . 3 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 3 . 3   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 5 6 	 3 9 3 8 . 0 8 	 5 3 2 	 2 . 4 2 	 7 . 4 0 	 1 6 5 2 . 0 6 	 3 5 . 5 9 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 5 7 	 4 1 1 5 . 6 9 	 6 8 4 	 2 . 3 6 	 6 . 0 2 	 1 4 6 7 . 0 4 	 6 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 0   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 5 8 	 3 9 0 4 . 3 4 	 7 3 0 	 2 . 2 0 	 5 . 3 5 	 1 0 6 5 . 4 7 	 3 2 . 9 9 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 8 4   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 5 9 	 4 0 1 8 . 5 3 	 5 3 8 	 2 . 4 4 	 7 . 4 7 	 1 7 6 3 . 5 0 	 3 7 . 6 4 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 6 0 	 3 9 0 3 . 8 3 	 6 7 9 	 2 . 2 9 	 5 . 7 5 	 1 4 6 7 . 0 4 	 6 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 0   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 6 1 	 3 6 6 . 5 1 	 2 6 6 	 1 . 3 5 	 1 . 3 8 	 7 5 4 . 5 1 	 5 6 . 4 3 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 6 2 	 3 7 9 . 7 0 	 2 0 4 	 1 . 4 6 	 1 . 8 6 	 1 1 9 2 . 2 4 	 8 6 . 5 4 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 6   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 6   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 6 3 	 3 9 6 6 . 8 3 	 7 4 0 	 2 . 3 2 	 5 . 3 6 	 7 6 1 . 6 8 	 7 0 . 9 0 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 6 4 	 5 0 8 6 . 4 2 	 7 2 0 	 1 . 7 9 	 7 . 0 6 	 1 8 8 6 . 9 6 	 4 7 . 8 3 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 6 5 	 5 2 5 2 . 9 0 	 5 3 9 	 2 . 0 7 	 9 . 7 5 	 3 1 1 8 . 2 5 	 5 2 . 9 7 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 9   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 3 0   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 6 6 	 4 1 0 9 . 5 9 	 6 8 3 	 2 . 3 6 	 6 . 0 2 	 1 4 6 7 . 0 4 	 6 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 0   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 6 7 	 4 4 4 7 . 4 7 	 7 5 1 	 1 . 8 2 	 5 . 9 2 	 1 6 4 1 . 0 4 	 4 1 . 7 8 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 3 0   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 6 8 	 3 7 9 4 . 7 7 	 7 3 0 	 1 . 9 2 	 5 . 2 0 	 1 3 7 1 . 3 5 	 3 3 . 7 5 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 6 9 	 8 4 3 . 6 8 	 9 4 9 	 1 . 3 3 	 0 . 8 9 	 1 1 1 0 . 0 4 	 7 4 . 6 2 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 7 0 	 2 7 7 8 . 1 0 	 5 3 7 	 2 . 1 6 	 5 . 1 7 	 6 5 0 . 9 7 	 4 2 . 6 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 7 1 	 6 7 9 7 . 7 2 	 7 1 5 	 2 . 5 0 	 9 . 5 1 	 1 1 9 3 . 2 6 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 7 2 	 4 6 8 7 . 2 6 	 4 8 1 	 2 . 9 2 	 9 . 7 4 	 2 7 0 8 . 7 0 	 5 8 . 3 4 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 8 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 7 3 	 3 8 9 1 . 1 0 	 7 2 5 	 2 . 2 0 	 5 . 3 7 	 1 0 6 5 . 4 7 	 3 2 . 9 9 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 8 4   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 7 4 	 5 5 4 5 . 1 6 	 5 6 6 	 2 . 7 8 	 9 . 8 0 	 2 5 1 3 . 7 7 	 4 4 . 5 4 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 7 5 	 3 7 7 8 . 4 1 	 4 7 6 	 2 . 4 5 	 7 . 9 4 	 2 6 6 8 . 9 7 	 6 0 . 4 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 3 0   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 7 6 	 5 5 4 8 . 4 1 	 4 6 6 	 3 . 0 1 	 1 1 . 9 1 	 1 6 6 7 . 8 0 	 4 7 . 6 7 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 0   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 7 7 	 4 9 3 4 . 9 7 	 4 8 8 	 2 . 4 6 	 1 0 . 1 1 	 2 9 5 7 . 8 8 	 5 8 . 2 9 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 7 8 	 4 9 3 3 . 4 2 	 6 7 2 	 2 . 0 1 	 7 . 3 4 	 1 3 5 1 . 6 7 	 4 2 . 1 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 7 9 	 4 0 3 2 . 6 5 	 6 8 3 	 2 . 4 5 	 5 . 9 0 	 1 4 6 7 . 0 4 	 6 2 . 1 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 0   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 8 0 	 3 9 4 7 . 5 8 	 9 2 6 	 1 . 9 1 	 4 . 2 6 	 2 0 3 5 . 5 8 	 5 2 . 9 5 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 8 1 	 1 4 8 1 . 6 9 	 2 3 3 	 2 . 3 1 	 6 . 3 6 	 1 6 4 1 . 0 4 	 7 4 . 0 6 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 1   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 8 2 	 4 3 4 9 . 6 3 	 6 6 0 	 2 . 0 1 	 6 . 5 9 	 1 6 2 4 . 1 0 	 4 1 . 4 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 8 3 	 4 4 2 7 . 6 1 	 6 9 3 	 2 . 4 8 	 6 . 3 9 	 9 2 7 . 7 1 	 4 1 . 2 6 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 6 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 8 4 	 5 8 0 . 6 7 	 5 8 	 1 . 9 2 	 1 0 . 0 1 	 8 1 1 . 1 7 	 6 2 . 1 1 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 8 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 8 5 	 4 1 2 2 . 4 6 	 6 8 1 	 2 . 3 8 	 6 . 0 5 	 1 4 6 7 . 0 4 	 6 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 0   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 8 6 	 3 7 7 7 . 5 2 	 4 7 1 	 2 . 4 5 	 8 . 0 2 	 2 6 6 8 . 9 7 	 6 0 . 4 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 3 0   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 8 7 	 4 3 3 8 . 3 3 	 9 2 3 	 1 . 8 6 	 4 . 7 0 	 2 0 3 5 . 5 8 	 5 0 . 3 3 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 8 8 	 3 8 9 8 . 9 5 	 7 1 5 	 2 . 0 3 	 5 . 4 5 	 1 1 8 9 . 0 0 	 2 9 . 5 9 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 8 9 	 3 7 0 5 . 4 0 	 5 1 1 	 1 . 9 8 	 7 . 2 5 	 2 0 7 1 . 7 4 	 5 0 . 0 9 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 9 0 	 6 1 2 9 . 4 3 	 7 5 6 	 2 . 3 9 	 8 . 1 1 	 1 7 9 3 . 1 0 	 6 2 . 2 2 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 9 1 	 3 9 3 4 . 6 8 	 9 2 3 	 1 . 9 1 	 4 . 2 6 	 2 0 3 5 . 5 8 	 5 3 . 1 3 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 9 2 	 4 1 5 5 . 2 9 	 6 6 0 	 2 . 0 4 	 6 . 3 0 	 1 4 8 3 . 5 4 	 4 1 . 4 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 9 3 	 4 1 2 6 . 5 0 	 6 5 3 	 2 . 1 4 	 6 . 3 2 	 8 4 0 . 1 3 	 3 9 . 6 2 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 9 4 	 4 6 8 6 . 7 6 	 7 0 5 	 2 . 1 6 	 6 . 6 5 	 1 2 1 9 . 8 5 	 5 2 . 5 5 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 5   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 4 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 9 5 	 8 3 1 . 1 2 	 9 1 1 	 1 . 3 5 	 0 . 9 1 	 9 3 1 . 5 3 	 4 3 . 3 7 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 9 6 	 4 1 0 4 . 3 6 	 6 4 7 	 1 . 9 9 	 6 . 3 4 	 1 4 8 3 . 5 4 	 4 1 . 5 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 9 7 	 5 7 8 . 4 9 	 5 6 7 	 1 . 5 1 	 1 . 0 2 	 2 9 0 . 3 7 	 2 1 . 6 7 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 9 8 	 4 0 9 9 . 1 1 	 5 0 6 	 2 . 0 0 	 8 . 1 0 	 2 3 5 6 . 5 3 	 4 9 . 4 9 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 3 9 9 	 4 5 0 0 . 4 9 	 6 3 0 	 2 . 2 0 	 7 . 1 4 	 8 4 0 . 1 3 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 0 0 	 4 3 8 4 . 6 7 	 4 5 8 	 2 . 5 6 	 9 . 5 7 	 1 8 7 7 . 5 7 	 6 4 . 6 9 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 9   	 P i p S t e p = 3 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 2   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 0 1 	 4 0 2 1 . 3 9 	 5 6 1 	 2 . 5 2 	 7 . 1 7 	 1 3 2 9 . 0 4 	 3 2 . 6 6 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 8 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 0 2 	 5 0 1 7 . 3 8 	 5 9 6 	 2 . 2 6 	 8 . 4 2 	 1 5 9 9 . 2 0 	 3 5 . 7 1 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 6 0   	 S e c o n d P r o f i t P e r s e n t = 6 4   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 0 3 	 3 9 6 5 . 6 4 	 9 2 3 	 1 . 9 2 	 4 . 3 0 	 2 0 3 5 . 5 8 	 5 3 . 1 3 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 0 4 	 4 6 1 7 . 5 0 	 7 0 5 	 2 . 1 4 	 6 . 5 5 	 1 2 1 9 . 8 5 	 5 2 . 5 5 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 5   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 0 5 	 4 8 6 3 . 7 3 	 5 2 1 	 1 . 9 1 	 9 . 3 4 	 2 8 9 4 . 4 1 	 5 6 . 3 0 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 0 6 	 9 0 4 8 . 4 4 	 6 7 3 	 2 . 8 2 	 1 3 . 4 4 	 2 0 8 9 . 1 6 	 3 0 . 3 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 0 7 	 3 2 8 1 . 5 5 	 4 5 6 	 2 . 2 7 	 7 . 2 0 	 1 6 6 7 . 8 0 	 6 3 . 5 6 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 0   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 0 8 	 3 2 7 . 1 4 	 1 9 	 2 . 6 0 	 1 7 . 2 2 	 9 7 2 . 0 0 	 8 9 . 6 0 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 0   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 0 9 	 4 6 5 9 . 4 9 	 4 7 9 	 2 . 8 1 	 9 . 7 3 	 1 1 3 7 . 8 9 	 3 4 . 4 4 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 1 0 	 5 0 6 9 . 3 2 	 6 7 6 	 2 . 2 5 	 7 . 5 0 	 1 1 2 1 . 8 9 	 4 4 . 4 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 1 1 	 4 5 9 6 . 2 9 	 6 3 1 	 2 . 6 2 	 7 . 2 8 	 1 3 4 7 . 7 3 	 3 6 . 7 1 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 8   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 1 2 	 4 3 4 8 . 2 5 	 6 6 3 	 2 . 1 5 	 6 . 5 6 	 8 2 3 . 3 2 	 4 6 . 6 8 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 3 . 3   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 1 3 	 4 5 5 1 . 2 0 	 6 3 4 	 2 . 1 7 	 7 . 1 8 	 8 2 9 . 6 0 	 3 1 . 3 2 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 1 4 	 3 6 8 3 . 7 1 	 5 6 1 	 2 . 3 3 	 6 . 5 7 	 1 3 2 9 . 0 4 	 3 2 . 6 6 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 1 5 	 6 7 0 2 . 7 5 	 6 4 3 	 2 . 3 5 	 1 0 . 4 2 	 1 2 4 3 . 5 8 	 2 9 . 3 0 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 1 6 	 4 8 3 8 . 5 8 	 7 2 3 	 2 . 2 3 	 6 . 6 9 	 1 3 7 1 . 3 5 	 2 8 . 4 3 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 1 7 	 3 9 4 9 . 3 5 	 5 5 3 	 2 . 4 8 	 7 . 1 4 	 1 3 2 9 . 0 4 	 3 2 . 5 6 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 8 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 1 8 	 4 2 9 2 . 9 3 	 4 7 3 	 2 . 2 8 	 9 . 0 8 	 2 9 7 6 . 6 8 	 6 2 . 4 1 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 2 4   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 1 9 	 3 7 8 9 . 8 0 	 9 3 7 	 1 . 7 1 	 4 . 0 4 	 2 0 3 5 . 5 8 	 5 6 . 1 5 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 2 0 	 4 3 9 7 . 9 1 	 6 6 3 	 2 . 0 4 	 6 . 6 3 	 1 4 8 3 . 5 4 	 3 9 . 8 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 2 1 	 2 9 6 . 3 4 	 2 4 	 2 . 6 9 	 1 2 . 3 5 	 9 3 1 . 4 8 	 7 8 . 9 2 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 2   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 2 2 	 1 6 4 8 . 4 8 	 2 6 2 	 2 . 2 5 	 6 . 2 9 	 1 9 4 3 . 0 6 	 7 3 . 9 1 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 5   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 2 3 	 3 1 9 9 . 9 3 	 9 7 9 	 1 . 6 9 	 3 . 2 7 	 1 9 8 7 . 2 4 	 5 7 . 6 6 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 2 4 	 2 1 4 . 4 9 	 1 5 	 2 . 0 0 	 1 4 . 3 0 	 9 1 4 . 4 1 	 8 0 . 3 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 2 5 	 6 7 4 9 . 0 7 	 7 0 7 	 2 . 5 3 	 9 . 5 5 	 1 0 2 7 . 8 3 	 3 5 . 8 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 2 6 	 7 3 8 . 5 0 	 1 7 9 	 2 . 1 1 	 4 . 1 3 	 9 5 5 . 5 8 	 6 5 . 7 9 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 7   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 2 7 	 5 1 4 6 . 8 8 	 7 6 1 	 2 . 1 8 	 6 . 7 6 	 1 2 2 5 . 8 3 	 5 5 . 5 6 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 8 4   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 2 8 	 3 9 3 2 . 2 4 	 7 2 9 	 2 . 2 0 	 5 . 3 9 	 1 0 6 5 . 4 7 	 3 2 . 9 9 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 2 9 	 4 1 2 5 . 1 1 	 4 9 6 	 2 . 2 1 	 8 . 3 2 	 1 9 2 6 . 1 5 	 5 2 . 2 3 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 0   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 3 0 	 5 3 1 5 . 6 6 	 4 7 5 	 2 . 8 7 	 1 1 . 1 9 	 2 9 5 7 . 8 8 	 5 8 . 7 2 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 3 1 	 4 2 3 5 . 5 8 	 6 4 7 	 2 . 2 4 	 6 . 5 5 	 8 7 1 . 7 4 	 3 8 . 1 9 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 3 2 	 4 8 0 3 . 5 3 	 6 0 9 	 2 . 2 9 	 7 . 8 9 	 8 4 0 . 1 3 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 3 3 	 3 5 5 . 2 4 	 2 3 	 3 . 0 3 	 1 5 . 4 5 	 7 6 9 . 3 7 	 6 8 . 2 8 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 0   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 3 4 	 3 8 3 3 . 9 3 	 4 9 0 	 2 . 4 7 	 7 . 8 2 	 2 7 0 8 . 7 0 	 6 7 . 5 1 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 3 5 	 2 6 8 4 . 5 9 	 6 2 6 	 1 . 9 2 	 4 . 2 9 	 1 7 8 0 . 0 0 	 4 3 . 0 5 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 3 6 	 5 1 2 7 . 4 1 	 6 6 8 	 2 . 0 6 	 7 . 6 8 	 1 1 2 1 . 8 9 	 4 2 . 1 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 3 7 	 4 5 2 7 . 5 8 	 6 7 0 	 1 . 9 7 	 6 . 7 6 	 1 9 1 7 . 2 9 	 4 2 . 2 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 3 8 	 4 0 6 8 . 7 8 	 6 7 5 	 2 . 4 3 	 6 . 0 3 	 1 4 6 7 . 0 4 	 6 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 0   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 3 9 	 4 3 3 2 . 4 5 	 5 6 3 	 2 . 4 9 	 7 . 7 0 	 7 8 4 . 6 1 	 2 9 . 8 6 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 4 0 	 4 1 1 0 . 4 4 	 6 8 4 	 2 . 3 6 	 6 . 0 1 	 1 4 6 7 . 0 4 	 6 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 0   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 4 1 	 3 7 9 7 . 4 4 	 4 5 9 	 2 . 5 5 	 8 . 2 7 	 1 6 6 7 . 8 0 	 6 3 . 5 6 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 4 2 	 4 1 3 5 . 0 9 	 4 8 0 	 2 . 6 3 	 8 . 6 1 	 2 7 0 8 . 7 0 	 5 8 . 3 4 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 4 3 	 5 0 0 6 . 9 4 	 6 9 5 	 2 . 2 1 	 7 . 2 0 	 1 2 1 9 . 8 5 	 5 2 . 5 5 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 5   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 8 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 4 4 	 2 0 6 1 . 6 1 	 2 4 0 	 3 . 2 3 	 8 . 5 9 	 1 6 4 1 . 0 4 	 6 9 . 6 6 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 1   	 R i s k = 1 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 4 5 	 4 4 7 8 . 1 0 	 4 6 6 	 2 . 4 7 	 9 . 6 1 	 2 0 3 5 . 6 4 	 4 1 . 3 2 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 3 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 4 6 	 1 6 9 1 . 1 6 	 4 0 2 	 1 . 9 4 	 4 . 2 1 	 1 0 6 3 . 2 9 	 4 9 . 0 2 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 1   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 4 7 	 4 6 3 . 0 8 	 2 4 	 2 . 4 6 	 1 9 . 2 9 	 6 6 3 . 7 7 	 5 3 . 0 4 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 6   	 S e c o n d P r o f i t P e r s e n t = 6 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 4 8 	 6 7 6 6 . 4 5 	 6 9 0 	 2 . 5 3 	 9 . 8 1 	 1 9 0 6 . 4 4 	 5 6 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 4 9 	 4 5 0 2 . 4 2 	 9 0 7 	 1 . 8 6 	 4 . 9 6 	 2 1 0 0 . 5 7 	 5 2 . 2 3 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 5 0 	 3 9 1 4 . 4 1 	 7 0 8 	 2 . 1 7 	 5 . 5 3 	 1 0 3 1 . 0 4 	 3 2 . 9 9 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 5 1 	 3 8 1 5 . 9 3 	 5 6 6 	 2 . 4 1 	 6 . 7 4 	 1 3 2 9 . 0 4 	 3 2 . 6 6 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 5 2 	 3 7 5 3 . 7 0 	 6 0 8 	 2 . 0 0 	 6 . 1 7 	 1 4 3 6 . 5 7 	 4 7 . 1 5 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 5   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 3 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 5 3 	 4 6 4 2 . 9 2 	 7 3 8 	 2 . 2 2 	 6 . 2 9 	 1 2 7 9 . 6 7 	 5 6 . 8 3 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 1   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 3 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 5 4 	 3 8 0 4 . 9 1 	 5 4 5 	 2 . 3 3 	 6 . 9 8 	 8 2 9 . 7 3 	 3 2 . 6 6 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 5 5 	 3 7 8 0 . 0 2 	 5 5 5 	 2 . 4 1 	 6 . 8 1 	 1 3 2 9 . 0 4 	 3 2 . 6 6 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 5 6 	 4 8 4 0 . 5 6 	 7 2 4 	 2 . 2 3 	 6 . 6 9 	 1 3 7 1 . 3 5 	 2 8 . 4 1 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 5 7 	 3 1 6 . 7 8 	 1 8 	 3 . 7 8 	 1 7 . 6 0 	 9 8 0 . 7 9 	 7 9 . 8 6 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 1   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 8 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 5 8 	 3 3 6 6 . 3 0 	 7 2 0 	 1 . 8 5 	 4 . 6 8 	 1 1 9 9 . 0 2 	 3 1 . 6 4 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 5 9 	 6 7 5 4 . 8 5 	 7 3 1 	 2 . 3 0 	 9 . 2 4 	 1 7 0 4 . 8 1 	 3 2 . 8 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 2   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 6 0 	 9 9 9 . 3 1 	 1 5 6 	 1 . 8 7 	 6 . 4 1 	 1 1 8 2 . 2 2 	 6 3 . 1 5 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 6 1 	 2 6 4 1 . 1 8 	 5 9 3 	 1 . 9 2 	 4 . 4 5 	 7 6 8 . 6 9 	 3 7 . 2 9 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 9   	 P i p S t e p = 3 0   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 3 0   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 6 2 	 8 6 9 3 . 6 2 	 6 7 7 	 2 . 6 5 	 1 2 . 8 4 	 1 7 1 7 . 5 4 	 4 5 . 4 2 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 6 3 	 3 9 0 1 . 1 6 	 7 0 6 	 2 . 2 1 	 5 . 5 3 	 1 0 6 5 . 4 7 	 3 2 . 9 9 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 6 4 	 3 4 6 0 . 9 9 	 6 4 2 	 2 . 1 5 	 5 . 3 9 	 2 0 4 1 . 5 1 	 5 5 . 7 9 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 4 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 6 5 	 1 6 6 . 8 8 	 1 7 	 2 . 1 5 	 9 . 8 2 	 9 3 5 . 4 4 	 8 7 . 7 3 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 6 6 	 4 1 1 3 . 0 8 	 6 7 4 	 2 . 3 8 	 6 . 1 0 	 1 4 6 7 . 0 4 	 6 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 0   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 6 7 	 4 8 4 6 . 7 0 	 7 3 3 	 2 . 2 3 	 6 . 6 1 	 1 3 7 1 . 3 5 	 2 8 . 3 9 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 6 8 	 3 1 7 . 2 6 	 4 2 	 1 . 8 3 	 7 . 5 5 	 7 2 2 . 0 6 	 6 0 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 0   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 6 9 	 4 5 0 4 . 3 7 	 5 6 2 	 2 . 6 3 	 8 . 0 1 	 1 3 2 9 . 0 4 	 3 1 . 1 4 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 7 0 	 6 7 6 6 . 4 5 	 6 9 0 	 2 . 5 3 	 9 . 8 1 	 1 9 0 6 . 4 4 	 5 6 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 7 1 	 3 0 6 . 6 8 	 2 3 	 2 . 6 7 	 1 3 . 3 3 	 7 6 8 . 1 0 	 6 9 . 3 7 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 2   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 7 2 	 3 1 8 0 . 9 1 	 5 5 9 	 2 . 1 4 	 5 . 6 9 	 1 0 3 6 . 5 4 	 3 2 . 5 5 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 8   	 P i p S t e p = 3 0   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 2 4   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 7 3 	 4 7 8 8 . 7 7 	 4 7 7 	 2 . 8 0 	 1 0 . 0 4 	 2 8 9 4 . 4 1 	 5 7 . 6 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 6 4   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 7 4 	 3 2 7 0 . 3 1 	 5 1 7 	 2 . 2 3 	 6 . 3 3 	 1 6 3 0 . 3 5 	 4 2 . 5 1 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 3 0   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 7 5 	 1 6 6 . 6 3 	 1 7 	 1 . 8 1 	 9 . 8 0 	 9 3 5 . 4 4 	 8 7 . 4 6 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 7   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 7 6 	 1 1 0 6 . 8 0 	 1 5 1 	 2 . 2 1 	 7 . 3 3 	 1 0 2 6 . 9 4 	 5 8 . 8 3 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 7 7 	 6 8 6 3 . 8 7 	 6 1 2 	 2 . 4 9 	 1 1 . 2 2 	 1 7 1 7 . 5 4 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 7 8 	 4 9 4 . 0 2 	 3 2 8 	 1 . 7 3 	 1 . 5 1 	 5 4 8 . 3 7 	 5 3 . 7 5 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 7 9 	 4 0 8 9 . 9 7 	 6 7 1 	 2 . 1 8 	 6 . 1 0 	 8 2 3 . 3 2 	 4 6 . 6 8 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 8 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 8 0 	 4 4 2 1 . 0 1 	 4 9 6 	 2 . 2 4 	 8 . 9 1 	 2 3 5 6 . 5 3 	 4 7 . 2 9 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 8 1 	 6 7 9 7 . 7 2 	 7 1 5 	 2 . 5 0 	 9 . 5 1 	 1 1 9 3 . 2 6 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 8 2 	 3 2 5 6 . 0 3 	 4 7 2 	 2 . 1 8 	 6 . 9 0 	 2 2 9 3 . 8 1 	 5 7 . 6 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 8 3 	 4 5 0 8 . 8 1 	 6 2 7 	 2 . 2 2 	 7 . 1 9 	 8 4 0 . 1 3 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 8 4 	 4 7 5 2 . 2 1 	 6 2 7 	 2 . 2 7 	 7 . 5 8 	 8 4 0 . 1 3 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 0   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 8 5 	 4 3 1 7 . 5 2 	 4 9 7 	 2 . 5 0 	 8 . 6 9 	 1 7 6 3 . 5 0 	 5 2 . 2 3 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 0   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 8 6 	 4 7 6 5 . 3 3 	 6 9 3 	 2 . 2 0 	 6 . 8 8 	 1 1 2 1 . 8 9 	 4 4 . 4 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 8 7 	 4 1 3 7 . 8 8 	 4 9 2 	 2 . 3 1 	 8 . 4 1 	 2 5 1 3 . 7 7 	 5 3 . 6 9 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 0   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 8 8 	 4 3 0 5 . 6 1 	 7 0 2 	 2 . 0 4 	 6 . 1 3 	 1 4 8 3 . 5 4 	 4 2 . 2 2 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 8 9 	 5 4 2 6 . 9 6 	 4 6 9 	 2 . 9 3 	 1 1 . 5 7 	 1 6 6 7 . 8 0 	 4 7 . 6 7 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 0   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 9 0 	 4 9 8 2 . 0 3 	 7 1 3 	 2 . 4 6 	 6 . 9 9 	 1 4 7 0 . 0 6 	 3 2 . 9 9 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 8 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 9 1 	 5 3 2 4 . 4 1 	 4 9 5 	 2 . 5 4 	 1 0 . 7 6 	 2 9 5 7 . 8 8 	 5 4 . 2 0 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 9 2 	 4 5 9 5 . 9 3 	 6 3 1 	 2 . 6 2 	 7 . 2 8 	 1 3 4 7 . 7 3 	 3 6 . 7 1 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 8   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 9 3 	 4 3 3 3 . 6 6 	 5 0 1 	 2 . 3 4 	 8 . 6 5 	 2 8 9 4 . 4 1 	 5 9 . 3 7 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 0   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 9 4 	 4 4 8 7 . 4 6 	 5 3 6 	 1 . 9 2 	 8 . 3 7 	 1 7 7 3 . 9 0 	 6 8 . 5 0 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 8   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 2 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 9 5 	 5 2 8 8 . 2 7 	 6 7 7 	 1 . 9 2 	 7 . 8 1 	 1 9 1 7 . 2 9 	 3 9 . 8 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 3 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 9 6 	 3 2 0 1 . 6 9 	 7 4 0 	 1 . 7 9 	 4 . 3 3 	 1 2 3 7 . 7 2 	 4 1 . 4 0 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 9 7 	 4 2 1 7 . 3 5 	 4 8 1 	 2 . 6 8 	 8 . 7 7 	 2 7 0 8 . 7 0 	 5 8 . 3 4 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 4 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 9 8 	 4 9 3 3 . 5 9 	 6 7 1 	 2 . 1 2 	 7 . 3 5 	 8 3 6 . 0 4 	 3 7 . 7 5 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 4 9 9 	 3 5 4 6 . 0 6 	 4 7 4 	 2 . 2 1 	 7 . 4 8 	 1 6 6 7 . 8 0 	 6 3 . 5 6 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 0   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 4 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 0 0 	 4 6 8 8 . 6 1 	 5 6 6 	 2 . 6 7 	 8 . 2 8 	 9 9 7 . 4 5 	 2 9 . 8 6 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 0 1 	 4 8 4 2 . 3 8 	 6 8 6 	 2 . 2 0 	 7 . 0 6 	 1 1 2 1 . 8 9 	 4 4 . 4 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 0 2 	 1 7 4 . 7 7 	 2 3 	 2 . 5 1 	 7 . 6 0 	 9 3 1 . 4 8 	 8 6 . 4 6 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 6 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 0 3 	 4 8 5 0 . 6 0 	 7 3 3 	 2 . 2 2 	 6 . 6 2 	 1 3 7 1 . 3 5 	 2 8 . 3 4 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 0 4 	 4 1 4 5 . 7 4 	 6 3 7 	 2 . 2 1 	 6 . 5 1 	 8 7 1 . 7 4 	 3 8 . 1 9 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 0 5 	 1 5 7 9 . 8 6 	 2 1 2 	 2 . 0 1 	 7 . 4 5 	 1 5 6 5 . 8 6 	 6 3 . 9 8 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 0 6 	 4 9 2 8 . 3 1 	 6 3 7 	 2 . 0 1 	 7 . 7 4 	 1 5 1 3 . 6 9 	 3 4 . 7 6 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 0 7 	 4 5 4 . 2 7 	 3 4 3 	 1 . 4 6 	 1 . 3 2 	 6 9 4 . 9 0 	 4 6 . 4 4 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 8   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 2 4   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 0 8 	 1 6 4 2 . 9 0 	 1 9 4 	 2 . 5 5 	 8 . 4 7 	 2 2 3 1 . 6 9 	 8 8 . 3 0 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 3 0   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 0 9 	 6 6 5 3 . 0 8 	 7 1 4 	 2 . 5 1 	 9 . 3 2 	 1 1 9 3 . 2 6 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 1 0 	 6 7 9 8 . 9 7 	 7 0 2 	 2 . 5 3 	 9 . 6 9 	 1 9 0 6 . 4 4 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 1 1 	 4 6 0 7 . 4 5 	 7 2 9 	 2 . 2 1 	 6 . 3 2 	 1 2 7 9 . 6 7 	 5 6 . 8 3 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 1   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 3 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 1 2 	 1 4 4 7 . 7 9 	 2 3 3 	 2 . 2 8 	 6 . 2 1 	 1 6 4 1 . 0 4 	 7 5 . 2 1 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 1   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 1 3 	 8 0 9 8 . 4 5 	 7 2 2 	 2 . 3 5 	 1 1 . 2 2 	 1 7 5 9 . 9 5 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 3 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 1 4 	 6 0 8 8 . 6 5 	 8 6 6 	 2 . 1 9 	 7 . 0 3 	 1 1 7 7 . 5 4 	 3 9 . 4 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 1 5 	 4 6 8 8 . 6 7 	 7 0 9 	 1 . 7 5 	 6 . 6 1 	 1 8 8 6 . 9 6 	 4 8 . 2 4 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 1 6 	 5 0 5 5 . 6 6 	 4 7 1 	 2 . 7 5 	 1 0 . 7 3 	 4 3 6 0 . 5 2 	 8 3 . 6 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 1 7 	 6 0 0 4 . 5 0 	 4 8 0 	 2 . 5 2 	 1 2 . 5 1 	 3 7 8 4 . 4 5 	 7 0 . 2 2 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 1 8 	 4 7 7 4 . 7 2 	 6 2 9 	 2 . 2 9 	 7 . 5 9 	 2 5 1 3 . 7 7 	 5 3 . 6 3 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 0   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 1 9 	 1 6 4 . 0 6 	 1 7 	 1 . 7 9 	 9 . 6 5 	 9 3 5 . 4 4 	 8 6 . 5 7 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 2 0 	 4 7 5 6 . 8 1 	 7 2 1 	 2 . 2 1 	 6 . 6 0 	 1 3 7 1 . 3 5 	 2 8 . 7 4 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 2 1 	 4 1 2 7 . 4 5 	 6 7 4 	 2 . 3 8 	 6 . 1 2 	 1 4 6 7 . 0 4 	 6 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 0   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 2 2 	 5 3 8 6 . 3 7 	 6 5 6 	 2 . 2 3 	 8 . 2 1 	 1 8 6 2 . 6 9 	 4 5 . 5 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 3   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 2 3 	 3 8 6 3 . 3 4 	 6 0 3 	 2 . 4 7 	 6 . 4 1 	 7 1 6 . 4 3 	 6 7 . 4 7 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 8   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 2 4 	 4 6 3 9 . 2 0 	 7 3 9 	 2 . 2 2 	 6 . 2 8 	 1 2 7 9 . 6 7 	 5 6 . 8 3 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 1   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 3 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 2 5 	 6 5 0 0 . 2 5 	 6 2 8 	 2 . 3 9 	 1 0 . 3 5 	 2 1 8 0 . 1 5 	 3 8 . 2 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 6 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 2 6 	 6 7 2 2 . 2 4 	 7 0 3 	 2 . 5 5 	 9 . 5 6 	 1 9 0 6 . 4 4 	 5 6 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 2 7 	 4 1 8 8 . 5 0 	 6 4 0 	 2 . 2 5 	 6 . 5 4 	 8 7 1 . 7 4 	 4 5 . 5 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 2 8 	 5 1 4 7 . 0 4 	 6 9 0 	 2 . 1 2 	 7 . 4 6 	 1 1 2 1 . 8 9 	 4 2 . 1 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 2 9 	 6 7 5 6 . 2 3 	 6 9 0 	 2 . 5 3 	 9 . 7 9 	 1 9 0 6 . 4 4 	 5 6 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 3 0 	 4 6 3 3 . 6 8 	 7 0 6 	 2 . 1 4 	 6 . 5 6 	 1 2 1 9 . 8 5 	 5 2 . 5 5 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 5   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 3 1 	 7 0 9 8 . 7 3 	 6 9 3 	 2 . 0 2 	 1 0 . 2 4 	 2 3 2 0 . 1 4 	 5 4 . 0 8 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 3 2 	 3 9 0 0 . 2 5 	 9 2 7 	 1 . 7 2 	 4 . 2 1 	 2 0 3 5 . 5 8 	 5 5 . 1 4 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 3 3 	 4 3 5 9 . 3 0 	 4 6 9 	 2 . 5 8 	 9 . 2 9 	 1 8 7 7 . 5 7 	 6 3 . 5 6 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 3 4 	 4 8 7 6 . 1 3 	 5 0 6 	 2 . 3 7 	 9 . 6 4 	 3 0 7 3 . 7 0 	 5 7 . 9 8 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 0   	 R i s k = 3 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 3 5 	 4 7 5 6 . 5 7 	 6 9 0 	 2 . 2 0 	 6 . 8 9 	 1 1 2 1 . 8 9 	 4 4 . 4 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 3 6 	 5 0 9 8 . 3 5 	 6 7 1 	 2 . 1 1 	 7 . 6 0 	 1 4 8 3 . 5 4 	 3 9 . 3 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 3 7 	 4 1 5 3 . 0 8 	 6 5 5 	 2 . 0 0 	 6 . 3 4 	 1 4 8 3 . 5 4 	 4 1 . 4 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 3 8 	 4 2 3 2 . 2 6 	 6 5 3 	 2 . 2 7 	 6 . 4 8 	 8 7 1 . 7 4 	 4 5 . 5 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 3 9 	 4 5 3 6 . 0 8 	 4 9 1 	 2 . 4 5 	 9 . 2 4 	 2 5 1 3 . 7 7 	 5 4 . 8 9 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 9   	 P i p S t e p = 3 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 4 0 	 5 1 4 5 . 8 5 	 7 2 0 	 1 . 7 7 	 7 . 1 5 	 1 8 8 6 . 9 6 	 4 8 . 0 8 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 4 1 	 4 7 4 5 . 0 9 	 6 2 0 	 2 . 2 7 	 7 . 6 5 	 8 4 0 . 1 3 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 4 2 	 5 0 5 3 . 3 7 	 6 7 0 	 1 . 9 9 	 7 . 5 4 	 1 6 3 5 . 1 4 	 4 0 . 6 4 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 3 . 3   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 4 3 	 6 7 7 . 7 7 	 5 7 1 	 1 . 5 5 	 1 . 1 9 	 1 2 0 1 . 3 7 	 6 9 . 8 6 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 4 4 	 4 5 1 1 . 5 2 	 6 8 8 	 1 . 9 1 	 6 . 5 6 	 1 4 8 3 . 5 4 	 3 8 . 7 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 4 5 	 6 7 0 4 . 2 4 	 7 0 7 	 2 . 5 2 	 9 . 4 8 	 1 0 2 7 . 8 3 	 3 6 . 1 0 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 4 6 	 4 4 2 0 . 0 4 	 9 0 7 	 2 . 0 3 	 4 . 8 7 	 2 0 3 5 . 1 2 	 5 3 . 0 8 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 4 7 	 4 4 8 5 . 2 5 	 4 6 7 	 2 . 6 5 	 9 . 6 0 	 1 8 7 7 . 5 7 	 6 3 . 5 6 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 2   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 4 8 	 4 3 7 4 . 2 3 	 4 9 3 	 2 . 0 8 	 8 . 8 7 	 2 8 9 4 . 4 1 	 5 9 . 3 3 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 0   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 4 9 	 4 5 9 9 . 8 3 	 6 6 0 	 2 . 0 4 	 6 . 9 7 	 1 7 3 5 . 3 1 	 4 1 . 4 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 5 0 	 4 7 6 8 . 6 4 	 6 9 3 	 2 . 2 0 	 6 . 8 8 	 1 1 2 1 . 8 9 	 4 4 . 4 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 5 1 	 1 9 1 9 . 8 1 	 2 3 6 	 2 . 6 3 	 8 . 1 3 	 2 4 1 3 . 5 2 	 8 1 . 2 2 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 0   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 2 4   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 5 2 	 1 3 3 6 . 4 6 	 1 7 4 	 2 . 4 0 	 7 . 6 8 	 1 9 9 2 . 0 0 	 8 6 . 1 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 1   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 5 3 	 2 1 1 . 6 0 	 1 7 	 2 . 3 0 	 1 2 . 4 5 	 8 9 0 . 1 9 	 8 3 . 0 6 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 8   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 6 4   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 5 4 	 4 0 2 8 . 4 1 	 6 7 6 	 2 . 4 0 	 5 . 9 6 	 1 4 6 7 . 0 4 	 6 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 0   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 5 5 	 4 3 0 0 . 3 0 	 6 4 6 	 2 . 2 5 	 6 . 6 6 	 8 7 1 . 7 4 	 4 5 . 5 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 5 6 	 3 5 1 3 . 8 4 	 8 8 7 	 2 . 0 2 	 3 . 9 6 	 1 0 1 6 . 8 8 	 4 7 . 7 3 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 5 7 	 6 5 3 8 . 4 1 	 6 1 7 	 2 . 4 2 	 1 0 . 6 0 	 1 4 4 2 . 1 2 	 2 8 . 5 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 5 8 	 4 1 8 6 . 7 8 	 8 9 9 	 1 . 8 7 	 4 . 6 6 	 1 6 1 2 . 6 7 	 4 2 . 5 3 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 5 9 	 5 5 2 9 . 7 0 	 5 0 5 	 2 . 4 9 	 1 0 . 9 5 	 2 9 2 8 . 6 8 	 6 4 . 1 9 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 6 0 	 5 6 9 2 . 6 0 	 6 8 5 	 2 . 6 6 	 8 . 3 1 	 1 2 8 5 . 1 1 	 5 5 . 2 1 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 2 . 2   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 6 1 	 6 7 6 9 . 8 9 	 6 1 8 	 2 . 4 3 	 1 0 . 9 5 	 1 7 1 7 . 5 4 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 6 2 	 3 8 6 9 . 2 5 	 5 6 4 	 2 . 3 4 	 6 . 8 6 	 9 3 5 . 3 5 	 3 2 . 6 6 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 0   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 6 3 	 5 1 4 9 . 2 9 	 4 4 4 	 2 . 2 6 	 1 1 . 6 0 	 2 4 0 0 . 8 9 	 4 5 . 0 2 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 1   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 3 2   	 S e c o n d P r o f i t P e r s e n t = 1 2   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 6 4 	 5 3 3 5 . 2 8 	 4 7 6 	 2 . 8 8 	 1 1 . 2 1 	 2 9 5 7 . 8 8 	 5 8 . 5 1 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 6 5 	 4 9 4 0 . 2 1 	 7 3 5 	 2 . 0 0 	 6 . 7 2 	 1 9 2 7 . 4 0 	 4 3 . 1 9 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 2 4   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 6 6 	 4 8 0 . 8 3 	 4 7 3 	 1 . 5 4 	 1 . 0 2 	 4 2 0 . 8 7 	 2 8 . 9 7 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 6 7 	 4 1 3 0 . 5 6 	 6 5 2 	 2 . 0 3 	 6 . 3 4 	 1 4 8 3 . 5 4 	 4 1 . 4 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 6 8 	 8 8 0 1 . 8 8 	 7 1 1 	 3 . 0 2 	 1 2 . 3 8 	 1 7 0 4 . 8 1 	 3 2 . 2 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 2   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 6 9 	 4 4 1 0 . 9 8 	 4 5 8 	 2 . 5 8 	 9 . 6 3 	 1 8 7 7 . 5 7 	 6 4 . 6 9 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 9   	 P i p S t e p = 3 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 2   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 7 0 	 3 2 0 . 1 1 	 2 9 	 2 . 6 4 	 1 1 . 0 4 	 9 1 6 . 2 1 	 7 8 . 9 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 0   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 6   	 S e c o n d P r o f i t P e r s e n t = 6 8   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 7 1 	 1 0 2 8 . 5 4 	 4 0 6 	 1 . 7 0 	 2 . 5 3 	 8 1 7 . 1 5 	 4 2 . 7 4 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 1   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 7 2 	 4 0 5 6 . 7 0 	 4 8 5 	 2 . 5 2 	 8 . 3 6 	 1 1 5 7 . 6 9 	 3 9 . 3 1 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 6 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 7 3 	 4 4 7 9 . 5 6 	 6 7 0 	 2 . 0 1 	 6 . 6 9 	 1 4 8 3 . 5 4 	 4 0 . 3 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 7 4 	 6 4 1 0 . 0 1 	 4 8 7 	 2 . 6 2 	 1 3 . 1 6 	 3 2 6 4 . 8 2 	 5 0 . 5 4 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 7 5 	 4 7 8 4 . 8 7 	 7 1 5 	 1 . 7 2 	 6 . 6 9 	 1 8 8 6 . 9 6 	 4 8 . 3 1 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 3 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 7 6 	 4 0 9 0 . 3 7 	 6 7 1 	 2 . 2 0 	 6 . 1 0 	 1 4 6 7 . 0 4 	 6 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 0   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 7 7 	 4 5 0 9 . 0 6 	 7 1 1 	 2 . 1 8 	 6 . 3 4 	 1 2 1 9 . 8 5 	 5 2 . 5 5 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 5   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 3   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 7 8 	 8 8 6 6 . 8 7 	 6 5 6 	 2 . 7 5 	 1 3 . 5 2 	 1 6 0 2 . 9 7 	 3 6 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 7 9 	 1 0 8 9 4 . 0 2 	 5 3 6 	 2 . 5 9 	 2 0 . 3 2 	 5 4 3 5 . 0 7 	 6 4 . 8 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 8 0 	 3 3 9 0 . 3 9 	 6 8 6 	 2 . 0 1 	 4 . 9 4 	 2 3 7 8 . 6 5 	 6 3 . 9 4 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 9   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 6 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 8 1 	 4 6 7 7 . 8 2 	 5 6 8 	 2 . 6 5 	 8 . 2 4 	 9 9 7 . 4 5 	 2 9 . 8 6 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 8 2 	 6 6 5 9 . 4 0 	 7 2 4 	 2 . 4 8 	 9 . 2 0 	 1 1 9 3 . 2 6 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 8 3 	 4 7 5 7 . 5 4 	 7 3 8 	 2 . 1 9 	 6 . 4 5 	 1 3 7 1 . 3 5 	 2 8 . 7 1 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 8 4 	 4 3 0 8 . 9 4 	 5 7 6 	 2 . 2 3 	 7 . 4 8 	 6 7 2 . 5 1 	 6 2 . 6 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 6   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 2 4   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 8 5 	 4 7 4 2 . 4 0 	 6 2 5 	 2 . 2 8 	 7 . 5 9 	 8 4 0 . 1 3 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 8 6 	 4 6 6 3 . 2 0 	 4 7 9 	 2 . 8 1 	 9 . 7 4 	 1 1 3 7 . 3 3 	 3 4 . 4 4 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 8 7 	 4 6 5 2 . 4 9 	 6 2 2 	 2 . 5 9 	 7 . 4 8 	 1 3 4 7 . 7 3 	 3 6 . 7 1 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 8   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 8 8 	 4 0 9 9 . 1 9 	 4 8 3 	 2 . 4 5 	 8 . 4 9 	 2 0 7 1 . 7 4 	 4 4 . 6 2 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 8 9 	 4 5 4 4 . 3 8 	 6 4 9 	 2 . 0 8 	 7 . 0 0 	 1 6 2 4 . 1 0 	 4 1 . 4 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 4 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 9 0 	 3 2 5 3 . 3 2 	 7 3 8 	 1 . 7 8 	 4 . 4 1 	 1 1 0 4 . 7 5 	 4 1 . 4 0 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 8 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 9 1 	 3 4 8 6 . 5 8 	 5 6 6 	 2 . 2 5 	 6 . 1 6 	 1 3 2 9 . 0 4 	 3 2 . 6 6 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 9 2 	 4 7 4 6 . 6 2 	 7 3 8 	 2 . 1 9 	 6 . 4 3 	 1 3 7 1 . 3 5 	 2 8 . 7 5 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 9 3 	 4 1 0 7 . 3 1 	 6 3 2 	 2 . 1 1 	 6 . 5 0 	 1 1 5 9 . 0 4 	 3 9 . 6 5 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 3 0   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 9 4 	 6 2 6 . 3 3 	 1 8 9 	 1 . 8 8 	 3 . 3 1 	 8 4 5 . 4 1 	 5 5 . 1 0 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 9 5 	 1 1 1 7 . 5 2 	 1 5 9 	 2 . 1 8 	 7 . 0 3 	 1 7 1 9 . 6 9 	 8 6 . 6 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 9 6 	 4 5 3 1 . 2 3 	 6 3 2 	 2 . 5 9 	 7 . 1 7 	 1 3 4 7 . 7 3 	 3 6 . 7 1 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 8   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 9 7 	 4 5 2 3 . 6 8 	 6 7 5 	 1 . 9 6 	 6 . 7 0 	 1 9 1 7 . 2 9 	 4 2 . 3 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 9 8 	 4 3 2 8 . 8 0 	 6 8 6 	 1 . 9 3 	 6 . 3 1 	 1 2 1 9 . 8 5 	 5 4 . 8 5 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 5 9 9 	 9 3 6 . 2 3 	 5 1 6 	 1 . 6 3 	 1 . 8 1 	 1 5 7 2 . 4 6 	 8 5 . 4 7 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 3   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 0 0 	 4 8 5 9 . 3 4 	 4 8 1 	 2 . 6 2 	 1 0 . 1 0 	 2 9 4 3 . 2 9 	 5 8 . 3 4 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 2   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 0 1 	 6 1 5 7 . 3 5 	 6 9 7 	 2 . 9 4 	 8 . 8 3 	 1 2 8 5 . 1 1 	 5 5 . 6 5 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 8 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 0 2 	 4 9 5 7 . 7 8 	 6 3 8 	 2 . 4 0 	 7 . 7 7 	 8 0 9 . 8 8 	 2 8 . 6 0 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 0 3 	 3 9 6 4 . 9 2 	 7 1 0 	 2 . 2 1 	 5 . 5 8 	 9 2 7 . 7 1 	 3 2 . 9 9 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 0 4 	 4 3 7 3 . 6 1 	 6 1 2 	 2 . 2 3 	 7 . 1 5 	 1 3 4 7 . 7 3 	 3 6 . 7 1 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 8   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 2 4   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 0 5 	 4 9 1 5 . 4 6 	 6 2 2 	 2 . 3 0 	 7 . 9 0 	 8 4 0 . 1 3 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 0 6 	 3 3 2 . 4 8 	 1 9 5 	 1 . 4 4 	 1 . 7 1 	 7 3 4 . 4 6 	 5 6 . 7 4 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 4   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 4   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 0 7 	 9 1 1 8 . 7 1 	 6 7 0 	 2 . 5 1 	 1 3 . 6 1 	 1 6 0 2 . 9 7 	 4 7 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 0 8 	 5 0 4 3 . 0 2 	 7 1 6 	 1 . 7 5 	 7 . 0 4 	 1 8 8 6 . 9 6 	 4 8 . 0 8 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 0 9 	 4 5 2 9 . 3 5 	 4 9 0 	 2 . 4 5 	 9 . 2 4 	 2 5 1 3 . 7 7 	 5 4 . 8 4 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 9   	 P i p S t e p = 3 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 1 0 	 4 1 4 2 . 8 1 	 4 8 8 	 2 . 1 6 	 8 . 4 9 	 2 0 7 1 . 7 4 	 4 4 . 6 8 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 1 1 	 5 0 0 6 . 4 2 	 6 9 9 	 2 . 2 1 	 7 . 1 6 	 1 2 1 9 . 8 5 	 5 2 . 5 5 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 5   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 8 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 1 2 	 4 4 3 5 . 6 1 	 7 6 5 	 1 . 8 1 	 5 . 8 0 	 1 6 4 1 . 0 4 	 4 1 . 9 0 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 3 0   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 1 3 	 4 8 6 3 . 9 0 	 5 2 1 	 1 . 9 1 	 9 . 3 4 	 2 8 9 4 . 4 1 	 5 6 . 3 0 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 1 4 	 3 3 4 7 . 6 5 	 8 6 3 	 1 . 9 8 	 3 . 8 8 	 1 0 1 6 . 8 8 	 4 7 . 7 3 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 1 5 	 4 4 9 2 . 9 3 	 6 5 9 	 2 . 1 6 	 6 . 8 2 	 7 5 2 . 5 2 	 3 0 . 6 7 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 1 6 	 1 0 2 5 . 3 3 	 1 5 1 	 2 . 0 0 	 6 . 7 9 	 1 0 2 6 . 9 4 	 5 9 . 0 4 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 1 7 	 1 1 7 4 . 0 4 	 5 4 	 2 . 8 0 	 2 1 . 7 4 	 1 6 5 8 . 1 7 	 9 5 . 9 4 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 6   	 S e c o n d P r o f i t P e r s e n t = 6 8   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 1 8 	 4 4 8 5 . 2 5 	 4 6 7 	 2 . 6 5 	 9 . 6 0 	 1 8 7 7 . 5 7 	 6 3 . 5 6 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 2   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 1 9 	 4 2 4 2 . 5 7 	 4 7 3 	 2 . 4 5 	 8 . 9 7 	 1 1 5 2 . 7 5 	 3 4 . 4 4 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 2 0 	 4 5 2 8 . 4 5 	 7 7 3 	 1 . 8 2 	 5 . 8 6 	 1 6 4 1 . 0 4 	 4 1 . 6 7 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 3 0   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 2 1 	 3 9 7 3 . 4 7 	 6 3 3 	 2 . 1 1 	 6 . 2 8 	 1 0 6 0 . 5 6 	 4 1 . 1 9 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 6   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 2 2 	 3 5 6 6 . 9 7 	 5 7 8 	 2 . 2 0 	 6 . 1 7 	 6 6 3 . 6 0 	 3 5 . 5 1 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 2 3 	 7 1 0 9 . 1 5 	 7 0 8 	 2 . 3 9 	 1 0 . 0 4 	 1 6 2 8 . 9 0 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 2 4 	 3 9 3 9 . 0 3 	 5 8 1 	 2 . 2 9 	 6 . 7 8 	 2 5 1 3 . 7 7 	 6 4 . 4 7 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 9   	 P i p S t e p = 3 0   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 8 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 2 5 	 3 9 1 6 . 6 3 	 6 8 1 	 2 . 2 9 	 5 . 7 5 	 1 4 6 7 . 0 4 	 6 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 0   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 2 6 	 4 5 2 5 . 4 3 	 6 1 6 	 2 . 1 9 	 7 . 3 5 	 8 4 0 . 1 3 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 2 7 	 3 0 7 8 . 1 0 	 5 4 8 	 2 . 0 6 	 5 . 6 2 	 1 1 2 5 . 9 0 	 3 0 . 5 1 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 0   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 2 8 	 3 5 1 2 . 9 5 	 6 3 9 	 2 . 0 0 	 5 . 5 0 	 2 5 1 3 . 7 7 	 6 0 . 5 2 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 2 9 	 7 9 6 7 . 0 8 	 7 0 2 	 2 . 6 1 	 1 1 . 3 5 	 1 5 8 5 . 3 6 	 3 9 . 0 1 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 3 0 	 1 0 3 1 . 3 9 	 1 5 1 	 2 . 0 1 	 6 . 8 3 	 1 0 2 6 . 9 4 	 5 8 . 8 3 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 3 1 	 4 3 7 3 . 3 1 	 6 5 3 	 2 . 1 3 	 6 . 7 0 	 7 5 2 . 5 2 	 3 0 . 6 7 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 3 2 	 4 2 9 7 . 1 5 	 4 7 2 	 2 . 2 8 	 9 . 1 0 	 2 9 7 5 . 9 4 	 6 2 . 3 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 2 4   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 3 3 	 4 2 4 3 . 3 2 	 6 7 2 	 2 . 0 2 	 6 . 3 1 	 1 4 8 3 . 5 4 	 3 9 . 7 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 3 4 	 3 5 8 6 . 1 9 	 8 7 4 	 2 . 0 7 	 4 . 1 0 	 1 0 1 6 . 8 8 	 4 7 . 7 3 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 3 5 	 5 2 2 3 . 5 1 	 5 0 5 	 2 . 6 6 	 1 0 . 3 4 	 2 8 9 4 . 4 1 	 5 7 . 2 4 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 0   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 3 6 	 1 8 2 . 1 3 	 1 9 	 2 . 4 2 	 9 . 5 9 	 9 3 1 . 4 8 	 8 5 . 3 0 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 5   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 3 7 	 3 2 0 9 . 6 4 	 5 7 7 	 2 . 0 9 	 5 . 5 6 	 2 4 1 6 . 7 7 	 6 1 . 1 3 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 3   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 3 8 	 5 7 6 0 . 3 6 	 5 7 1 	 2 . 3 5 	 1 0 . 0 9 	 1 4 3 4 . 7 6 	 3 9 . 1 1 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 7   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 3 9 	 2 5 6 6 . 2 3 	 3 0 2 	 2 . 3 7 	 8 . 5 0 	 3 0 5 0 . 2 9 	 8 8 . 8 1 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 9   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 4 0 	 4 3 7 2 . 0 4 	 6 5 4 	 2 . 2 2 	 6 . 6 9 	 8 7 1 . 7 4 	 3 7 . 7 3 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 3 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 4 1 	 1 4 7 2 . 6 4 	 2 3 1 	 2 . 2 5 	 6 . 3 8 	 1 6 4 1 . 0 4 	 7 4 . 3 6 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 1   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 4 2 	 4 2 2 7 . 6 3 	 4 6 9 	 2 . 4 5 	 9 . 0 1 	 1 1 5 2 . 7 5 	 3 4 . 3 2 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 4 3 	 4 4 6 6 . 3 4 	 4 7 8 	 2 . 5 3 	 9 . 3 4 	 2 0 3 5 . 6 4 	 4 1 . 7 7 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 3 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 4 4 	 2 6 4 . 6 7 	 1 8 	 2 . 4 7 	 1 4 . 7 0 	 7 0 3 . 0 6 	 6 6 . 6 5 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 4 5 	 4 6 7 2 . 1 0 	 4 7 5 	 2 . 9 0 	 9 . 8 4 	 2 7 0 8 . 7 0 	 5 8 . 1 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 8 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 4 6 	 5 1 5 2 . 2 2 	 6 6 2 	 2 . 0 1 	 7 . 7 8 	 1 3 5 1 . 6 7 	 4 2 . 1 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 4 7 	 3 1 6 7 . 3 2 	 4 6 2 	 2 . 2 9 	 6 . 8 6 	 1 6 6 7 . 8 0 	 6 3 . 3 3 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 4 8 	 4 6 6 9 . 8 8 	 6 9 8 	 2 . 1 8 	 6 . 6 9 	 1 2 1 9 . 8 5 	 5 4 . 4 3 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 5   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 8 4   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 4 9 	 3 4 9 9 . 0 6 	 4 6 6 	 2 . 4 3 	 7 . 5 1 	 1 6 0 9 . 7 8 	 4 6 . 5 4 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 9   	 P i p S t e p = 3 0   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 5 0 	 6 9 4 8 . 6 4 	 7 1 3 	 2 . 5 8 	 9 . 7 5 	 1 1 9 3 . 2 6 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 5 1 	 7 2 3 . 5 6 	 1 7 5 	 2 . 3 5 	 4 . 1 3 	 8 0 9 . 9 5 	 5 7 . 3 3 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 5 2 	 1 8 3 . 3 9 	 1 9 	 2 . 4 4 	 9 . 6 5 	 9 3 1 . 4 8 	 8 5 . 2 0 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 5 3 	 3 5 2 . 4 8 	 1 8 7 	 1 . 5 5 	 1 . 8 8 	 1 1 5 2 . 0 2 	 8 5 . 1 2 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 8   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 5 4 	 4 9 9 . 9 5 	 6 1 0 	 1 . 3 1 	 0 . 8 2 	 7 6 2 . 6 2 	 5 1 . 8 9 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 5 5 	 5 0 0 0 . 5 2 	 4 7 3 	 2 . 6 7 	 1 0 . 5 7 	 1 6 6 7 . 8 0 	 4 7 . 6 5 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 0   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 5 6 	 4 3 6 8 . 9 1 	 4 8 8 	 2 . 2 3 	 8 . 9 5 	 2 3 5 6 . 5 3 	 4 7 . 8 2 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 5 7 	 4 3 9 4 . 9 6 	 6 5 8 	 2 . 3 4 	 6 . 6 8 	 8 2 3 . 3 2 	 4 6 . 6 8 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 5 8 	 9 2 8 3 . 9 8 	 6 7 9 	 2 . 5 0 	 1 3 . 6 7 	 1 6 0 2 . 9 7 	 4 7 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 5 9 	 4 1 9 0 . 4 1 	 4 9 2 	 2 . 3 0 	 8 . 5 2 	 2 5 1 3 . 7 7 	 5 3 . 1 9 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 0   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 6 0 	 4 6 4 2 . 3 3 	 6 9 9 	 2 . 1 5 	 6 . 6 4 	 1 2 1 9 . 8 5 	 5 2 . 5 5 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 5   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 3 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 6 1 	 4 3 3 3 . 6 7 	 5 0 1 	 2 . 3 4 	 8 . 6 5 	 2 8 9 4 . 4 1 	 5 9 . 3 7 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 0   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 6 2 	 8 7 . 8 0 	 4 6 	 1 . 3 2 	 1 . 9 1 	 9 3 7 . 9 6 	 8 9 . 0 0 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 5   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 6 3 	 6 0 2 1 . 2 9 	 4 6 3 	 2 . 9 6 	 1 3 . 0 0 	 2 9 2 8 . 6 8 	 5 2 . 4 2 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 6 4 	 4 1 2 . 4 7 	 5 8 3 	 1 . 3 0 	 0 . 7 1 	 7 6 2 . 8 0 	 5 2 . 1 5 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 6 5 	 4 1 6 8 . 1 6 	 4 7 7 	 2 . 6 7 	 8 . 7 4 	 2 7 0 8 . 7 0 	 5 8 . 7 2 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 4 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 6 6 	 6 7 9 8 . 9 0 	 6 3 7 	 2 . 4 4 	 1 0 . 6 7 	 1 7 1 7 . 5 4 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 6 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 6 7 	 3 2 0 . 9 1 	 4 8 6 	 1 . 2 9 	 0 . 6 6 	 6 5 0 . 7 9 	 6 1 . 7 9 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 6 8 	 5 8 8 4 . 1 1 	 6 8 9 	 2 . 3 4 	 8 . 5 4 	 1 5 7 6 . 1 1 	 4 1 . 9 9 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 6 9 	 5 3 3 4 . 7 8 	 7 2 0 	 2 . 1 1 	 7 . 4 1 	 1 1 9 3 . 2 6 	 5 5 . 6 1 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 7 0 	 4 9 1 3 . 6 7 	 4 7 4 	 2 . 6 6 	 1 0 . 3 7 	 1 6 6 7 . 8 0 	 4 7 . 6 8 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 0   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 7 1 	 9 4 3 1 . 1 1 	 6 9 5 	 2 . 6 0 	 1 3 . 5 7 	 1 9 4 2 . 8 0 	 3 5 . 8 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 7 2 	 5 2 4 0 . 0 1 	 9 0 7 	 2 . 2 9 	 5 . 7 8 	 1 6 2 9 . 3 2 	 4 7 . 7 3 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 7 3 	 3 7 8 9 . 4 8 	 4 6 8 	 2 . 3 3 	 8 . 1 0 	 1 1 6 7 . 9 3 	 3 9 . 3 7 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 7 4 	 8 6 0 . 6 7 	 1 5 1 	 1 . 8 0 	 5 . 7 0 	 1 0 2 6 . 9 4 	 5 8 . 8 3 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 7 5 	 1 8 4 . 4 6 	 2 0 	 1 . 8 7 	 9 . 2 2 	 6 5 3 . 3 1 	 6 0 . 1 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 7 6 	 8 1 4 2 . 2 8 	 7 0 2 	 2 . 2 3 	 1 1 . 6 0 	 1 5 8 5 . 3 6 	 4 1 . 2 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 7 7 	 4 6 4 7 . 4 2 	 6 1 1 	 2 . 2 8 	 7 . 6 1 	 8 4 0 . 1 3 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 7 8 	 3 3 0 1 . 9 4 	 5 4 2 	 2 . 0 8 	 6 . 0 9 	 8 5 5 . 5 3 	 3 7 . 0 4 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 9   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 7 9 	 1 9 4 3 . 3 8 	 1 9 0 	 3 . 2 2 	 1 0 . 2 3 	 2 2 3 1 . 6 9 	 8 3 . 9 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 8 0 	 4 9 4 3 . 5 2 	 7 1 9 	 2 . 1 3 	 6 . 8 8 	 1 2 8 1 . 2 1 	 5 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 5   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 8 1 	 8 2 3 9 . 8 0 	 6 9 8 	 2 . 4 8 	 1 1 . 8 0 	 1 9 0 6 . 4 4 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 8 2 	 3 0 5 0 . 7 5 	 5 2 5 	 2 . 2 0 	 5 . 8 1 	 6 5 4 . 3 2 	 3 3 . 3 6 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 8 3 	 4 6 8 8 . 6 7 	 7 0 9 	 1 . 7 5 	 6 . 6 1 	 1 8 8 6 . 9 6 	 4 8 . 2 4 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 8 4 	 4 8 6 9 . 9 1 	 5 2 2 	 1 . 9 1 	 9 . 3 3 	 2 8 9 4 . 4 1 	 5 6 . 2 8 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 8 5 	 9 5 4 . 8 8 	 9 6 5 	 1 . 5 3 	 0 . 9 9 	 3 0 7 . 9 8 	 2 4 . 9 9 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 8 6 	 4 5 2 9 . 3 7 	 4 6 1 	 2 . 6 9 	 9 . 8 3 	 1 8 7 7 . 5 7 	 6 3 . 5 6 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 0   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 8 7 	 8 9 6 5 . 3 4 	 6 6 2 	 2 . 7 6 	 1 3 . 5 4 	 1 6 0 2 . 9 7 	 3 6 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 8 8 	 3 5 9 1 . 4 7 	 5 4 7 	 2 . 2 7 	 6 . 5 7 	 1 7 6 3 . 5 0 	 4 0 . 8 8 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 8 9 	 4 3 6 8 . 9 5 	 4 9 4 	 2 . 3 1 	 8 . 8 4 	 2 8 9 4 . 4 1 	 5 9 . 0 9 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 0   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 9 0 	 4 1 2 1 . 8 9 	 4 8 6 	 2 . 3 1 	 8 . 4 8 	 2 5 1 3 . 7 7 	 5 3 . 7 1 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 0   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 9 1 	 9 7 0 3 . 6 5 	 6 9 4 	 2 . 5 9 	 1 3 . 9 8 	 1 9 4 2 . 8 0 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 9 2 	 1 4 2 . 2 7 	 1 7 	 1 . 7 0 	 8 . 3 7 	 9 3 5 . 4 4 	 8 7 . 7 3 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 7   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 9 3 	 2 1 6 4 . 0 4 	 2 2 8 	 2 . 2 7 	 9 . 4 9 	 1 9 0 6 . 4 4 	 6 7 . 0 7 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 6 4   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 9 4 	 6 0 7 4 . 3 6 	 7 3 8 	 2 . 1 1 	 8 . 2 3 	 1 5 8 3 . 6 6 	 4 8 . 4 2 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 5   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 4 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 9 5 	 5 0 1 3 . 3 9 	 6 7 7 	 2 . 2 2 	 7 . 4 1 	 1 1 2 1 . 8 9 	 4 4 . 4 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 9 6 	 7 9 6 5 . 0 4 	 6 9 5 	 2 . 5 5 	 1 1 . 4 6 	 1 5 8 5 . 3 6 	 3 9 . 0 1 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 9 7 	 6 0 6 4 . 6 3 	 8 6 9 	 2 . 1 8 	 6 . 9 8 	 1 1 7 7 . 5 4 	 3 9 . 4 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 9 8 	 4 8 3 7 . 8 8 	 7 2 7 	 2 . 2 3 	 6 . 6 5 	 1 3 7 1 . 3 5 	 2 8 . 4 1 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 6 9 9 	 3 4 5 3 . 1 0 	 4 9 5 	 2 . 2 4 	 6 . 9 8 	 2 5 4 3 . 0 4 	 6 8 . 8 9 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 3 2   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 0 0 	 6 5 8 3 . 6 3 	 6 4 7 	 2 . 5 7 	 1 0 . 1 8 	 1 8 7 7 . 5 5 	 5 9 . 1 6 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 4   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 0 1 	 8 3 8 4 . 8 0 	 6 9 4 	 2 . 5 6 	 1 2 . 0 8 	 1 9 1 5 . 8 8 	 5 1 . 9 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 0 2 	 4 9 5 . 5 5 	 4 8 2 	 1 . 4 9 	 1 . 0 3 	 1 2 4 5 . 7 4 	 8 1 . 9 6 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 0 3 	 4 9 8 8 . 4 7 	 4 8 8 	 2 . 7 4 	 1 0 . 2 2 	 2 8 9 4 . 4 1 	 5 5 . 7 9 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 6 4   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 0 4 	 3 8 7 3 . 5 8 	 7 0 9 	 2 . 1 2 	 5 . 4 6 	 1 0 3 1 . 0 4 	 3 2 . 9 9 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 0 5 	 6 6 5 8 . 3 4 	 7 2 7 	 2 . 4 9 	 9 . 1 6 	 1 1 9 3 . 2 6 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 0 6 	 6 7 9 8 . 9 7 	 7 0 2 	 2 . 5 3 	 9 . 6 9 	 1 9 0 6 . 4 4 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 0 7 	 5 4 4 1 . 3 3 	 6 6 1 	 2 . 2 1 	 8 . 2 3 	 1 0 8 9 . 0 4 	 4 4 . 4 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 3   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 0 8 	 4 4 8 9 . 2 0 	 6 3 8 	 2 . 3 1 	 7 . 0 4 	 8 4 0 . 1 3 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 0 9 	 4 5 6 6 . 9 5 	 4 9 7 	 2 . 6 0 	 9 . 1 9 	 2 8 9 4 . 4 1 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 1 0 	 5 4 2 6 . 9 6 	 4 6 9 	 2 . 9 3 	 1 1 . 5 7 	 1 6 6 7 . 8 0 	 4 7 . 6 7 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 0   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 1 1 	 4 9 5 8 . 1 8 	 6 4 6 	 2 . 0 4 	 7 . 6 8 	 1 5 1 3 . 6 9 	 3 4 . 7 7 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 1 2 	 4 6 2 8 . 4 5 	 4 7 4 	 2 . 9 2 	 9 . 7 6 	 2 7 0 8 . 7 0 	 5 8 . 7 2 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 8 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 1 3 	 5 7 2 5 . 7 7 	 6 7 2 	 1 . 9 3 	 8 . 5 2 	 1 8 8 6 . 9 6 	 3 7 . 4 7 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 1 4 	 4 5 7 0 . 8 7 	 6 2 2 	 2 . 1 4 	 7 . 3 5 	 1 7 3 4 . 0 4 	 4 3 . 8 0 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 1 5 	 3 6 5 8 . 6 3 	 5 3 6 	 2 . 1 8 	 6 . 8 3 	 1 6 0 9 . 7 8 	 3 6 . 8 2 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 3 . 3   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 1 6 	 5 3 3 0 . 5 6 	 6 7 3 	 2 . 3 0 	 7 . 9 2 	 1 0 8 0 . 4 1 	 4 6 . 9 6 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 1 7 	 1 0 9 1 . 3 6 	 1 6 8 	 1 . 8 8 	 6 . 5 0 	 1 3 7 6 . 3 1 	 7 0 . 0 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 1 8 	 6 0 3 . 5 0 	 2 7 3 	 1 . 6 0 	 2 . 2 1 	 8 1 7 . 5 8 	 5 3 . 6 0 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 1 9 	 6 7 1 7 . 0 7 	 6 8 6 	 2 . 5 3 	 9 . 7 9 	 1 9 0 6 . 4 4 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 2 0 	 7 1 8 7 . 6 5 	 6 6 6 	 2 . 3 6 	 1 0 . 7 9 	 1 3 6 8 . 3 1 	 2 9 . 3 0 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 2 1 	 4 4 0 3 . 4 2 	 6 6 3 	 1 . 9 6 	 6 . 6 4 	 1 2 5 0 . 0 3 	 4 1 . 6 3 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 6   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 2 2 	 6 3 1 5 . 3 3 	 7 4 3 	 1 . 9 5 	 8 . 5 0 	 2 0 4 8 . 7 2 	 3 8 . 0 7 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 5   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 2 3 	 4 1 8 0 . 2 8 	 7 2 4 	 2 . 2 7 	 5 . 7 7 	 1 0 6 5 . 4 7 	 3 2 . 9 9 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 8 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 2 4 	 5 7 0 3 . 5 0 	 6 3 5 	 2 . 4 0 	 8 . 9 8 	 8 2 9 . 6 0 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 2 5 	 5 5 6 2 . 5 4 	 5 7 2 	 2 . 7 9 	 9 . 7 2 	 2 5 1 3 . 7 7 	 4 4 . 3 7 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 2 6 	 4 4 0 2 . 5 7 	 5 8 7 	 2 . 3 0 	 7 . 5 0 	 8 7 3 . 9 5 	 4 1 . 9 1 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 6 4   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 2 7 	 1 5 0 . 8 5 	 1 9 	 2 . 0 8 	 7 . 9 4 	 9 3 1 . 4 8 	 8 5 . 2 0 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 2 8 	 4 9 5 2 . 0 8 	 9 0 6 	 2 . 1 4 	 5 . 4 7 	 1 4 4 2 . 1 2 	 3 8 . 5 6 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 2 9 	 4 7 0 4 . 6 7 	 7 0 4 	 1 . 7 4 	 6 . 6 8 	 1 8 8 6 . 9 6 	 4 8 . 2 4 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 3 0 	 4 8 9 4 . 1 0 	 4 7 6 	 2 . 6 9 	 1 0 . 2 8 	 2 9 4 3 . 2 9 	 5 8 . 7 2 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 2   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 3 1 	 5 2 4 9 . 5 3 	 4 7 7 	 2 . 8 3 	 1 1 . 0 1 	 2 9 5 7 . 8 8 	 5 8 . 3 4 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 6 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 3 2 	 4 3 8 6 . 6 0 	 6 4 3 	 2 . 3 2 	 6 . 8 2 	 8 4 0 . 1 3 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 3 3 	 5 4 1 0 . 9 8 	 6 5 8 	 2 . 1 2 	 8 . 2 2 	 1 7 1 6 . 0 3 	 4 4 . 4 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 3 4 	 4 4 9 7 . 7 3 	 6 2 4 	 2 . 2 2 	 7 . 2 1 	 8 4 0 . 1 3 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 3 5 	 6 6 1 7 . 1 3 	 7 0 8 	 2 . 4 8 	 9 . 3 5 	 1 1 9 3 . 2 6 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 3 6 	 6 5 . 4 0 	 2 8 	 1 . 3 6 	 2 . 3 4 	 8 0 2 . 1 6 	 7 7 . 5 1 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 3 7 	 3 7 3 0 . 8 3 	 6 1 0 	 1 . 9 9 	 6 . 1 2 	 1 4 3 6 . 5 7 	 4 7 . 1 5 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 3 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 3 8 	 4 3 0 2 . 1 7 	 6 5 2 	 2 . 2 8 	 6 . 6 0 	 8 7 1 . 7 4 	 4 5 . 5 8 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 3 9 	 5 3 2 5 . 8 8 	 9 0 8 	 2 . 1 8 	 5 . 8 7 	 2 1 2 9 . 6 0 	 5 3 . 2 8 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 4 0 	 4 5 5 4 . 5 2 	 6 2 1 	 2 . 1 8 	 7 . 3 3 	 8 4 0 . 1 3 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 4 1 	 4 8 3 4 . 6 7 	 7 2 7 	 1 . 7 2 	 6 . 6 5 	 1 8 8 6 . 9 6 	 4 8 . 2 1 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 4 2 	 1 4 6 7 . 4 6 	 1 7 8 	 2 . 7 2 	 8 . 2 4 	 2 0 3 8 . 5 8 	 8 3 . 1 0 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 1   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 4 3 	 9 0 2 2 . 6 5 	 6 6 9 	 2 . 8 5 	 1 3 . 4 9 	 2 0 8 9 . 1 6 	 3 0 . 3 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 4 4 	 6 5 0 0 . 3 5 	 6 2 8 	 2 . 3 9 	 1 0 . 3 5 	 2 1 8 0 . 1 5 	 3 8 . 2 0 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 6 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 4 5 	 4 0 5 . 7 3 	 2 6 4 	 1 . 6 3 	 1 . 5 4 	 4 7 6 . 1 4 	 3 6 . 5 2 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 5   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 4 2   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 4 6 	 6 6 2 9 . 2 7 	 6 8 3 	 2 . 6 2 	 9 . 7 1 	 1 9 0 6 . 4 4 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 4 7 	 6 6 5 9 . 4 0 	 7 2 4 	 2 . 4 8 	 9 . 2 0 	 1 1 9 3 . 2 6 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 4 8 	 6 5 7 6 . 3 7 	 7 0 8 	 2 . 5 0 	 9 . 2 9 	 1 1 9 3 . 2 6 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 4 9 	 4 7 7 0 . 3 8 	 6 2 8 	 2 . 2 7 	 7 . 6 0 	 8 4 0 . 1 3 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 5 0 	 5 2 4 8 . 0 1 	 7 1 2 	 1 . 8 0 	 7 . 3 7 	 1 8 8 6 . 9 6 	 4 7 . 8 3 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 5 1 	 2 5 2 . 8 1 	 2 1 	 1 . 9 6 	 1 2 . 0 4 	 9 0 7 . 4 2 	 7 8 . 7 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 5 2 	 1 3 2 5 . 2 5 	 1 6 2 	 2 . 2 7 	 8 . 1 8 	 1 1 5 9 . 9 4 	 5 9 . 4 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 5 3 	 4 5 8 5 . 5 3 	 6 9 8 	 2 . 1 6 	 6 . 5 7 	 1 2 1 9 . 8 5 	 5 2 . 5 5 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 5   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 5 4 	 4 9 5 7 . 7 8 	 6 3 8 	 2 . 4 0 	 7 . 7 7 	 8 0 9 . 8 8 	 2 8 . 6 0 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 5 5 	 4 6 7 1 . 8 8 	 5 1 2 	 2 . 0 3 	 9 . 1 2 	 2 8 9 4 . 4 1 	 5 8 . 6 2 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 5 6 	 2 3 7 . 5 8 	 2 0 	 2 . 7 7 	 1 1 . 8 8 	 9 5 3 . 4 3 	 8 7 . 9 8 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 5 7 	 7 3 9 3 . 9 0 	 6 4 0 	 2 . 4 4 	 1 1 . 5 5 	 3 5 6 6 . 1 5 	 6 1 . 3 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 9   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 5 8 	 4 0 0 5 . 3 1 	 7 2 1 	 2 . 2 1 	 5 . 5 6 	 9 2 7 . 7 1 	 3 2 . 9 9 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 5 9 	 5 6 9 4 . 3 5 	 6 8 0 	 2 . 3 7 	 8 . 3 7 	 1 4 8 3 . 5 4 	 3 4 . 9 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 6 0 	 5 2 8 7 . 4 3 	 6 1 8 	 2 . 1 7 	 8 . 5 6 	 1 7 1 7 . 5 4 	 3 7 . 0 9 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 6 1 	 4 0 7 1 . 0 1 	 6 1 9 	 2 . 6 3 	 6 . 5 8 	 7 6 3 . 0 7 	 3 6 . 7 1 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 8   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 3   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 6 2 	 5 0 5 4 . 1 6 	 4 7 1 	 2 . 7 5 	 1 0 . 7 3 	 4 3 6 0 . 5 2 	 8 3 . 6 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 6 3 	 3 1 9 2 . 4 7 	 4 5 7 	 2 . 2 1 	 6 . 9 9 	 1 6 6 7 . 8 0 	 6 3 . 5 6 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 0   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 6 4 	 4 5 4 4 . 6 4 	 5 0 4 	 2 . 4 0 	 9 . 0 2 	 2 9 5 7 . 8 8 	 6 1 . 5 1 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 0   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 6 5 	 4 2 3 8 . 6 8 	 6 6 5 	 2 . 1 0 	 6 . 3 7 	 1 4 8 3 . 5 4 	 4 1 . 4 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 6 6 	 5 6 3 3 . 9 2 	 6 4 1 	 2 . 3 6 	 8 . 7 9 	 8 2 9 . 6 0 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 6 7 	 6 8 3 6 . 8 1 	 7 0 2 	 2 . 5 3 	 9 . 7 4 	 1 9 0 6 . 4 4 	 5 6 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 6 8 	 6 7 1 4 . 3 1 	 6 9 9 	 2 . 4 9 	 9 . 6 1 	 1 1 9 3 . 2 6 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 6 9 	 6 0 2 7 . 0 8 	 6 7 2 	 1 . 9 8 	 8 . 9 7 	 1 6 7 8 . 0 2 	 3 8 . 1 0 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 7 0 	 6 8 2 5 . 7 9 	 7 3 4 	 2 . 2 9 	 9 . 3 0 	 1 7 0 4 . 8 1 	 3 2 . 5 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 2   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 7 1 	 6 0 1 8 . 2 5 	 6 9 1 	 2 . 8 1 	 8 . 7 1 	 1 2 8 5 . 1 1 	 5 5 . 6 5 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 2   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 6 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 7 2 	 5 3 6 6 . 2 7 	 7 0 6 	 2 . 1 7 	 7 . 6 0 	 1 2 1 9 . 8 5 	 4 9 . 6 0 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 5   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 4 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 7 3 	 4 7 3 1 . 6 0 	 7 2 4 	 2 . 2 0 	 6 . 5 4 	 1 3 7 1 . 3 5 	 2 8 . 8 4 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 7 4 	 1 7 9 . 9 9 	 2 1 	 1 . 6 4 	 8 . 5 7 	 7 5 5 . 2 7 	 6 7 . 7 1 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 2 4   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 7 5 	 3 8 2 8 . 1 3 	 7 0 9 	 2 . 0 1 	 5 . 4 0 	 1 2 0 7 . 6 2 	 2 9 . 6 3 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 7 6 	 8 8 3 4 . 1 7 	 6 4 6 	 2 . 6 7 	 1 3 . 6 8 	 1 6 2 0 . 7 0 	 3 6 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 7 7 	 4 1 0 1 . 2 7 	 7 3 3 	 2 . 2 2 	 5 . 6 0 	 1 0 3 1 . 0 4 	 3 2 . 9 9 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 0   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 7 8 	 4 7 2 3 . 4 5 	 6 8 3 	 2 . 2 1 	 6 . 9 2 	 1 1 2 1 . 8 9 	 4 4 . 4 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 7 9 	 7 4 7 . 8 8 	 2 8 8 	 1 . 7 6 	 2 . 6 0 	 5 7 8 . 0 8 	 3 4 . 3 9 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 1 4   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 8 0 	 2 1 6 4 . 2 7 	 1 8 1 	 3 . 9 1 	 1 1 . 9 6 	 2 1 9 9 . 9 4 	 7 7 . 5 8 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 8 1 	 4 8 4 8 . 3 7 	 6 4 3 	 2 . 2 2 	 7 . 5 4 	 1 6 7 8 . 0 2 	 4 5 . 5 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 3 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 8 2 	 4 8 1 8 . 3 9 	 7 1 1 	 2 . 2 7 	 6 . 7 8 	 1 5 9 9 . 2 0 	 4 5 . 5 0 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 2 4   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 8 3 	 4 5 9 6 . 0 3 	 6 7 5 	 2 . 0 6 	 6 . 8 1 	 2 0 7 9 . 0 5 	 4 6 . 1 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 8 4 	 4 3 5 1 . 7 7 	 6 6 3 	 2 . 1 5 	 6 . 5 6 	 8 2 3 . 3 2 	 4 6 . 6 8 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 3 . 3   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 8 5 	 3 9 9 5 . 6 4 	 7 2 8 	 2 . 1 8 	 5 . 4 9 	 1 0 3 1 . 0 4 	 3 2 . 9 9 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 8 6 	 7 0 3 . 8 1 	 5 2 0 	 1 . 6 3 	 1 . 3 5 	 1 2 0 1 . 3 7 	 6 8 . 5 2 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 8 7 	 4 4 5 1 . 5 0 	 4 5 2 	 2 . 6 2 	 9 . 8 5 	 1 8 7 7 . 5 7 	 6 4 . 7 4 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 8 8 	 4 4 5 . 0 1 	 1 7 6 	 1 . 5 6 	 2 . 5 3 	 1 1 0 9 . 0 6 	 7 8 . 1 2 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 8 9 	 4 7 0 2 . 8 7 	 7 2 2 	 1 . 7 5 	 6 . 5 1 	 1 8 8 6 . 9 6 	 4 8 . 2 4 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 9 0 	 5 2 4 9 . 4 5 	 5 5 5 	 2 . 4 0 	 9 . 4 6 	 1 8 5 1 . 3 7 	 4 6 . 0 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 7   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 9 1 	 5 0 6 9 . 4 9 	 6 7 7 	 2 . 2 5 	 7 . 4 9 	 1 1 2 1 . 8 9 	 4 4 . 4 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 9 2 	 5 0 5 4 . 1 5 	 4 7 1 	 2 . 7 5 	 1 0 . 7 3 	 4 3 6 0 . 5 2 	 8 3 . 6 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 9 3 	 4 3 1 6 . 0 6 	 7 3 0 	 2 . 2 7 	 5 . 9 1 	 8 0 0 . 3 3 	 3 2 . 9 9 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 3   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 9 4 	 4 6 9 8 . 3 1 	 6 3 6 	 2 . 2 8 	 7 . 3 9 	 8 7 1 . 7 4 	 4 5 . 5 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 8 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 9 5 	 4 9 3 7 . 4 9 	 5 3 8 	 2 . 3 0 	 9 . 1 8 	 2 2 5 7 . 7 8 	 6 6 . 4 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 9   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 9 6 	 4 0 4 2 . 6 7 	 6 1 5 	 2 . 2 6 	 6 . 5 7 	 9 4 6 . 7 2 	 3 8 . 3 8 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 6   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 9 7 	 4 5 6 2 . 5 1 	 6 1 9 	 2 . 6 2 	 7 . 3 7 	 1 3 4 7 . 7 3 	 3 6 . 7 1 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 8   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 9 8 	 4 3 6 7 . 2 5 	 6 1 8 	 2 . 2 7 	 7 . 0 7 	 7 5 2 . 5 2 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 6 4   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 7 9 9 	 6 0 1 0 . 8 0 	 6 9 8 	 2 . 0 7 	 8 . 6 1 	 1 1 1 8 . 6 0 	 3 2 . 6 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 0 0 	 3 8 5 6 . 8 8 	 6 5 9 	 2 . 1 0 	 5 . 8 5 	 7 3 4 . 2 1 	 3 7 . 7 5 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 0 1 	 6 0 9 8 . 2 4 	 6 7 9 	 2 . 9 3 	 8 . 9 8 	 1 2 8 5 . 1 1 	 5 5 . 6 5 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 8 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 0 2 	 5 6 0 8 . 2 3 	 7 0 0 	 2 . 2 9 	 8 . 0 1 	 8 5 5 . 3 6 	 4 1 . 2 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 0 3 	 4 6 1 4 . 3 4 	 6 8 0 	 1 . 9 9 	 6 . 7 9 	 1 9 1 7 . 2 9 	 4 2 . 3 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 0 4 	 4 8 2 6 . 1 7 	 6 8 0 	 2 . 2 0 	 7 . 1 0 	 1 1 2 1 . 8 9 	 4 4 . 4 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 2 8   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 0 5 	 6 5 2 7 . 0 1 	 7 0 8 	 2 . 5 1 	 9 . 2 2 	 1 1 9 3 . 2 6 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 0 6 	 5 0 7 4 . 8 0 	 6 8 1 	 2 . 1 5 	 7 . 4 5 	 8 2 9 . 9 0 	 3 7 . 7 5 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 0 7 	 5 5 2 . 5 7 	 3 0 3 	 1 . 5 6 	 1 . 8 2 	 6 1 3 . 4 4 	 4 2 . 8 9 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 1   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 0 8 	 6 6 0 8 . 8 2 	 6 2 1 	 2 . 7 5 	 1 0 . 6 4 	 3 1 2 8 . 8 3 	 5 3 . 9 3 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 8   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 7 2   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 0 9 	 4 9 6 0 . 9 3 	 6 6 0 	 2 . 0 8 	 7 . 5 2 	 1 9 1 7 . 2 9 	 4 0 . 4 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 4 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 1 0 	 4 1 0 0 . 2 6 	 4 7 6 	 2 . 6 4 	 8 . 6 1 	 2 7 0 8 . 7 0 	 5 8 . 7 0 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 1 1 	 5 7 9 3 . 2 4 	 7 2 6 	 2 . 5 9 	 7 . 9 8 	 1 6 0 2 . 8 7 	 3 2 . 9 9 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 1 2 	 4 1 8 9 . 0 2 	 5 6 2 	 2 . 3 2 	 7 . 4 5 	 9 4 1 . 5 6 	 3 0 . 2 0 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 1 3 	 4 9 5 7 . 7 8 	 6 3 8 	 2 . 4 0 	 7 . 7 7 	 8 0 9 . 8 8 	 2 8 . 6 0 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 1 4 	 3 9 6 4 . 9 4 	 7 1 3 	 2 . 2 1 	 5 . 5 6 	 9 2 7 . 7 1 	 3 2 . 9 9 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 1 5 	 7 0 6 2 . 1 9 	 6 2 5 	 1 . 9 1 	 1 1 . 3 0 	 2 4 0 8 . 8 8 	 6 6 . 0 4 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 3 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 1 6 	 5 1 4 8 . 4 1 	 5 3 5 	 2 . 0 1 	 9 . 6 2 	 1 9 0 8 . 3 6 	 4 1 . 6 4 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 9   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 1 7 	 4 6 2 7 . 5 8 	 7 0 3 	 2 . 1 7 	 6 . 5 8 	 1 2 1 9 . 8 5 	 5 2 . 5 5 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 5   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 1 8 	 5 3 9 4 . 2 4 	 6 5 6 	 2 . 2 4 	 8 . 2 2 	 1 8 6 2 . 6 9 	 4 5 . 5 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 3   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 1 9 	 4 9 2 8 . 9 1 	 7 9 7 	 2 . 0 6 	 6 . 1 8 	 1 8 8 7 . 9 9 	 5 1 . 9 2 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 5   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 2 0 	 5 6 0 6 . 1 0 	 6 7 2 	 2 . 2 0 	 8 . 3 4 	 1 1 2 1 . 8 9 	 4 4 . 4 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 2 1 	 7 7 9 . 9 4 	 5 5 3 	 1 . 5 0 	 1 . 4 1 	 1 1 4 5 . 8 9 	 6 7 . 0 5 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 1   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 1 2   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 2 2 	 2 8 6 7 . 7 9 	 5 4 7 	 2 . 2 3 	 5 . 2 4 	 5 0 4 . 6 4 	 2 6 . 9 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 2 3 	 5 1 7 5 . 8 8 	 8 9 1 	 2 . 3 0 	 5 . 8 1 	 1 6 2 9 . 3 2 	 4 7 . 7 3 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 2 4 	 8 3 3 4 . 5 1 	 6 7 3 	 2 . 6 5 	 1 2 . 3 8 	 2 0 8 9 . 1 6 	 3 0 . 0 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 2 5 	 4 9 9 3 . 6 0 	 6 8 7 	 2 . 1 8 	 7 . 2 7 	 1 1 2 1 . 8 9 	 4 4 . 8 6 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 2 6 	 6 5 1 1 . 8 1 	 7 2 2 	 2 . 3 3 	 9 . 0 2 	 1 1 9 3 . 2 6 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 2 7 	 5 5 1 2 . 9 2 	 7 5 8 	 2 . 3 0 	 7 . 2 7 	 1 2 2 5 . 8 3 	 5 2 . 9 0 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 6 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 2 8 	 5 8 6 3 . 5 8 	 6 4 6 	 2 . 0 0 	 9 . 0 8 	 1 8 5 6 . 6 3 	 3 5 . 9 6 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 2 9 	 6 0 3 9 . 3 8 	 6 5 6 	 2 . 2 6 	 9 . 2 1 	 1 6 7 8 . 0 2 	 3 6 . 8 7 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 3 0 	 4 2 1 8 . 5 8 	 6 4 8 	 2 . 1 5 	 6 . 5 1 	 1 4 9 2 . 5 8 	 4 1 . 3 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 8 0   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 3 1 	 5 0 1 5 . 6 0 	 7 4 1 	 1 . 9 5 	 6 . 7 7 	 1 0 8 0 . 4 1 	 3 7 . 7 0 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 5   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 3 2 	 8 4 0 . 4 7 	 5 0 2 	 1 . 3 7 	 1 . 6 7 	 8 9 8 . 1 7 	 7 1 . 2 6 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 1 2   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 3 3 	 3 8 2 . 3 8 	 3 3 	 2 . 1 7 	 1 1 . 5 9 	 5 9 3 . 2 9 	 4 9 . 6 1 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 3 4 	 5 4 9 3 . 7 3 	 4 7 1 	 2 . 7 1 	 1 1 . 6 6 	 2 9 2 8 . 6 8 	 5 1 . 3 2 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 2   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 3 5 	 4 8 3 7 . 3 0 	 6 8 2 	 2 . 2 0 	 7 . 0 9 	 1 1 2 1 . 8 9 	 4 4 . 4 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 2 8   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 3 6 	 6 2 3 0 . 6 3 	 7 1 5 	 1 . 8 8 	 8 . 7 1 	 2 5 7 9 . 8 5 	 5 6 . 0 4 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 5   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 2 8   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 3 7 	 7 3 0 0 . 7 3 	 6 3 8 	 2 . 5 0 	 1 1 . 4 4 	 1 7 1 7 . 5 4 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 3 8 	 6 7 3 9 . 8 3 	 6 9 0 	 2 . 5 4 	 9 . 7 7 	 1 9 0 6 . 4 4 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 3 9 	 5 5 3 7 . 7 6 	 5 6 5 	 2 . 7 9 	 9 . 8 0 	 2 5 1 3 . 7 7 	 4 4 . 5 2 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 4 0 	 3 3 0 . 7 5 	 2 2 1 	 1 . 6 6 	 1 . 5 0 	 9 1 7 . 7 3 	 8 6 . 4 0 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 5   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 4 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 4 1 	 9 8 5 . 6 0 	 1 0 6 	 2 . 2 5 	 9 . 3 0 	 1 1 2 8 . 2 0 	 6 4 . 8 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 4 2 	 4 7 5 0 . 6 7 	 7 0 5 	 2 . 1 7 	 6 . 7 4 	 1 2 1 9 . 8 5 	 5 2 . 5 5 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 5   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 3 6   	 S e c o n d P r o f i t P e r s e n t = 4 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 4 3 	 4 7 8 7 . 4 8 	 6 1 5 	 2 . 2 7 	 7 . 7 8 	 1 0 5 4 . 0 8 	 4 4 . 5 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 4 4 	 5 1 2 3 . 1 2 	 6 1 6 	 2 . 2 2 	 8 . 3 2 	 1 7 1 7 . 5 4 	 3 8 . 5 3 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 5   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 4 5 	 4 5 7 0 . 4 8 	 7 1 6 	 2 . 0 5 	 6 . 3 8 	 1 2 8 1 . 2 1 	 5 3 . 1 0 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 4 6 	 1 6 7 8 . 9 9 	 9 6 0 	 1 . 5 6 	 1 . 7 5 	 4 8 4 . 0 2 	 3 1 . 2 4 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 3   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 3 4   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 4 7 	 6 6 7 6 . 9 1 	 6 9 5 	 2 . 5 3 	 9 . 6 1 	 1 0 2 7 . 8 3 	 3 5 . 8 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 4 8 	 1 8 6 . 6 9 	 8 0 	 1 . 2 8 	 2 . 3 3 	 6 9 8 . 8 8 	 6 2 . 2 1 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 6   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 2 0   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 4 9 	 6 8 3 6 . 8 1 	 7 0 2 	 2 . 5 3 	 9 . 7 4 	 1 9 0 6 . 4 4 	 5 6 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 5 0 	 3 6 9 2 . 8 2 	 5 5 6 	 2 . 5 6 	 6 . 6 4 	 2 1 2 4 . 0 4 	 5 0 . 0 8 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 1   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 5 1 	 3 5 9 . 4 3 	 2 1 	 3 . 2 0 	 1 7 . 1 2 	 1 0 0 6 . 3 9 	 8 7 . 9 3 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 7   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 5 2 	 3 4 4 7 . 5 5 	 8 9 1 	 1 . 9 9 	 3 . 8 7 	 1 0 1 6 . 8 8 	 4 7 . 7 3 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 5 3 	 6 8 9 9 . 6 6 	 7 1 0 	 2 . 5 5 	 9 . 7 2 	 1 1 9 3 . 2 6 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 5 4 	 4 7 7 7 . 2 2 	 6 2 6 	 2 . 2 6 	 7 . 6 3 	 8 4 0 . 1 3 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 5 5 	 7 2 2 8 . 7 5 	 4 9 0 	 2 . 9 0 	 1 4 . 7 5 	 4 3 6 0 . 5 2 	 7 2 . 6 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 5 6 	 5 3 3 2 . 2 2 	 5 1 0 	 2 . 4 7 	 1 0 . 4 6 	 2 9 2 8 . 6 8 	 6 4 . 4 3 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 6 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 5 7 	 6 5 9 0 . 7 5 	 6 2 9 	 2 . 3 2 	 1 0 . 4 8 	 1 7 1 7 . 5 4 	 3 3 . 1 7 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 5 8 	 6 6 5 3 . 0 8 	 7 1 4 	 2 . 5 1 	 9 . 3 2 	 1 1 9 3 . 2 6 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 5 9 	 6 6 3 1 . 9 8 	 6 9 1 	 2 . 5 6 	 9 . 6 0 	 1 9 0 6 . 4 4 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 6 0 	 5 1 8 7 . 3 4 	 7 0 0 	 2 . 0 9 	 7 . 4 1 	 1 1 9 3 . 2 6 	 5 5 . 6 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 3   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 6 1 	 5 9 8 0 . 9 3 	 6 8 4 	 2 . 4 7 	 8 . 7 4 	 1 1 2 1 . 8 9 	 4 1 . 9 9 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 4   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 6 2 	 8 6 0 8 . 4 7 	 7 0 3 	 2 . 9 4 	 1 2 . 2 5 	 1 7 0 4 . 8 1 	 3 2 . 2 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 2   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 6 3 	 4 1 7 0 . 2 7 	 6 8 8 	 1 . 7 7 	 6 . 0 6 	 1 2 1 9 . 8 5 	 5 5 . 0 8 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 6 4 	 4 6 1 4 . 4 7 	 6 3 9 	 2 . 3 0 	 7 . 2 2 	 8 4 0 . 1 3 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 6 4   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 6 5 	 5 2 7 5 . 8 3 	 4 9 1 	 2 . 8 1 	 1 0 . 7 5 	 3 0 7 3 . 7 0 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 6 6 	 3 8 8 3 . 8 3 	 7 3 2 	 1 . 9 4 	 5 . 3 1 	 1 3 7 1 . 3 5 	 3 3 . 1 5 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 6 7 	 5 7 9 9 . 6 1 	 7 1 7 	 2 . 6 0 	 8 . 0 9 	 1 6 0 2 . 8 7 	 3 2 . 9 9 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 6 8 	 4 9 1 4 . 7 4 	 5 0 5 	 2 . 5 4 	 9 . 7 3 	 2 8 9 4 . 4 1 	 5 9 . 3 7 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 0   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 6 9 	 7 7 8 1 . 0 4 	 6 4 9 	 2 . 3 4 	 1 1 . 9 9 	 1 7 1 7 . 5 4 	 2 8 . 5 7 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 7 0 	 4 6 3 8 . 9 1 	 5 0 8 	 2 . 3 9 	 9 . 1 3 	 2 9 5 7 . 8 8 	 6 0 . 0 7 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 7 1 	 4 2 9 5 . 3 9 	 6 8 5 	 1 . 9 4 	 6 . 2 7 	 1 2 1 9 . 8 5 	 5 6 . 2 6 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 7 2 	 5 1 4 4 . 8 2 	 7 1 8 	 2 . 1 0 	 7 . 1 7 	 1 1 9 3 . 2 6 	 5 5 . 6 1 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 7 3 	 4 9 2 0 . 6 8 	 7 3 8 	 1 . 9 9 	 6 . 6 7 	 1 9 2 7 . 4 0 	 4 3 . 0 0 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 2 4   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 7 4 	 3 1 7 7 . 7 6 	 4 5 8 	 2 . 2 4 	 6 . 9 4 	 1 6 6 7 . 8 0 	 6 3 . 5 0 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 0   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 7 5 	 1 0 9 9 . 8 7 	 1 7 0 	 1 . 8 7 	 6 . 4 7 	 1 3 6 9 . 3 1 	 6 9 . 3 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 7 6 	 3 5 3 3 . 8 9 	 5 8 9 	 2 . 2 3 	 6 . 0 0 	 8 7 3 . 9 5 	 4 2 . 6 6 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 7 7 	 4 0 7 . 2 8 	 5 6 8 	 1 . 3 0 	 0 . 7 2 	 7 6 2 . 8 0 	 5 2 . 3 4 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 7 8 	 6 9 8 5 . 2 0 	 6 4 8 	 2 . 2 7 	 1 0 . 7 8 	 1 8 6 2 . 6 9 	 3 6 . 8 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 6 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 7 9 	 4 8 4 7 . 1 4 	 6 4 6 	 2 . 0 6 	 7 . 5 0 	 1 5 1 3 . 6 9 	 3 4 . 5 0 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 8 0 	 9 6 8 8 . 1 5 	 6 9 2 	 2 . 6 0 	 1 4 . 0 0 	 1 9 4 2 . 8 0 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 8 1 	 7 9 5 4 . 3 8 	 7 0 0 	 2 . 5 9 	 1 1 . 3 6 	 1 5 8 5 . 3 6 	 3 9 . 0 1 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 8 2 	 1 5 8 2 . 6 6 	 1 6 9 	 2 . 5 3 	 9 . 3 6 	 1 6 8 6 . 6 8 	 7 2 . 5 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 2   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 8 3 	 4 1 0 3 . 1 8 	 7 0 2 	 2 . 2 4 	 5 . 8 4 	 9 2 7 . 7 1 	 4 2 . 6 3 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 8 4 	 4 7 8 4 . 9 4 	 6 7 5 	 2 . 1 9 	 7 . 0 9 	 1 1 2 1 . 8 9 	 4 4 . 4 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 8 5 	 5 0 6 9 . 4 9 	 6 7 7 	 2 . 2 5 	 7 . 4 9 	 1 1 2 1 . 8 9 	 4 4 . 4 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 8 6 	 3 5 5 2 . 6 8 	 4 5 8 	 2 . 2 8 	 7 . 7 6 	 1 9 4 1 . 1 0 	 4 6 . 0 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 8 7 	 5 1 8 8 . 5 9 	 7 0 7 	 1 . 8 0 	 7 . 3 4 	 1 8 8 6 . 9 6 	 4 7 . 8 3 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 8 8 	 5 0 9 8 . 3 5 	 6 7 1 	 2 . 1 1 	 7 . 6 0 	 1 4 8 3 . 5 4 	 3 9 . 3 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 8 9 	 5 6 3 3 . 9 2 	 6 4 1 	 2 . 3 6 	 8 . 7 9 	 8 2 9 . 6 0 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 9 0 	 1 3 5 . 5 8 	 2 5 	 1 . 5 1 	 5 . 4 2 	 7 1 2 . 1 6 	 6 9 . 6 4 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 7   	 R i s k = 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 5   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 9 1 	 6 8 2 3 . 6 8 	 7 0 2 	 2 . 5 2 	 9 . 7 2 	 1 9 0 6 . 4 4 	 5 6 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 9 2 	 6 6 2 0 . 4 9 	 7 1 6 	 2 . 4 8 	 9 . 2 5 	 1 1 9 3 . 2 6 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 9 3 	 7 2 9 1 . 7 2 	 8 0 7 	 2 . 2 7 	 9 . 0 4 	 3 9 1 2 . 6 2 	 7 4 . 7 0 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 9 4 	 6 7 8 4 . 6 4 	 7 0 3 	 2 . 5 2 	 9 . 6 5 	 1 9 0 6 . 4 4 	 5 6 . 4 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 9 5 	 3 1 9 2 . 4 7 	 4 5 7 	 2 . 2 1 	 6 . 9 9 	 1 6 6 7 . 8 0 	 6 3 . 5 6 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 0   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 9 6 	 7 3 9 8 . 7 0 	 6 8 9 	 2 . 6 1 	 1 0 . 7 4 	 1 9 1 5 . 8 8 	 5 2 . 1 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 9 7 	 9 4 3 0 . 2 5 	 6 8 0 	 2 . 5 0 	 1 3 . 8 7 	 2 4 2 9 . 9 9 	 4 7 . 3 3 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 9 8 	 1 0 3 1 . 3 9 	 1 5 1 	 2 . 0 1 	 6 . 8 3 	 1 0 2 6 . 9 4 	 5 8 . 8 3 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 8 9 9 	 1 8 5 . 4 0 	 2 0 	 1 . 7 9 	 9 . 2 7 	 7 1 5 . 9 7 	 6 6 . 0 3 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 0 0 	 2 5 2 . 7 9 	 1 7 	 2 . 5 0 	 1 4 . 8 7 	 9 4 5 . 7 1 	 8 8 . 6 6 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 5   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 2   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 0 1 	 2 3 1 . 4 3 	 2 0 	 2 . 1 8 	 1 1 . 5 7 	 5 7 2 . 9 2 	 5 3 . 7 0 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 0 2 	 6 6 9 8 . 6 5 	 6 8 4 	 2 . 5 3 	 9 . 7 9 	 1 9 0 6 . 4 4 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 0 3 	 8 7 8 1 . 8 2 	 6 4 8 	 2 . 6 7 	 1 3 . 5 5 	 1 6 2 0 . 7 0 	 3 6 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 0 4 	 4 8 8 9 . 2 9 	 5 3 5 	 2 . 4 5 	 9 . 1 4 	 7 9 3 . 3 4 	 6 4 . 8 3 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 7   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 0 5 	 6 6 9 1 . 6 9 	 6 8 6 	 2 . 5 2 	 9 . 7 5 	 1 9 0 6 . 4 4 	 5 7 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 0 6 	 8 2 2 5 . 9 8 	 6 9 7 	 2 . 6 0 	 1 1 . 8 0 	 1 5 8 5 . 3 6 	 3 9 . 0 1 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 0 7 	 5 2 7 2 . 7 3 	 5 4 2 	 2 . 0 5 	 9 . 7 3 	 1 9 0 8 . 3 6 	 4 1 . 7 8 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 9   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 0 8 	 6 5 9 8 . 1 1 	 7 0 9 	 2 . 4 9 	 9 . 3 1 	 1 1 9 3 . 2 6 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 3 4   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 0 9 	 8 0 9 . 6 0 	 5 0 5 	 1 . 7 1 	 1 . 6 0 	 3 8 8 . 9 1 	 2 8 . 2 2 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 1 0 	 9 9 4 . 3 8 	 7 7 3 	 1 . 3 5 	 1 . 2 9 	 1 1 6 5 . 7 7 	 5 9 . 6 1 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 0   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 1 1 	 7 1 2 7 . 6 9 	 6 6 5 	 2 . 3 8 	 1 0 . 7 2 	 2 1 8 0 . 1 5 	 4 7 . 0 5 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 1 2 	 4 5 3 4 . 4 5 	 8 5 9 	 1 . 8 9 	 5 . 2 8 	 1 8 1 6 . 1 9 	 4 2 . 0 9 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 1 3 	 1 2 8 3 . 2 5 	 1 6 2 	 2 . 2 2 	 7 . 9 2 	 1 1 5 9 . 9 4 	 5 9 . 4 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 2   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 1 4 	 4 0 0 1 . 2 6 	 5 0 0 	 2 . 4 5 	 8 . 0 0 	 1 7 6 3 . 5 0 	 3 7 . 4 0 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 0   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 1 5 	 3 1 2 . 8 2 	 1 9 	 3 . 8 5 	 1 6 . 4 6 	 9 9 4 . 6 5 	 8 6 . 8 2 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 1 6 	 4 9 5 3 . 6 4 	 6 9 4 	 2 . 1 2 	 7 . 1 4 	 8 2 9 . 9 0 	 3 7 . 7 5 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 1 7 	 7 0 4 9 . 8 7 	 6 2 6 	 2 . 5 4 	 1 1 . 2 6 	 1 7 1 7 . 5 4 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 1 8 	 3 5 7 9 . 4 9 	 5 8 0 	 2 . 2 2 	 6 . 1 7 	 8 7 3 . 9 5 	 4 2 . 6 6 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 1 9 	 6 7 8 1 . 8 2 	 6 6 7 	 2 . 6 5 	 1 0 . 1 7 	 1 7 9 2 . 5 4 	 5 6 . 8 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 4   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 2 0 	 4 3 4 7 . 3 6 	 6 8 6 	 1 . 9 4 	 6 . 3 4 	 1 2 1 9 . 8 5 	 5 4 . 8 5 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 2 1 	 9 6 8 . 1 8 	 1 0 1 2 	 1 . 5 1 	 0 . 9 6 	 3 0 7 . 9 8 	 2 4 . 9 9 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 2 2 	 1 8 4 . 4 6 	 2 0 	 1 . 8 7 	 9 . 2 2 	 6 5 3 . 3 1 	 6 0 . 1 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 2 3 	 4 9 5 9 . 2 9 	 6 8 3 	 2 . 0 7 	 7 . 2 6 	 1 1 2 1 . 8 9 	 4 2 . 1 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 2 4 	 6 5 9 2 . 8 8 	 6 4 7 	 2 . 4 0 	 1 0 . 1 9 	 2 1 8 0 . 1 5 	 3 9 . 0 8 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 2 5 	 3 8 6 0 . 3 8 	 5 0 6 	 2 . 1 8 	 7 . 6 3 	 2 7 4 0 . 2 2 	 6 8 . 4 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 9   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 2 6 	 6 0 1 0 . 9 4 	 6 9 5 	 2 . 2 3 	 8 . 6 5 	 9 4 9 . 0 5 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 2 7 	 8 6 0 . 6 7 	 1 5 1 	 1 . 8 0 	 5 . 7 0 	 1 0 2 6 . 9 4 	 5 8 . 8 3 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 2 8 	 1 0 8 0 . 4 6 	 1 5 1 	 2 . 1 7 	 7 . 1 6 	 1 0 2 6 . 9 4 	 5 9 . 0 4 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 2 9 	 7 0 1 7 . 3 7 	 7 0 3 	 1 . 9 9 	 9 . 9 8 	 2 3 2 0 . 1 4 	 5 4 . 0 8 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 3 0 	 5 5 5 2 . 6 5 	 6 8 9 	 2 . 2 8 	 8 . 0 6 	 8 5 5 . 3 6 	 4 1 . 2 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 3 1 	 4 7 9 1 . 9 4 	 5 2 3 	 2 . 1 4 	 9 . 1 6 	 1 0 1 7 . 7 0 	 4 4 . 6 0 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 3 2 	 5 7 1 0 . 1 2 	 9 3 2 	 2 . 2 1 	 6 . 1 3 	 2 1 2 9 . 6 0 	 5 3 . 2 8 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 3 3 	 5 1 1 8 . 9 4 	 7 0 1 	 1 . 7 9 	 7 . 3 0 	 1 8 8 6 . 9 6 	 4 7 . 8 3 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 3 4 	 4 3 9 7 . 4 2 	 5 6 4 	 2 . 5 4 	 7 . 8 0 	 7 8 4 . 6 1 	 2 9 . 8 6 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 3 5 	 4 6 2 7 . 2 2 	 6 7 3 	 2 . 0 9 	 6 . 8 8 	 8 7 1 . 7 4 	 3 7 . 4 6 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 3 6 	 6 8 9 1 . 7 1 	 7 0 7 	 2 . 6 1 	 9 . 7 5 	 1 9 0 6 . 4 4 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 3 7 	 4 2 5 0 . 9 6 	 4 9 9 	 2 . 3 4 	 8 . 5 2 	 2 8 9 4 . 4 1 	 5 9 . 8 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 0   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 3 8 	 4 1 9 3 . 6 4 	 6 8 7 	 1 . 7 7 	 6 . 1 0 	 1 2 1 9 . 8 5 	 5 5 . 0 8 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 3 9 	 7 2 9 0 . 8 1 	 6 3 8 	 2 . 5 0 	 1 1 . 4 3 	 1 7 1 7 . 5 4 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 4 0 	 4 8 9 9 . 9 9 	 7 3 9 	 1 . 9 5 	 6 . 6 3 	 1 0 8 0 . 4 1 	 3 8 . 8 1 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 5   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 4 1 	 5 1 6 9 . 8 8 	 5 1 4 	 2 . 3 3 	 1 0 . 0 6 	 1 4 1 4 . 9 8 	 5 6 . 4 7 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 4 2 	 4 4 9 2 . 9 3 	 6 5 9 	 2 . 1 6 	 6 . 8 2 	 7 5 2 . 5 2 	 3 0 . 6 7 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 4 3 	 6 7 2 2 . 5 7 	 7 0 8 	 2 . 4 9 	 9 . 5 0 	 1 2 9 3 . 3 1 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 4 4 	 4 9 4 3 . 5 2 	 7 1 9 	 2 . 1 3 	 6 . 8 8 	 1 2 8 1 . 2 1 	 5 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 5   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 4 5 	 2 3 0 1 . 8 5 	 4 4 3 	 1 . 6 2 	 5 . 2 0 	 2 4 7 3 . 5 3 	 7 5 . 0 1 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 7   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 4 6 	 4 1 2 7 . 5 2 	 6 4 4 	 2 . 2 2 	 6 . 4 1 	 8 4 0 . 1 3 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 4 7 	 6 7 7 0 . 8 1 	 6 9 8 	 2 . 5 4 	 9 . 7 0 	 1 9 0 6 . 4 4 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 4 8 	 4 8 3 8 . 5 2 	 7 2 0 	 2 . 2 3 	 6 . 7 2 	 1 3 7 1 . 3 5 	 2 8 . 4 3 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 4 9 	 3 8 1 3 . 6 8 	 6 5 1 	 2 . 2 4 	 5 . 8 6 	 7 3 4 . 2 1 	 4 0 . 6 4 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 3 . 3   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 5 0 	 7 2 2 8 . 7 5 	 4 9 0 	 2 . 9 0 	 1 4 . 7 5 	 4 3 6 0 . 5 2 	 7 2 . 6 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 5 1 	 9 0 4 6 . 9 0 	 6 6 1 	 2 . 6 7 	 1 3 . 6 9 	 1 6 0 8 . 1 6 	 3 6 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 5 2 	 3 8 0 7 . 7 8 	 6 9 6 	 2 . 2 3 	 5 . 4 7 	 8 0 0 . 3 3 	 3 2 . 9 9 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 8 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 5 3 	 4 4 4 0 . 1 2 	 6 8 6 	 1 . 9 6 	 6 . 4 7 	 1 2 1 9 . 8 5 	 5 4 . 3 9 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 3 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 5 4 	 4 2 2 . 4 2 	 2 5 	 2 . 6 5 	 1 6 . 9 0 	 9 5 6 . 4 3 	 8 0 . 8 1 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 5   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 2   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 5 5 	 4 8 4 6 . 5 0 	 7 3 2 	 2 . 2 3 	 6 . 6 2 	 1 3 7 1 . 3 5 	 2 8 . 4 0 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 5 6 	 4 7 5 6 . 8 0 	 7 0 6 	 1 . 7 1 	 6 . 7 4 	 1 8 8 6 . 9 6 	 4 8 . 2 1 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 5 7 	 5 6 2 0 . 3 6 	 6 8 8 	 2 . 3 7 	 8 . 1 7 	 1 4 8 3 . 5 4 	 3 4 . 8 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 5 8 	 6 9 0 2 . 2 8 	 6 2 8 	 2 . 4 4 	 1 0 . 9 9 	 1 7 1 7 . 5 4 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 6 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 5 9 	 4 9 7 6 . 8 8 	 6 8 7 	 2 . 1 1 	 7 . 2 4 	 1 1 2 1 . 8 9 	 4 2 . 1 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 6 0 	 4 7 8 4 . 8 7 	 7 1 5 	 1 . 7 2 	 6 . 6 9 	 1 8 8 6 . 9 6 	 4 8 . 3 1 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 3 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 6 1 	 3 8 6 1 . 6 2 	 6 5 9 	 2 . 1 1 	 5 . 8 6 	 8 2 3 . 3 2 	 4 6 . 6 8 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 6 2 	 4 3 6 6 . 9 6 	 7 1 9 	 2 . 3 5 	 6 . 0 7 	 9 2 7 . 7 1 	 3 2 . 9 9 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 6 3 	 9 9 3 . 5 8 	 5 7 3 	 1 . 6 4 	 1 . 7 3 	 6 4 0 . 8 3 	 3 6 . 7 8 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 2 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 6 4 	 6 4 1 0 . 0 2 	 4 8 7 	 2 . 6 2 	 1 3 . 1 6 	 3 2 6 4 . 8 2 	 5 0 . 5 4 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 6 5 	 4 9 5 9 . 1 1 	 6 6 5 	 2 . 0 2 	 7 . 4 6 	 1 6 3 5 . 1 4 	 4 0 . 6 4 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 3 . 3   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 6 6 	 8 4 0 . 4 7 	 5 0 2 	 1 . 3 7 	 1 . 6 7 	 8 9 8 . 1 7 	 7 1 . 2 6 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 1 2   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 6 7 	 4 8 9 5 . 9 1 	 7 2 5 	 1 . 7 4 	 6 . 7 5 	 1 8 8 6 . 9 6 	 4 8 . 3 1 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 3 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 6 8 	 6 5 5 1 . 3 7 	 6 3 8 	 2 . 5 7 	 1 0 . 2 7 	 1 8 7 7 . 5 5 	 5 9 . 1 6 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 4   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 6 9 	 4 0 2 3 . 2 5 	 6 5 8 	 2 . 1 0 	 6 . 1 1 	 1 4 8 3 . 5 4 	 4 1 . 4 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 2 4   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 7 0 	 3 6 1 . 3 8 	 3 7 	 2 . 1 5 	 9 . 7 7 	 5 9 6 . 5 3 	 5 0 . 8 9 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 7 1 	 5 2 9 9 . 0 2 	 5 3 5 	 2 . 0 8 	 9 . 9 0 	 3 1 1 8 . 2 5 	 6 9 . 4 0 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 9   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 3 0   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 7 2 	 9 0 5 3 . 8 2 	 6 7 6 	 2 . 9 1 	 1 3 . 3 9 	 2 0 8 9 . 1 6 	 3 0 . 3 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 7 3 	 5 2 3 0 . 9 9 	 7 4 9 	 2 . 2 2 	 6 . 9 8 	 1 2 2 5 . 8 3 	 5 2 . 9 0 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 4 6   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 7 4 	 5 3 3 . 5 5 	 4 3 5 	 1 . 6 7 	 1 . 2 3 	 4 2 0 . 8 7 	 2 7 . 9 4 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 2 . 2   	 D e f a u l t L o t = 0 . 0 3   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 7 5 	 3 8 1 0 . 0 2 	 6 4 9 	 2 . 2 3 	 5 . 8 7 	 7 3 4 . 2 1 	 4 0 . 6 4 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 3 . 3   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 7 6 	 4 4 9 3 . 3 7 	 4 8 8 	 2 . 4 0 	 9 . 2 1 	 2 2 2 6 . 4 3 	 4 4 . 4 2 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 7 7 	 8 5 8 4 . 2 3 	 7 1 3 	 2 . 6 2 	 1 2 . 0 4 	 1 7 2 7 . 1 8 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 6 4   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 7 8 	 2 5 3 4 . 0 5 	 3 0 2 	 2 . 3 6 	 8 . 3 9 	 3 0 5 0 . 2 9 	 8 8 . 8 1 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 9   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 3 0   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 7 9 	 9 0 5 2 . 9 4 	 6 7 3 	 2 . 8 3 	 1 3 . 4 5 	 2 0 8 9 . 1 6 	 3 0 . 3 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 8 0 	 6 5 5 1 . 0 2 	 6 9 8 	 2 . 5 1 	 9 . 3 9 	 1 1 9 3 . 2 6 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 8 1 	 8 9 0 8 . 0 7 	 7 2 1 	 2 . 3 4 	 1 2 . 3 6 	 1 4 7 1 . 9 7 	 4 7 . 5 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 8 2 	 3 5 1 1 . 5 2 	 5 4 5 	 2 . 3 9 	 6 . 4 4 	 7 3 2 . 7 8 	 3 4 . 2 5 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 9   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 8 3 	 1 9 1 . 3 8 	 2 2 	 1 . 8 8 	 8 . 7 0 	 6 5 1 . 6 0 	 6 1 . 8 6 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 3 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 8 4 	 4 5 6 4 . 0 7 	 4 9 9 	 2 . 3 2 	 9 . 1 5 	 2 9 5 7 . 8 8 	 6 0 . 8 9 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 8 5 	 4 0 9 8 . 2 5 	 5 6 1 	 2 . 3 0 	 7 . 3 1 	 1 1 2 5 . 9 0 	 3 9 . 1 7 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 8 6 	 6 3 3 9 . 2 2 	 6 5 4 	 2 . 3 9 	 9 . 6 9 	 8 6 3 . 4 0 	 3 1 . 0 0 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 8 7 	 6 2 6 2 . 0 2 	 6 9 1 	 2 . 6 0 	 9 . 0 6 	 1 2 8 5 . 1 1 	 5 5 . 6 5 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 4 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 8 8 	 4 6 8 9 . 5 8 	 7 0 0 	 2 . 1 6 	 6 . 7 0 	 1 2 1 9 . 8 5 	 5 2 . 5 5 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 5   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 8 9 	 7 2 7 4 . 3 7 	 7 2 6 	 2 . 4 2 	 1 0 . 0 2 	 1 6 2 8 . 9 0 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 9 0 	 4 8 0 3 . 3 2 	 6 8 5 	 2 . 1 8 	 7 . 0 1 	 1 1 2 1 . 8 9 	 4 4 . 4 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 9 1 	 8 2 3 9 . 8 0 	 6 9 8 	 2 . 4 8 	 1 1 . 8 0 	 1 9 0 6 . 4 4 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 9 2 	 6 0 2 7 . 0 8 	 6 7 2 	 1 . 9 8 	 8 . 9 7 	 1 6 7 8 . 0 2 	 3 8 . 1 0 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 9 3 	 9 5 5 . 9 9 	 9 9 0 	 1 . 3 9 	 0 . 9 7 	 3 5 6 . 2 7 	 2 0 . 6 2 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 9 4 	 4 6 6 7 . 8 0 	 6 5 0 	 2 . 3 8 	 7 . 1 8 	 8 2 9 . 6 0 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 9 5 	 6 0 0 . 5 8 	 3 2 4 	 2 . 0 5 	 1 . 8 5 	 7 9 8 . 4 5 	 7 0 . 5 0 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 3   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 9 6 	 8 1 5 7 . 8 8 	 7 0 6 	 2 . 4 6 	 1 1 . 5 6 	 1 7 1 1 . 3 6 	 3 5 . 8 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 9 7 	 6 1 2 5 . 2 3 	 4 9 7 	 2 . 6 1 	 1 2 . 3 2 	 1 9 7 6 . 2 0 	 4 5 . 6 2 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 9   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 9 8 	 8 0 0 9 . 7 8 	 6 6 2 	 2 . 3 6 	 1 2 . 1 0 	 1 7 1 7 . 5 4 	 2 8 . 5 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 1 9 9 9 	 5 3 9 2 . 2 5 	 5 0 0 	 2 . 8 0 	 1 0 . 7 8 	 3 0 7 3 . 7 0 	 5 6 . 0 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 0 0 	 2 5 3 6 . 2 3 	 2 9 8 	 2 . 3 5 	 8 . 5 1 	 3 0 5 0 . 2 9 	 8 9 . 4 2 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 9   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 3 0   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 0 1 	 4 0 0 . 3 5 	 2 4 9 	 1 . 7 8 	 1 . 6 1 	 4 7 2 . 4 0 	 3 3 . 5 4 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 5   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 4 2   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 0 2 	 5 7 8 . 4 9 	 5 6 7 	 1 . 5 1 	 1 . 0 2 	 2 9 0 . 3 7 	 2 1 . 6 7 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 0 3 	 6 7 7 2 . 0 6 	 6 9 5 	 2 . 5 3 	 9 . 7 4 	 1 9 0 6 . 4 4 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 0 4 	 7 0 7 3 . 9 9 	 6 3 6 	 2 . 4 6 	 1 1 . 1 2 	 1 7 1 7 . 5 4 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 0 5 	 5 0 5 4 . 1 2 	 4 7 1 	 2 . 7 5 	 1 0 . 7 3 	 4 3 6 0 . 5 2 	 8 3 . 6 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 0 6 	 8 3 9 4 . 0 9 	 6 9 6 	 2 . 5 7 	 1 2 . 0 6 	 1 9 1 5 . 8 8 	 5 1 . 9 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 0 7 	 4 9 4 8 . 0 4 	 6 6 5 	 2 . 2 1 	 7 . 4 4 	 1 1 2 1 . 8 9 	 4 4 . 4 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 0 8 	 6 5 9 2 . 5 6 	 6 9 1 	 2 . 3 1 	 9 . 5 4 	 1 6 2 8 . 9 0 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 0 9 	 6 6 1 1 . 2 6 	 7 1 8 	 2 . 4 9 	 9 . 2 1 	 1 1 9 3 . 2 6 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 1 0 	 2 5 8 . 1 4 	 5 3 	 1 . 5 8 	 4 . 8 7 	 8 3 8 . 2 3 	 7 1 . 4 6 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 1 1 	 3 7 1 4 . 8 4 	 5 5 0 	 2 . 1 6 	 6 . 7 5 	 2 4 9 3 . 9 3 	 5 8 . 5 1 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 3   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 1 2 	 7 3 9 . 7 8 	 5 0 	 2 . 4 1 	 1 4 . 8 0 	 1 3 7 8 . 0 4 	 8 2 . 7 4 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 1 3 	 6 6 1 6 . 4 8 	 7 0 7 	 2 . 4 9 	 9 . 3 6 	 1 1 9 3 . 2 6 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 1 4 	 1 5 2 . 4 7 	 2 0 	 1 . 7 0 	 7 . 6 2 	 6 5 3 . 3 1 	 6 0 . 5 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 1 5 	 1 3 3 . 1 8 	 1 7 	 2 . 0 3 	 7 . 8 3 	 7 7 9 . 8 4 	 7 3 . 1 8 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 3 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 1 6 	 2 9 0 . 9 5 	 2 4 	 1 . 8 1 	 1 2 . 1 2 	 7 4 1 . 7 9 	 6 7 . 1 8 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 7   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 3 4   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 1 7 	 4 3 0 0 . 4 5 	 8 7 2 	 2 . 1 2 	 4 . 9 3 	 1 1 8 9 . 3 7 	 3 8 . 5 6 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 1 8 	 6 0 2 1 . 7 5 	 4 6 3 	 2 . 9 6 	 1 3 . 0 1 	 2 9 2 8 . 6 8 	 5 2 . 4 1 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 1 9 	 1 1 4 7 . 7 5 	 3 1 2 	 1 . 6 3 	 3 . 6 8 	 1 4 1 9 . 2 0 	 7 1 . 9 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 2 0 	 3 1 2 . 8 2 	 1 9 	 3 . 8 5 	 1 6 . 4 6 	 9 9 4 . 6 5 	 8 6 . 8 2 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 2 1 	 3 8 5 8 . 4 8 	 4 8 8 	 2 . 3 7 	 7 . 9 1 	 1 7 6 3 . 5 0 	 3 8 . 3 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 0   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 2 2 	 4 7 3 9 . 6 4 	 6 5 6 	 2 . 0 7 	 7 . 2 3 	 1 4 8 3 . 5 4 	 4 1 . 4 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 2 3 	 7 0 9 1 . 1 1 	 7 0 6 	 2 . 4 3 	 1 0 . 0 4 	 1 9 0 6 . 4 4 	 5 6 . 3 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 2 4 	 4 3 6 6 . 2 7 	 6 2 6 	 2 . 2 1 	 6 . 9 7 	 8 4 0 . 1 3 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 2 5 	 2 3 8 . 2 3 	 2 4 	 2 . 3 7 	 9 . 9 3 	 8 5 1 . 1 8 	 7 5 . 1 0 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 5   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 2 6 	 6 7 1 6 . 0 5 	 7 0 4 	 2 . 4 9 	 9 . 5 4 	 1 2 9 3 . 3 1 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 2 7 	 6 5 9 5 . 5 7 	 6 9 7 	 2 . 6 2 	 9 . 4 6 	 9 9 0 . 4 8 	 3 5 . 5 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 2 8 	 1 0 7 3 . 9 5 	 1 6 8 	 1 . 8 6 	 6 . 3 9 	 1 3 4 7 . 9 2 	 6 8 . 5 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 2 9 	 1 0 5 2 . 7 6 	 1 6 2 	 1 . 9 0 	 6 . 5 0 	 1 1 5 9 . 9 4 	 5 9 . 4 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 3 0 	 4 8 5 3 . 0 3 	 4 6 8 	 2 . 4 8 	 1 0 . 3 7 	 4 3 6 0 . 5 2 	 8 0 . 3 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 3 1 	 5 7 9 . 2 9 	 6 4 2 	 1 . 3 6 	 0 . 9 0 	 9 7 9 . 7 4 	 6 3 . 9 2 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 3 2 	 6 7 7 7 . 9 5 	 7 1 6 	 2 . 4 9 	 9 . 4 7 	 1 1 9 3 . 2 6 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 3 3 	 8 1 6 8 . 3 9 	 7 0 1 	 2 . 5 0 	 1 1 . 6 5 	 1 9 0 6 . 4 4 	 5 7 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 3 4 	 8 9 2 6 . 5 3 	 6 5 1 	 2 . 7 8 	 1 3 . 7 1 	 1 6 0 2 . 9 7 	 3 5 . 7 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 3 5 	 6 5 8 2 . 8 3 	 7 0 3 	 2 . 5 8 	 9 . 3 6 	 9 9 0 . 4 8 	 3 5 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 3 6 	 1 1 3 . 8 0 	 1 7 	 1 . 6 1 	 6 . 6 9 	 7 6 1 . 6 8 	 7 1 . 4 0 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 7   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 3 7 	 7 1 7 6 . 2 5 	 6 9 3 	 2 . 4 5 	 1 0 . 3 6 	 1 9 6 4 . 9 1 	 4 8 . 7 8 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 3 8 	 6 0 4 0 . 1 9 	 6 9 2 	 2 . 3 3 	 8 . 7 3 	 1 5 8 5 . 3 6 	 3 2 . 6 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 3 9 	 6 0 2 1 . 2 9 	 4 6 3 	 2 . 9 6 	 1 3 . 0 0 	 2 9 2 8 . 6 8 	 5 2 . 4 2 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 4 0 	 3 1 6 . 9 1 	 2 2 	 2 . 5 9 	 1 4 . 4 0 	 9 4 7 . 5 4 	 7 9 . 5 2 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 5   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 4 1 	 5 1 6 7 . 2 0 	 6 7 1 	 2 . 1 5 	 7 . 7 0 	 1 9 1 7 . 2 9 	 3 8 . 7 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 4 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 4 2 	 4 1 7 6 . 2 0 	 6 5 2 	 2 . 2 5 	 6 . 4 1 	 8 7 1 . 7 4 	 4 5 . 5 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 4 3 	 3 1 4 . 1 1 	 2 3 	 2 . 1 1 	 1 3 . 6 6 	 1 0 1 7 . 3 8 	 8 8 . 6 3 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 4 4 	 5 9 1 7 . 6 6 	 7 0 4 	 2 . 0 6 	 8 . 4 1 	 1 1 1 8 . 6 0 	 3 2 . 6 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 4 5 	 6 3 6 5 . 2 7 	 6 3 9 	 2 . 3 4 	 9 . 9 6 	 2 1 8 0 . 1 5 	 3 9 . 0 8 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 4 6 	 1 8 7 . 4 8 	 3 2 	 1 . 5 0 	 5 . 8 6 	 5 9 4 . 1 9 	 5 2 . 1 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 4 7 	 8 2 . 7 8 	 1 7 	 1 . 3 9 	 4 . 8 7 	 4 9 6 . 1 1 	 4 7 . 7 8 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 4 8 	 6 6 7 1 . 4 6 	 6 9 9 	 2 . 5 6 	 9 . 5 4 	 1 9 0 6 . 4 4 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 4 9 	 5 9 0 . 0 6 	 6 5 9 	 1 . 3 6 	 0 . 9 0 	 9 7 9 . 7 4 	 6 3 . 7 2 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 1   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 5 0 	 5 7 0 1 . 8 3 	 6 8 2 	 2 . 5 0 	 8 . 3 6 	 1 0 0 3 . 8 7 	 3 8 . 4 8 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 5 1 	 7 2 9 2 . 8 5 	 6 3 8 	 2 . 5 0 	 1 1 . 4 3 	 1 7 1 7 . 5 4 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 5 2 	 6 9 6 . 3 7 	 7 7 8 	 1 . 3 5 	 0 . 9 0 	 2 7 8 . 7 3 	 1 6 . 8 4 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 7   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 5 3 	 5 3 9 5 . 4 9 	 6 3 0 	 2 . 1 9 	 8 . 5 6 	 1 7 1 7 . 5 4 	 3 6 . 4 3 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 5 4 	 1 5 0 3 . 1 0 	 1 8 6 	 2 . 5 1 	 8 . 0 8 	 1 7 7 5 . 2 9 	 7 5 . 3 5 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 5 5 	 1 5 7 5 . 5 9 	 1 5 2 	 3 . 0 0 	 1 0 . 3 7 	 1 6 8 5 . 7 7 	 7 6 . 1 2 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 6 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 5 6 	 6 2 2 9 . 8 7 	 6 2 2 	 2 . 3 5 	 1 0 . 0 2 	 2 1 8 0 . 1 5 	 3 9 . 1 3 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 5 7 	 8 3 1 5 . 8 5 	 6 4 4 	 2 . 5 2 	 1 2 . 9 1 	 2 1 8 0 . 1 5 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 5 8 	 1 5 5 . 0 4 	 8 4 	 1 . 2 5 	 1 . 8 5 	 6 7 4 . 8 2 	 5 7 . 5 6 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 5 9 	 9 2 . 2 1 	 1 6 	 2 . 1 4 	 5 . 7 6 	 9 1 0 . 8 8 	 8 4 . 6 1 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 6 0 	 1 3 4 6 . 0 5 	 1 0 4 0 	 1 . 6 2 	 1 . 2 9 	 5 2 4 . 5 9 	 3 9 . 8 0 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 6 1 	 3 7 9 1 . 5 7 	 6 4 5 	 2 . 2 2 	 5 . 8 8 	 7 3 4 . 2 1 	 4 0 . 6 4 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 3 . 3   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 6 2 	 6 7 3 4 . 2 7 	 7 1 2 	 2 . 4 9 	 9 . 4 6 	 1 1 9 3 . 2 6 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 6 3 	 7 1 7 9 . 2 4 	 6 6 1 	 2 . 3 6 	 1 0 . 8 6 	 1 2 4 3 . 5 8 	 2 9 . 1 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 6 4 	 4 5 5 9 . 5 0 	 4 9 8 	 2 . 3 9 	 9 . 1 6 	 2 7 0 8 . 7 0 	 5 8 . 7 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 6 5 	 2 1 7 . 1 7 	 1 6 	 2 . 4 3 	 1 3 . 5 7 	 9 3 4 . 0 8 	 8 5 . 9 8 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 6 6 	 4 2 0 0 . 7 4 	 6 6 5 	 1 . 8 5 	 6 . 3 2 	 1 7 2 5 . 2 0 	 3 9 . 9 2 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 6   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 6 7 	 1 1 0 5 . 3 6 	 5 0 4 	 1 . 4 9 	 2 . 1 9 	 1 5 4 2 . 5 4 	 7 6 . 7 5 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 6 8 	 5 0 5 7 . 0 3 	 6 6 3 	 2 . 1 1 	 7 . 6 3 	 1 4 8 3 . 5 4 	 3 9 . 2 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 6 9 	 7 7 4 5 . 3 6 	 6 8 6 	 2 . 6 5 	 1 1 . 2 9 	 2 0 9 8 . 7 0 	 3 4 . 5 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 7 0 	 1 0 6 9 . 2 2 	 1 6 8 	 1 . 8 6 	 6 . 3 6 	 1 3 4 6 . 9 2 	 6 8 . 4 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 7 1 	 6 4 5 3 . 2 1 	 6 7 0 	 2 . 2 5 	 9 . 6 3 	 1 7 1 7 . 5 4 	 3 4 . 4 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 7 2 	 4 5 7 0 . 2 4 	 4 7 9 	 2 . 8 5 	 9 . 5 4 	 2 7 0 8 . 7 0 	 5 8 . 5 1 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 7 3 	 6 8 3 6 . 8 1 	 7 0 2 	 2 . 5 3 	 9 . 7 4 	 1 9 0 6 . 4 4 	 5 6 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 7 4 	 7 1 1 1 . 0 9 	 7 0 6 	 2 . 4 3 	 1 0 . 0 7 	 1 9 0 6 . 4 4 	 5 6 . 0 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 7 5 	 4 7 6 6 . 6 7 	 6 6 2 	 2 . 0 6 	 7 . 2 0 	 1 4 8 3 . 5 4 	 4 1 . 2 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 7 6 	 5 1 6 9 . 5 9 	 6 5 6 	 2 . 0 7 	 7 . 8 8 	 1 5 2 8 . 4 2 	 3 9 . 4 3 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 3 . 3   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 7 7 	 6 5 7 8 . 5 2 	 6 6 6 	 2 . 1 6 	 9 . 8 8 	 2 4 5 3 . 1 2 	 4 3 . 5 9 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 7 8 	 5 2 4 8 . 0 1 	 7 1 2 	 1 . 8 0 	 7 . 3 7 	 1 8 8 6 . 9 6 	 4 7 . 8 3 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 7 9 	 7 1 2 5 . 1 9 	 6 2 4 	 2 . 4 8 	 1 1 . 4 2 	 1 7 1 7 . 5 4 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 8 0 	 5 6 0 3 . 6 7 	 7 0 0 	 2 . 2 9 	 8 . 0 1 	 8 5 5 . 3 6 	 4 1 . 2 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 8 1 	 9 8 6 0 . 8 8 	 6 9 0 	 2 . 5 9 	 1 4 . 2 9 	 1 9 0 6 . 4 4 	 5 5 . 6 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 8 2 	 5 9 6 9 . 6 3 	 6 9 6 	 2 . 0 8 	 8 . 5 8 	 1 1 1 8 . 6 0 	 3 2 . 6 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 8 3 	 6 6 7 8 . 0 0 	 7 0 9 	 2 . 4 8 	 9 . 4 2 	 1 1 9 3 . 2 6 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 8 4 	 4 3 2 0 . 7 9 	 6 2 9 	 2 . 2 3 	 6 . 8 7 	 8 7 1 . 7 4 	 4 5 . 5 8 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 8 5 	 3 1 9 3 . 1 0 	 6 5 6 	 2 . 0 5 	 4 . 8 7 	 2 5 1 3 . 7 7 	 6 5 . 4 0 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 8 4   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 8 6 	 4 2 4 4 . 5 8 	 4 8 1 	 2 . 5 3 	 8 . 8 2 	 2 7 0 8 . 7 0 	 5 8 . 1 0 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 8 7 	 6 8 2 3 . 7 7 	 6 2 2 	 2 . 4 3 	 1 0 . 9 7 	 1 7 1 7 . 5 4 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 8 8 	 6 7 1 8 . 4 8 	 6 8 4 	 2 . 5 2 	 9 . 8 2 	 1 9 0 6 . 4 4 	 5 6 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 8 9 	 9 5 4 . 8 8 	 9 6 5 	 1 . 5 3 	 0 . 9 9 	 3 0 7 . 9 8 	 2 4 . 9 9 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 9 0 	 6 5 9 4 . 5 4 	 6 8 5 	 2 . 4 0 	 9 . 6 3 	 1 4 8 3 . 5 4 	 3 4 . 5 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 9 1 	 6 6 8 6 . 7 1 	 6 8 7 	 2 . 5 2 	 9 . 7 3 	 1 9 0 6 . 4 4 	 5 7 . 4 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 9 2 	 6 2 8 3 . 7 6 	 7 1 6 	 2 . 4 3 	 8 . 7 8 	 1 1 9 3 . 2 6 	 4 1 . 9 4 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 9 3 	 9 4 0 2 . 3 6 	 6 4 3 	 2 . 7 1 	 1 4 . 6 2 	 1 6 2 0 . 7 0 	 3 4 . 1 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 9 4 	 1 5 0 . 0 0 	 1 8 	 2 . 2 6 	 8 . 3 3 	 6 8 0 . 7 2 	 6 3 . 2 4 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 7   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 1 8   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 9 5 	 4 1 7 3 . 6 4 	 6 4 3 	 2 . 2 4 	 6 . 4 9 	 8 7 1 . 7 4 	 4 5 . 5 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 9 6 	 7 0 2 4 . 7 8 	 5 3 7 	 2 . 4 7 	 1 3 . 0 8 	 3 3 1 9 . 0 5 	 4 8 . 0 8 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 9   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 6 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 9 7 	 5 0 8 8 . 4 9 	 6 7 3 	 2 . 2 3 	 7 . 5 6 	 8 7 8 . 5 3 	 3 6 . 4 1 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 3 0   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 9 8 	 1 8 0 1 . 0 7 	 1 0 2 2 	 1 . 4 9 	 1 . 7 6 	 1 1 9 3 . 1 6 	 6 2 . 2 1 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 0 9 9 	 4 7 4 2 . 4 0 	 6 2 5 	 2 . 2 8 	 7 . 5 9 	 8 4 0 . 1 3 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 0 0 	 4 8 8 8 . 1 7 	 4 9 2 	 2 . 8 0 	 9 . 9 4 	 2 8 9 4 . 4 1 	 5 8 . 4 0 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 0 1 	 6 7 6 6 . 4 5 	 6 9 0 	 2 . 5 3 	 9 . 8 1 	 1 9 0 6 . 4 4 	 5 6 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 0 2 	 1 0 7 7 . 8 5 	 1 7 0 	 1 . 8 5 	 6 . 3 4 	 1 3 7 6 . 3 1 	 7 0 . 0 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 0 3 	 1 9 5 . 6 6 	 2 0 	 2 . 3 5 	 9 . 7 8 	 9 9 6 . 7 2 	 9 2 . 9 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 0 4 	 6 6 5 3 . 0 8 	 7 1 4 	 2 . 5 1 	 9 . 3 2 	 1 1 9 3 . 2 6 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 0 5 	 5 3 9 4 . 2 4 	 6 5 6 	 2 . 2 4 	 8 . 2 2 	 1 8 6 2 . 6 9 	 4 5 . 5 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 3   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 0 6 	 7 4 6 7 . 9 4 	 6 9 4 	 2 . 6 4 	 1 0 . 7 6 	 1 9 1 5 . 8 8 	 5 2 . 1 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 0 7 	 3 5 6 5 . 6 6 	 6 1 4 	 2 . 2 9 	 5 . 8 1 	 1 9 4 5 . 3 0 	 4 6 . 0 5 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 1   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 3 2   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 0 8 	 5 3 2 0 . 4 5 	 4 9 4 	 2 . 5 4 	 1 0 . 7 7 	 2 9 5 7 . 8 8 	 5 4 . 2 4 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 0 9 	 6 1 6 4 . 2 2 	 5 0 0 	 2 . 6 2 	 1 2 . 3 3 	 1 9 7 6 . 2 0 	 4 5 . 6 2 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 9   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 1 0 	 5 0 4 3 . 0 2 	 7 1 6 	 1 . 7 5 	 7 . 0 4 	 1 8 8 6 . 9 6 	 4 8 . 0 8 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 1 1 	 6 8 6 2 . 2 2 	 7 0 3 	 2 . 5 3 	 9 . 7 6 	 1 9 0 6 . 4 4 	 5 5 . 8 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 1 2 	 5 0 2 1 . 8 1 	 5 7 4 	 2 . 5 0 	 8 . 7 5 	 1 8 5 1 . 3 7 	 4 6 . 3 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 7   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 1 3 	 6 7 9 7 . 7 2 	 7 1 5 	 2 . 5 0 	 9 . 5 1 	 1 1 9 3 . 2 6 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 1 4 	 8 9 2 6 . 0 1 	 6 5 5 	 2 . 6 8 	 1 3 . 6 3 	 1 6 0 8 . 1 6 	 3 6 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 1 5 	 5 6 9 3 . 7 7 	 9 3 2 	 2 . 2 1 	 6 . 1 1 	 2 1 2 9 . 6 0 	 5 3 . 2 8 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 1 6 	 7 3 3 . 5 6 	 3 5 6 	 1 . 3 7 	 2 . 0 6 	 1 1 4 9 . 2 2 	 6 8 . 5 4 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 5   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 1 7 	 1 0 5 7 . 1 8 	 1 6 4 	 1 . 8 8 	 6 . 4 5 	 1 1 5 9 . 9 4 	 5 9 . 6 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 1 8 	 2 7 7 . 2 5 	 2 0 	 3 . 4 9 	 1 3 . 8 6 	 1 0 3 8 . 4 7 	 8 9 . 8 5 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 2   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 1 9 	 5 3 6 1 . 0 1 	 6 3 5 	 2 . 1 8 	 8 . 4 4 	 1 7 1 7 . 5 4 	 3 7 . 3 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 5   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 2 0 	 4 3 9 9 . 7 9 	 4 7 4 	 2 . 8 0 	 9 . 2 8 	 2 7 0 8 . 7 0 	 5 8 . 7 2 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 2 1 	 5 1 2 3 . 1 2 	 6 1 6 	 2 . 2 2 	 8 . 3 2 	 1 7 1 7 . 5 4 	 3 8 . 5 3 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 5   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 2 2 	 6 6 1 9 . 4 7 	 6 8 7 	 2 . 5 5 	 9 . 6 4 	 1 9 0 6 . 4 4 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 2 3 	 4 6 3 9 . 2 0 	 7 3 9 	 2 . 2 2 	 6 . 2 8 	 1 2 7 9 . 6 7 	 5 6 . 8 3 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 1   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 3 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 2 4 	 5 0 4 5 . 8 4 	 7 0 0 	 2 . 0 5 	 7 . 2 1 	 1 1 9 3 . 2 6 	 5 5 . 6 1 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 2 5 	 1 6 5 2 . 6 2 	 4 7 1 	 1 . 5 3 	 3 . 5 1 	 2 2 8 8 . 1 2 	 8 9 . 8 6 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 7   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 2 6 	 5 4 9 1 . 6 9 	 7 5 7 	 2 . 3 0 	 7 . 2 5 	 1 2 2 5 . 8 3 	 5 2 . 9 0 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 6 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 2 7 	 6 0 1 0 . 9 4 	 6 9 5 	 2 . 2 3 	 8 . 6 5 	 9 4 9 . 0 5 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 2 8 	 6 7 7 0 . 6 2 	 6 9 8 	 2 . 5 4 	 9 . 7 0 	 1 9 0 6 . 4 4 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 2 9 	 7 3 8 7 . 3 7 	 6 9 7 	 2 . 5 1 	 1 0 . 6 0 	 9 7 9 . 1 8 	 3 0 . 7 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 3 0 	 1 8 1 . 8 3 	 1 8 	 2 . 8 6 	 1 0 . 1 0 	 8 4 0 . 5 1 	 8 0 . 3 1 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 7   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 3 1 	 6 6 2 6 . 2 1 	 7 0 8 	 2 . 4 9 	 9 . 3 6 	 1 1 9 3 . 2 6 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 3 2 	 6 8 7 . 0 3 	 5 6 5 	 1 . 5 6 	 1 . 2 2 	 1 2 0 1 . 3 7 	 6 9 . 4 9 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 3 3 	 6 6 7 6 . 1 4 	 7 0 0 	 2 . 5 2 	 9 . 5 4 	 1 0 2 7 . 8 3 	 3 5 . 8 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 3 4 	 6 6 4 0 . 9 5 	 7 0 5 	 2 . 4 8 	 9 . 4 2 	 1 1 9 3 . 2 6 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 3 5 	 5 3 7 3 . 0 3 	 5 1 4 	 2 . 4 9 	 1 0 . 4 5 	 2 9 2 8 . 6 8 	 6 4 . 1 9 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 3 6 	 7 2 2 5 . 0 6 	 4 8 6 	 2 . 9 2 	 1 4 . 8 7 	 4 3 6 0 . 5 2 	 7 2 . 7 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 3 7 	 5 4 5 6 . 7 9 	 7 3 2 	 2 . 0 2 	 7 . 4 5 	 1 1 5 3 . 7 7 	 3 5 . 4 3 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 5   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 4 4   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 3 8 	 5 0 0 6 . 2 8 	 7 0 5 	 1 . 7 5 	 7 . 1 0 	 1 8 8 6 . 9 6 	 4 8 . 0 4 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 4   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 3 9 	 6 5 7 6 . 2 5 	 7 0 8 	 2 . 5 0 	 9 . 2 9 	 1 1 9 3 . 2 6 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 4 0 	 5 3 4 8 . 8 9 	 7 2 1 	 2 . 1 2 	 7 . 4 2 	 1 1 9 3 . 2 6 	 5 5 . 6 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 3   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 4 1 	 5 4 4 1 . 8 8 	 7 3 8 	 2 . 3 1 	 7 . 3 7 	 1 2 2 5 . 8 3 	 5 2 . 9 0 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 6 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 4 2 	 6 8 4 4 . 1 7 	 6 3 8 	 2 . 4 6 	 1 0 . 7 3 	 1 7 1 7 . 5 4 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 2   	 S e c o n d P r o f i t P e r s e n t = 6 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 4 3 	 5 1 8 9 . 9 4 	 7 1 7 	 1 . 7 8 	 7 . 2 4 	 1 8 8 6 . 9 6 	 4 7 . 9 3 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 4 4 	 4 1 7 0 . 0 0 	 6 4 1 	 2 . 2 3 	 6 . 5 1 	 8 4 0 . 1 3 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 4 5 	 2 3 7 9 . 4 4 	 1 0 2 6 	 1 . 4 4 	 2 . 3 2 	 1 3 5 7 . 0 3 	 4 8 . 0 3 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 4   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 5   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 4 6 	 5 0 8 4 . 9 8 	 7 0 6 	 1 . 7 9 	 7 . 2 0 	 1 8 8 6 . 9 6 	 4 7 . 8 3 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 4 7 	 6 3 4 2 . 1 0 	 6 5 4 	 2 . 4 0 	 9 . 7 0 	 8 6 3 . 4 0 	 3 1 . 0 0 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 4 8 	 9 0 9 1 . 3 9 	 6 5 2 	 2 . 6 9 	 1 3 . 9 4 	 1 6 0 8 . 1 6 	 3 5 . 7 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 4 9 	 6 7 9 4 . 3 1 	 6 9 5 	 2 . 5 2 	 9 . 7 8 	 1 9 0 6 . 4 4 	 5 6 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 5 0 	 9 1 0 1 . 3 0 	 6 8 0 	 2 . 8 9 	 1 3 . 3 8 	 2 0 8 9 . 1 6 	 3 0 . 3 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 5 1 	 6 7 8 1 . 8 8 	 6 7 3 	 2 . 1 2 	 1 0 . 0 8 	 2 1 9 8 . 6 1 	 4 4 . 4 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 5 2 	 4 5 4 5 . 2 6 	 6 5 1 	 2 . 2 6 	 6 . 9 8 	 8 7 1 . 7 4 	 3 7 . 9 2 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 5 3 	 6 0 3 2 . 5 9 	 4 6 5 	 2 . 9 6 	 1 2 . 9 7 	 2 9 2 8 . 6 8 	 5 2 . 3 1 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 5 4 	 1 1 1 8 . 5 1 	 8 9 6 	 1 . 4 9 	 1 . 2 5 	 2 3 9 . 3 8 	 1 9 . 1 9 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 4   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 2   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 5 5 	 6 4 1 4 . 8 2 	 4 8 5 	 2 . 6 3 	 1 3 . 2 3 	 3 2 6 4 . 8 2 	 5 0 . 5 3 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 5 6 	 5 9 8 9 . 8 0 	 7 3 2 	 2 . 0 5 	 8 . 1 8 	 1 7 0 4 . 8 1 	 3 5 . 1 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 5 7 	 6 7 7 4 . 6 1 	 7 0 2 	 2 . 5 2 	 9 . 6 5 	 1 9 0 6 . 4 4 	 5 7 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 5 8 	 6 0 2 7 . 4 4 	 7 0 5 	 2 . 0 6 	 8 . 5 5 	 1 1 1 8 . 6 0 	 3 2 . 6 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 5 9 	 3 6 0 5 . 4 8 	 4 9 7 	 1 . 9 6 	 7 . 2 5 	 2 3 4 6 . 6 2 	 5 4 . 6 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 9   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 6 0 	 6 8 5 9 . 9 0 	 7 0 3 	 2 . 6 2 	 9 . 7 6 	 1 9 0 6 . 4 4 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 6 1 	 6 7 1 0 . 9 1 	 6 8 1 	 2 . 5 3 	 9 . 8 5 	 1 9 0 6 . 4 4 	 5 6 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 6 2 	 8 4 0 . 4 7 	 5 0 2 	 1 . 3 7 	 1 . 6 7 	 8 9 8 . 1 7 	 7 1 . 2 6 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 1 2   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 6 3 	 6 2 0 2 . 5 7 	 8 7 1 	 2 . 2 2 	 7 . 1 2 	 1 1 7 7 . 5 4 	 3 9 . 4 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 6 4 	 6 7 8 9 . 7 4 	 6 8 9 	 2 . 6 1 	 9 . 8 5 	 1 9 0 6 . 4 4 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 6 5 	 6 7 6 8 . 0 1 	 6 8 1 	 2 . 4 9 	 9 . 9 4 	 1 9 0 6 . 4 4 	 5 3 . 7 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 6 6 	 9 0 5 7 . 9 0 	 6 5 5 	 2 . 5 0 	 1 3 . 8 3 	 3 7 5 0 . 8 1 	 5 0 . 1 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 6 7 	 1 1 5 . 0 6 	 1 6 	 1 . 9 3 	 7 . 1 9 	 8 4 5 . 3 1 	 7 8 . 9 6 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 6 8 	 1 4 3 9 . 5 2 	 1 7 0 	 2 . 3 7 	 8 . 4 7 	 1 3 5 5 . 3 1 	 6 5 . 5 8 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 6 9 	 7 8 1 . 5 1 	 7 3 6 	 1 . 4 0 	 1 . 0 6 	 2 7 8 . 7 3 	 1 6 . 1 6 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 7 0 	 4 3 8 5 . 5 7 	 4 6 9 	 2 . 5 8 	 9 . 3 5 	 1 8 7 7 . 5 7 	 6 4 . 7 4 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 2   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 7 1 	 1 0 9 6 . 2 9 	 1 7 0 	 1 . 8 8 	 6 . 4 5 	 1 3 4 3 . 9 2 	 6 8 . 1 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 7 2 	 7 7 4 6 . 3 8 	 6 4 7 	 2 . 5 9 	 1 1 . 9 7 	 1 8 3 6 . 4 1 	 3 1 . 3 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 7 3 	 6 8 2 3 . 6 8 	 7 0 2 	 2 . 5 2 	 9 . 7 2 	 1 9 0 6 . 4 4 	 5 6 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 7 4 	 6 6 5 2 . 6 0 	 7 0 9 	 2 . 4 7 	 9 . 3 8 	 1 1 9 3 . 2 6 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 7 5 	 2 2 4 . 4 4 	 2 8 	 1 . 9 3 	 8 . 0 2 	 7 7 8 . 8 2 	 7 1 . 6 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 2   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 7 6 	 6 3 3 4 . 5 4 	 7 0 9 	 2 . 4 1 	 8 . 9 3 	 1 2 9 3 . 3 1 	 4 1 . 9 4 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 7 7 	 6 6 7 4 . 7 1 	 6 9 2 	 2 . 6 2 	 9 . 6 5 	 1 9 0 6 . 4 4 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 7 8 	 7 5 0 3 . 8 1 	 6 9 6 	 2 . 6 4 	 1 0 . 7 8 	 1 9 1 5 . 8 8 	 5 2 . 1 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 7 9 	 1 7 3 . 8 7 	 2 6 	 1 . 8 3 	 6 . 6 9 	 5 4 3 . 5 7 	 5 0 . 2 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 0   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 8 0 	 7 4 5 2 . 8 5 	 6 6 4 	 2 . 3 0 	 1 1 . 2 2 	 1 7 1 7 . 5 4 	 3 0 . 3 0 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 8 1 	 9 1 9 5 . 0 8 	 6 9 8 	 2 . 3 9 	 1 3 . 1 7 	 3 1 3 2 . 2 5 	 4 7 . 7 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 8 2 	 6 7 4 6 . 4 3 	 6 9 8 	 2 . 5 3 	 9 . 6 7 	 1 9 0 6 . 4 4 	 5 7 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 8 3 	 8 1 4 2 . 7 9 	 6 8 7 	 2 . 4 9 	 1 1 . 8 5 	 1 9 0 6 . 4 4 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 8 4 	 7 2 9 0 . 8 1 	 6 3 8 	 2 . 5 0 	 1 1 . 4 3 	 1 7 1 7 . 5 4 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 8 5 	 1 5 8 2 . 6 6 	 1 6 9 	 2 . 5 3 	 9 . 3 6 	 1 6 8 6 . 6 8 	 7 2 . 5 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 2   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 8 6 	 8 3 8 5 . 5 2 	 6 8 5 	 2 . 0 3 	 1 2 . 2 4 	 1 6 2 0 . 7 0 	 3 0 . 7 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 8 7 	 6 6 0 8 . 6 8 	 6 9 7 	 2 . 4 8 	 9 . 4 8 	 1 1 9 3 . 2 6 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 8 8 	 6 8 6 8 . 5 8 	 6 3 3 	 2 . 4 6 	 1 0 . 8 5 	 1 7 1 7 . 5 4 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 8 9 	 1 0 7 3 . 9 5 	 1 6 8 	 1 . 8 6 	 6 . 3 9 	 1 3 4 7 . 9 2 	 6 8 . 5 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 9 0 	 7 5 8 7 . 6 4 	 6 4 5 	 2 . 4 3 	 1 1 . 7 6 	 3 5 6 6 . 1 5 	 6 1 . 3 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 9   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 9 1 	 6 7 7 2 . 0 6 	 6 9 5 	 2 . 5 3 	 9 . 7 4 	 1 9 0 6 . 4 4 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 9 2 	 6 7 0 5 . 4 6 	 6 8 3 	 2 . 5 8 	 9 . 8 2 	 1 9 0 6 . 4 4 	 5 6 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 9 3 	 7 9 7 5 . 3 9 	 7 4 6 	 2 . 5 1 	 1 0 . 6 9 	 1 8 3 1 . 4 3 	 4 1 . 3 1 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 9 4 	 4 1 7 6 . 2 0 	 6 5 2 	 2 . 2 5 	 6 . 4 1 	 8 7 1 . 7 4 	 4 5 . 5 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 9 5 	 6 6 0 2 . 1 9 	 6 4 7 	 2 . 4 0 	 1 0 . 2 0 	 2 1 8 0 . 1 5 	 3 9 . 0 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 9 6 	 5 8 0 8 . 5 0 	 6 6 4 	 1 . 9 4 	 8 . 7 5 	 1 6 7 8 . 0 2 	 3 8 . 1 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 9 7 	 9 0 4 8 . 3 1 	 6 7 6 	 2 . 9 1 	 1 3 . 3 9 	 2 0 8 9 . 1 6 	 3 0 . 3 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 9 8 	 1 0 8 9 3 . 9 8 	 5 3 6 	 2 . 5 9 	 2 0 . 3 2 	 5 4 3 5 . 0 7 	 6 4 . 8 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 1 9 9 	 9 5 1 6 . 3 3 	 6 8 1 	 2 . 6 1 	 1 3 . 9 7 	 1 9 4 2 . 8 0 	 5 7 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 0 0 	 7 5 3 5 . 4 7 	 7 0 4 	 2 . 5 6 	 1 0 . 7 0 	 1 9 1 5 . 8 8 	 5 2 . 1 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 0 1 	 8 5 5 9 . 1 2 	 7 4 3 	 2 . 7 4 	 1 1 . 5 2 	 1 7 9 3 . 1 0 	 5 6 . 5 2 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 0 2 	 4 8 6 1 . 0 6 	 6 2 5 	 2 . 2 6 	 7 . 7 8 	 8 4 0 . 1 3 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 0 3 	 6 4 5 9 . 5 5 	 6 5 1 	 2 . 3 8 	 9 . 9 2 	 8 6 3 . 4 0 	 3 1 . 0 0 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 0 4 	 5 9 8 1 . 1 0 	 7 3 7 	 2 . 0 8 	 8 . 1 2 	 1 7 0 4 . 8 1 	 3 5 . 3 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 2   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 0 5 	 6 7 7 0 . 6 2 	 6 9 8 	 2 . 5 4 	 9 . 7 0 	 1 9 0 6 . 4 4 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 0 6 	 6 0 8 7 . 4 2 	 5 2 1 	 2 . 5 2 	 1 1 . 6 8 	 2 9 9 7 . 4 9 	 6 3 . 4 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 9   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 0 7 	 4 0 2 . 1 1 	 1 7 8 	 1 . 5 5 	 2 . 2 6 	 7 3 9 . 0 1 	 5 5 . 4 9 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 4   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 2 4   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 0 8 	 1 2 7 4 . 8 7 	 8 7 3 	 1 . 4 3 	 1 . 4 6 	 4 8 4 . 8 5 	 2 3 . 9 0 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 6   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 2   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 0 9 	 6 7 2 3 . 6 1 	 7 2 9 	 2 . 5 2 	 9 . 2 2 	 1 1 9 3 . 2 6 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 1 0 	 6 1 4 9 . 6 9 	 8 6 8 	 2 . 2 2 	 7 . 0 8 	 1 1 7 7 . 5 4 	 3 9 . 4 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 1 1 	 6 4 4 9 . 2 0 	 6 5 1 	 2 . 3 8 	 9 . 9 1 	 8 6 3 . 4 0 	 3 1 . 0 0 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 1 2 	 7 2 8 1 . 0 3 	 8 0 3 	 2 . 2 7 	 9 . 0 7 	 3 9 1 2 . 6 2 	 7 4 . 7 0 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 1 3 	 7 0 6 1 . 5 1 	 6 2 5 	 1 . 9 1 	 1 1 . 3 0 	 2 4 0 8 . 8 8 	 6 6 . 0 4 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 3 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 1 4 	 8 4 4 5 . 3 5 	 6 5 0 	 2 . 5 0 	 1 2 . 9 9 	 2 1 8 0 . 1 5 	 3 2 . 9 1 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 1 5 	 6 5 6 4 . 1 8 	 7 0 7 	 2 . 4 7 	 9 . 2 8 	 1 1 9 3 . 2 6 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 1 6 	 6 6 1 3 . 2 2 	 6 8 8 	 2 . 5 2 	 9 . 6 1 	 1 0 2 7 . 8 3 	 3 5 . 8 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 1 7 	 6 7 4 7 . 0 5 	 6 7 1 	 2 . 6 5 	 1 0 . 0 6 	 1 7 9 2 . 5 4 	 5 7 . 6 4 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 4   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 1 8 	 6 5 0 8 . 6 2 	 7 2 1 	 2 . 2 5 	 9 . 0 3 	 1 7 0 4 . 8 1 	 3 2 . 9 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 2   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 1 9 	 7 2 1 5 . 7 9 	 4 8 8 	 2 . 8 9 	 1 4 . 7 9 	 4 3 6 0 . 5 2 	 7 2 . 8 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 2 0 	 5 9 5 1 . 4 8 	 7 3 0 	 2 . 0 5 	 8 . 1 5 	 1 7 0 4 . 8 1 	 3 5 . 3 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 2   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 2 1 	 6 5 9 7 . 4 4 	 6 4 7 	 2 . 4 0 	 1 0 . 2 0 	 2 1 8 0 . 1 5 	 3 9 . 0 8 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 2 2 	 7 1 1 1 . 0 9 	 7 0 6 	 2 . 4 3 	 1 0 . 0 7 	 1 9 0 6 . 4 4 	 5 6 . 0 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 2 3 	 4 1 5 0 . 8 6 	 6 6 3 	 2 . 0 9 	 6 . 2 6 	 1 1 0 4 . 7 5 	 4 5 . 4 0 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 2 4 	 4 3 0 1 . 6 9 	 6 5 4 	 2 . 2 5 	 6 . 5 8 	 8 7 1 . 7 4 	 4 5 . 5 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 2 5 	 6 7 9 4 . 3 1 	 6 9 5 	 2 . 5 2 	 9 . 7 8 	 1 9 0 6 . 4 4 	 5 6 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 2 6 	 6 4 8 0 . 7 1 	 6 8 0 	 2 . 4 0 	 9 . 5 3 	 1 4 8 3 . 5 4 	 3 4 . 5 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 2 7 	 6 6 6 6 . 7 4 	 6 9 1 	 2 . 6 3 	 9 . 6 5 	 1 9 0 6 . 4 4 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 2 8 	 8 5 2 4 . 1 7 	 7 2 0 	 2 . 8 3 	 1 1 . 8 4 	 1 9 4 1 . 7 5 	 5 8 . 8 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 2 9 	 1 2 7 4 . 0 5 	 1 5 4 	 2 . 5 9 	 8 . 2 7 	 1 8 9 9 . 3 4 	 8 4 . 3 6 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 4 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 3 0 	 9 2 7 . 9 4 	 1 6 4 	 1 . 8 0 	 5 . 6 6 	 1 1 5 0 . 3 5 	 6 2 . 1 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 3 1 	 6 7 3 5 . 5 0 	 7 0 5 	 2 . 5 1 	 9 . 5 5 	 1 1 9 3 . 2 6 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 3 2 	 4 0 2 1 . 7 4 	 6 7 0 	 2 . 0 9 	 6 . 0 0 	 1 1 5 3 . 7 4 	 5 1 . 8 3 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 3 3 	 6 2 9 9 . 8 3 	 7 1 1 	 2 . 4 4 	 8 . 8 6 	 1 1 9 3 . 2 6 	 4 1 . 9 1 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 3 4 	 1 7 5 0 . 6 9 	 1 5 2 	 3 . 3 5 	 1 1 . 5 2 	 1 8 6 1 . 0 3 	 7 6 . 1 2 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 8 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 3 5 	 6 5 6 5 . 4 8 	 7 0 4 	 2 . 5 7 	 9 . 3 3 	 9 9 0 . 4 8 	 3 6 . 0 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 3 6 	 6 1 1 2 . 2 2 	 7 4 4 	 2 . 4 0 	 8 . 2 2 	 1 7 9 3 . 1 0 	 6 1 . 6 7 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 3 7 	 6 6 5 3 . 0 8 	 7 1 4 	 2 . 5 1 	 9 . 3 2 	 1 1 9 3 . 2 6 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 3 8 	 4 4 8 5 . 4 8 	 6 1 4 	 2 . 2 2 	 7 . 3 1 	 7 5 2 . 5 2 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 3   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 3 9 	 6 7 4 9 . 3 6 	 6 9 0 	 2 . 5 3 	 9 . 7 8 	 1 9 0 6 . 4 4 	 5 6 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 4 0 	 6 5 9 5 . 5 7 	 6 9 7 	 2 . 6 2 	 9 . 4 6 	 9 9 0 . 4 8 	 3 5 . 5 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 4 1 	 1 5 8 2 . 6 6 	 1 6 9 	 2 . 5 3 	 9 . 3 6 	 1 6 8 6 . 6 8 	 7 2 . 5 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 2   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 4 2 	 4 2 3 . 4 5 	 2 7 2 	 1 . 6 5 	 1 . 5 6 	 4 7 6 . 1 4 	 3 6 . 0 3 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 5   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 4 2   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 4 3 	 6 6 1 5 . 7 0 	 7 0 8 	 2 . 4 8 	 9 . 3 4 	 1 1 9 3 . 2 6 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 4 4 	 1 6 6 . 8 0 	 2 4 	 1 . 8 3 	 6 . 9 5 	 6 1 8 . 2 5 	 5 6 . 2 3 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 4 5 	 6 6 8 1 . 6 8 	 7 2 4 	 2 . 5 1 	 9 . 2 3 	 1 1 9 3 . 2 6 	 4 1 . 1 5 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 3   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 4 6 	 8 9 0 7 . 1 8 	 7 2 1 	 2 . 3 4 	 1 2 . 3 5 	 1 4 7 1 . 9 7 	 4 7 . 7 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 4 7 	 2 2 1 1 . 4 0 	 2 1 4 	 2 . 3 7 	 1 0 . 3 3 	 2 0 0 6 . 1 6 	 6 8 . 4 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 4 8 	 6 9 2 7 . 8 1 	 6 9 6 	 2 . 4 6 	 9 . 9 5 	 1 9 0 6 . 4 4 	 5 4 . 0 3 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 4 9 	 2 1 5 3 . 3 0 	 1 6 9 	 3 . 3 3 	 1 2 . 7 4 	 1 6 6 0 . 1 2 	 6 2 . 2 0 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 5 0 	 1 2 4 4 . 2 3 	 1 5 8 	 2 . 4 7 	 7 . 8 7 	 1 5 2 6 . 2 7 	 7 3 . 4 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 2   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 5 1 	 6 7 2 2 . 9 3 	 7 0 2 	 2 . 5 4 	 9 . 5 8 	 1 0 2 7 . 8 3 	 3 5 . 8 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 5 2 	 7 0 8 5 . 7 7 	 6 8 8 	 2 . 4 3 	 1 0 . 3 0 	 1 7 9 2 . 5 4 	 5 7 . 7 3 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 4   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 5 3 	 6 6 0 1 . 9 0 	 6 8 5 	 2 . 5 5 	 9 . 6 4 	 1 9 0 6 . 4 4 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 5 4 	 5 8 8 4 . 1 1 	 6 8 9 	 2 . 3 4 	 8 . 5 4 	 1 5 7 6 . 1 1 	 4 1 . 9 9 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 5 5 	 5 6 9 2 . 6 0 	 6 8 5 	 2 . 6 6 	 8 . 3 1 	 1 2 8 5 . 1 1 	 5 5 . 2 1 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 2 . 2   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 5 6 	 2 6 3 . 4 8 	 1 9 	 3 . 2 6 	 1 3 . 8 7 	 9 7 9 . 7 6 	 8 7 . 9 5 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 5 7 	 3 1 2 . 8 7 	 1 7 	 2 . 9 5 	 1 8 . 4 0 	 6 6 8 . 6 1 	 6 1 . 3 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 5   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 5 8 	 1 9 2 . 0 8 	 2 0 	 2 . 3 2 	 9 . 6 0 	 9 9 6 . 7 2 	 9 2 . 9 0 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 3   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 5 9 	 6 7 4 9 . 0 7 	 7 0 7 	 2 . 5 3 	 9 . 5 5 	 1 0 2 7 . 8 3 	 3 5 . 8 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 6 0 	 8 1 3 2 . 6 9 	 6 8 8 	 2 . 5 9 	 1 1 . 8 2 	 1 5 8 5 . 3 6 	 3 9 . 0 1 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 6 1 	 6 5 1 5 . 2 4 	 7 2 2 	 2 . 3 3 	 9 . 0 2 	 1 1 9 3 . 2 6 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 6 2 	 7 3 9 3 . 7 1 	 6 4 0 	 2 . 4 4 	 1 1 . 5 5 	 3 5 6 6 . 1 5 	 6 1 . 3 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 9   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 6 3 	 7 1 2 6 . 9 7 	 6 3 6 	 2 . 4 9 	 1 1 . 2 1 	 1 7 1 7 . 5 4 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 6 4 	 6 7 2 9 . 4 1 	 6 9 9 	 2 . 4 9 	 9 . 6 3 	 1 1 9 3 . 2 6 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 6 5 	 5 6 2 8 . 0 7 	 6 9 7 	 2 . 6 5 	 8 . 0 7 	 1 2 8 5 . 1 1 	 5 5 . 2 1 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 0   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 6 6 	 6 6 5 3 . 0 8 	 7 1 4 	 2 . 5 1 	 9 . 3 2 	 1 1 9 3 . 2 6 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 6 7 	 1 9 7 . 1 8 	 1 8 	 2 . 4 0 	 1 0 . 9 5 	 5 4 5 . 5 1 	 5 1 . 9 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 6 8 	 5 8 0 8 . 7 1 	 6 4 9 	 2 . 5 0 	 8 . 9 5 	 1 0 8 9 . 0 4 	 3 9 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 4   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 6 9 	 6 7 7 0 . 6 2 	 6 9 8 	 2 . 5 4 	 9 . 7 0 	 1 9 0 6 . 4 4 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 7 0 	 3 7 1 . 3 5 	 4 3 9 	 1 . 2 9 	 0 . 8 5 	 1 1 3 9 . 3 2 	 8 0 . 7 6 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 5   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 7 1 	 4 7 3 3 . 6 2 	 4 9 3 	 2 . 3 8 	 9 . 6 0 	 2 2 2 6 . 4 3 	 4 2 . 6 4 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 7 2 	 3 4 2 . 5 0 	 2 5 	 2 . 6 0 	 1 3 . 7 0 	 7 9 4 . 7 6 	 6 9 . 2 3 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 2   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 7 3 	 3 1 2 . 8 7 	 1 7 	 2 . 9 5 	 1 8 . 4 0 	 6 6 8 . 6 1 	 6 1 . 3 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 5   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 7 4 	 4 4 2 9 . 8 9 	 6 4 4 	 2 . 2 5 	 6 . 8 8 	 8 7 1 . 7 4 	 4 5 . 5 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 7 5 	 1 1 7 4 2 . 9 4 	 6 5 9 	 2 . 9 6 	 1 7 . 8 2 	 3 1 5 3 . 5 7 	 4 2 . 1 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 7 6 	 7 3 9 0 . 2 0 	 6 8 7 	 2 . 3 2 	 1 0 . 7 6 	 2 2 2 0 . 5 9 	 4 6 . 1 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 7 7 	 1 2 4 4 1 . 7 6 	 6 7 8 	 2 . 6 9 	 1 8 . 3 5 	 2 4 7 7 . 5 1 	 3 4 . 8 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 7 8 	 6 4 9 9 . 5 1 	 6 7 3 	 2 . 5 4 	 9 . 6 6 	 1 4 7 1 . 9 7 	 4 5 . 9 3 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 6   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 4 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 7 9 	 7 4 9 7 . 1 2 	 6 5 9 	 2 . 5 5 	 1 1 . 3 8 	 1 5 6 4 . 1 6 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 8 0 	 5 4 8 9 . 6 9 	 4 7 3 	 2 . 7 0 	 1 1 . 6 1 	 2 9 2 8 . 6 8 	 5 4 . 1 3 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 8 1 	 6 7 8 7 . 5 6 	 6 3 8 	 2 . 6 0 	 1 0 . 6 4 	 8 6 3 . 4 0 	 3 7 . 5 0 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 5   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 8 2 	 6 3 2 6 . 2 2 	 6 5 4 	 2 . 3 9 	 9 . 6 7 	 8 6 3 . 4 0 	 3 1 . 1 0 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 5   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 8 3 	 5 6 2 0 . 2 6 	 6 8 7 	 2 . 3 7 	 8 . 1 8 	 1 4 8 3 . 5 4 	 3 4 . 8 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 8 4 	 5 9 6 7 . 2 7 	 8 5 4 	 2 . 2 1 	 6 . 9 9 	 1 0 6 7 . 2 2 	 3 9 . 4 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 8 5 	 5 9 6 0 . 7 4 	 6 9 7 	 2 . 0 8 	 8 . 5 5 	 1 1 1 8 . 6 0 	 3 2 . 6 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 8 6 	 7 0 5 1 . 4 7 	 6 3 3 	 2 . 4 9 	 1 1 . 1 4 	 1 7 1 7 . 5 4 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 8 7 	 4 4 7 7 . 2 3 	 6 4 5 	 2 . 2 5 	 6 . 9 4 	 8 7 1 . 7 4 	 3 7 . 9 2 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 6   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 8 8 	 7 7 3 . 6 0 	 7 4 7 	 1 . 4 0 	 1 . 0 4 	 5 7 5 . 1 2 	 3 3 . 8 7 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 7   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 2 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 8 9 	 3 7 1 1 . 1 1 	 4 9 6 	 2 . 1 0 	 7 . 4 8 	 2 8 9 4 . 4 1 	 6 6 . 0 8 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 9 0 	 7 9 7 4 . 2 6 	 7 1 5 	 2 . 5 0 	 1 1 . 1 5 	 3 9 5 3 . 0 1 	 6 0 . 3 4 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 6 4   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 9 1 	 5 5 1 9 . 3 2 	 5 5 4 	 2 . 6 8 	 9 . 9 6 	 2 5 1 3 . 7 7 	 4 4 . 5 8 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 9 2 	 4 4 6 3 . 3 6 	 6 4 6 	 2 . 2 2 	 6 . 9 1 	 8 7 1 . 7 4 	 3 7 . 9 2 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 9 3 	 4 4 8 9 . 1 4 	 5 2 5 	 2 . 4 8 	 8 . 5 5 	 8 8 3 . 8 0 	 3 2 . 2 0 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 7   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 9 4 	 7 0 0 1 . 0 9 	 7 1 9 	 2 . 4 4 	 9 . 7 4 	 1 1 9 3 . 2 6 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 9 5 	 7 1 3 2 . 5 8 	 6 7 7 	 2 . 4 6 	 1 0 . 5 4 	 1 6 2 8 . 9 0 	 3 6 . 4 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 9 6 	 1 4 0 2 . 4 1 	 9 8 0 	 1 . 6 1 	 1 . 4 3 	 4 4 0 . 7 3 	 2 8 . 4 3 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 3   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 9 7 	 5 4 5 8 . 8 6 	 6 8 5 	 2 . 2 8 	 7 . 9 7 	 8 5 5 . 3 6 	 4 1 . 2 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 9 8 	 7 5 5 3 . 8 6 	 6 8 1 	 2 . 5 5 	 1 1 . 0 9 	 1 9 1 5 . 8 8 	 5 2 . 5 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 2 9 9 	 6 2 9 4 . 7 0 	 7 0 1 	 2 . 4 5 	 8 . 9 8 	 1 1 9 3 . 2 6 	 4 1 . 9 1 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 0 0 	 6 4 1 8 . 6 6 	 4 8 4 	 2 . 6 3 	 1 3 . 2 6 	 3 2 9 3 . 9 9 	 5 0 . 4 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 0 1 	 7 1 8 6 . 8 9 	 7 2 2 	 2 . 4 0 	 9 . 9 5 	 1 6 2 8 . 9 0 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 0 2 	 1 8 4 . 4 6 	 2 0 	 1 . 8 7 	 9 . 2 2 	 6 5 3 . 3 1 	 6 0 . 1 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 0 3 	 5 4 4 0 . 7 3 	 6 0 1 	 2 . 2 8 	 9 . 0 5 	 1 8 5 1 . 3 7 	 5 0 . 4 2 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 7   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 0 4 	 1 3 9 8 3 . 1 2 	 6 7 2 	 2 . 8 5 	 2 0 . 8 1 	 3 1 7 0 . 6 9 	 3 6 . 0 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 0 5 	 6 7 9 0 . 0 8 	 6 9 8 	 2 . 5 3 	 9 . 7 3 	 1 9 0 6 . 4 4 	 5 6 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 0 6 	 5 7 2 8 . 1 5 	 9 2 5 	 2 . 1 8 	 6 . 1 9 	 2 1 2 9 . 6 0 	 5 3 . 2 8 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 0 7 	 6 1 5 7 . 3 5 	 6 9 7 	 2 . 9 4 	 8 . 8 3 	 1 2 8 5 . 1 1 	 5 5 . 6 5 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 8 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 0 8 	 2 1 7 0 . 3 7 	 1 7 1 	 2 . 5 5 	 1 2 . 6 9 	 1 7 8 8 . 7 8 	 6 3 . 3 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 0 9 	 1 2 7 4 . 9 9 	 1 5 1 	 2 . 7 1 	 8 . 4 4 	 1 8 9 9 . 3 4 	 8 4 . 7 0 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 4 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 1 0 	 5 4 7 . 2 7 	 4 8 	 2 . 8 5 	 1 1 . 4 0 	 1 1 1 2 . 5 7 	 8 1 . 7 9 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 1 1 	 6 6 0 4 . 7 5 	 7 0 5 	 2 . 5 7 	 9 . 3 7 	 9 9 0 . 4 8 	 3 5 . 5 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 9 4   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 1 2 	 6 7 2 2 . 1 8 	 6 8 8 	 2 . 5 4 	 9 . 7 7 	 1 9 0 6 . 4 4 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 1 3 	 6 6 9 9 . 9 7 	 6 9 7 	 2 . 3 1 	 9 . 6 1 	 1 9 0 6 . 4 4 	 5 6 . 3 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 1 4 	 7 7 9 3 . 0 3 	 7 3 3 	 2 . 4 8 	 1 0 . 6 3 	 1 8 3 1 . 4 3 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 1 5 	 2 1 8 1 . 2 2 	 2 1 4 	 2 . 3 4 	 1 0 . 1 9 	 2 0 0 6 . 1 6 	 6 9 . 1 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 1 6 	 7 4 6 8 . 3 2 	 6 9 4 	 2 . 6 4 	 1 0 . 7 6 	 1 9 1 5 . 8 8 	 5 2 . 1 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 1 7 	 6 5 9 0 . 0 2 	 6 9 7 	 2 . 6 4 	 9 . 4 5 	 9 9 0 . 4 8 	 3 5 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 1 8 	 6 7 9 7 . 7 2 	 7 1 5 	 2 . 5 0 	 9 . 5 1 	 1 1 9 3 . 2 6 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 1 9 	 6 5 7 6 . 2 5 	 7 0 8 	 2 . 5 0 	 9 . 2 9 	 1 1 9 3 . 2 6 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 0   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 2 0 	 9 7 5 7 . 5 0 	 6 5 0 	 2 . 7 4 	 1 5 . 0 1 	 1 9 8 7 . 2 8 	 3 5 . 0 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 2 1 	 8 0 6 5 . 8 2 	 6 9 0 	 2 . 5 1 	 1 1 . 6 9 	 1 9 0 6 . 4 4 	 5 7 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 2 2 	 6 8 3 6 . 8 1 	 7 0 2 	 2 . 5 3 	 9 . 7 4 	 1 9 0 6 . 4 4 	 5 6 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 2 3 	 1 7 1 8 . 5 9 	 1 6 9 	 2 . 8 9 	 1 0 . 1 7 	 1 6 8 6 . 6 8 	 7 2 . 5 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 2   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 2 4 	 7 1 8 5 . 5 5 	 7 2 3 	 2 . 4 0 	 9 . 9 4 	 1 6 2 8 . 9 0 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 2 5 	 1 6 2 0 . 5 0 	 6 8 7 	 1 . 6 4 	 2 . 3 6 	 7 1 5 . 5 2 	 4 1 . 7 3 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 7   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 2 6 	 4 2 0 3 . 3 0 	 6 3 0 	 2 . 2 0 	 6 . 6 7 	 8 4 0 . 1 3 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 2 7 	 7 4 3 7 . 5 2 	 7 2 6 	 2 . 2 2 	 1 0 . 2 4 	 1 7 9 3 . 1 0 	 5 2 . 9 0 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 2 8 	 6 6 2 9 . 2 7 	 6 8 3 	 2 . 6 2 	 9 . 7 1 	 1 9 0 6 . 4 4 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 2 9 	 8 2 2 5 . 9 8 	 6 9 7 	 2 . 6 0 	 1 1 . 8 0 	 1 5 8 5 . 3 6 	 3 9 . 0 1 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 3 0 	 7 5 7 . 0 3 	 1 8 8 	 2 . 2 9 	 4 . 0 3 	 9 7 8 . 9 9 	 5 5 . 5 3 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 3 6   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 3 1 	 6 7 8 9 . 8 9 	 6 9 8 	 2 . 5 3 	 9 . 7 3 	 1 9 0 6 . 4 4 	 5 6 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 3 2 	 8 6 4 3 . 0 3 	 6 6 3 	 2 . 6 4 	 1 3 . 0 4 	 1 7 1 7 . 5 4 	 4 5 . 4 2 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 3 3 	 6 7 1 8 . 4 8 	 6 8 4 	 2 . 5 2 	 9 . 8 2 	 1 9 0 6 . 4 4 	 5 6 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 3 4 	 6 7 9 7 . 7 4 	 5 1 5 	 2 . 4 2 	 1 3 . 2 0 	 3 2 6 4 . 8 2 	 5 2 . 7 0 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 3 5 	 1 3 8 8 . 8 3 	 5 5 6 	 1 . 7 0 	 2 . 5 0 	 2 0 4 3 . 1 2 	 9 2 . 6 3 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 1 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 3   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 3 6   	 S e c o n d P r o f i t P e r s e n t = 3 6   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 3 6 	 7 3 2 1 . 1 1 	 6 9 2 	 2 . 5 9 	 1 0 . 5 8 	 1 9 0 6 . 4 4 	 5 5 . 6 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 3 7 	 6 3 7 3 . 3 4 	 6 5 9 	 2 . 4 8 	 9 . 6 7 	 1 7 9 2 . 5 4 	 5 8 . 8 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 4   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 3 8 	 1 7 8 . 5 8 	 2 2 	 1 . 8 9 	 8 . 1 2 	 5 8 3 . 0 8 	 5 5 . 4 3 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 3 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 3 9 	 6 3 3 1 . 7 0 	 6 6 9 	 2 . 7 1 	 9 . 4 6 	 1 1 0 9 . 9 9 	 3 7 . 5 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 4 0 	 6 7 1 8 . 7 4 	 7 1 4 	 2 . 5 4 	 9 . 4 1 	 1 1 9 3 . 2 6 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 4 1 	 6 6 0 4 . 7 5 	 7 0 5 	 2 . 5 7 	 9 . 3 7 	 9 9 0 . 4 8 	 3 5 . 5 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 4 2 	 9 0 5 7 . 6 5 	 6 7 5 	 2 . 9 1 	 1 3 . 4 2 	 2 0 8 9 . 1 6 	 3 0 . 3 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 4 3 	 7 0 4 3 . 3 7 	 6 3 9 	 2 . 4 6 	 1 1 . 0 2 	 1 7 1 7 . 5 4 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 6 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 4 4 	 8 3 0 4 . 5 3 	 6 9 7 	 2 . 4 4 	 1 1 . 9 1 	 1 9 0 6 . 4 4 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 4 5 	 6 7 5 3 . 7 0 	 7 1 2 	 2 . 5 0 	 9 . 4 9 	 1 1 9 3 . 2 6 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 4 6 	 6 6 8 3 . 3 9 	 6 9 3 	 2 . 4 9 	 9 . 6 4 	 1 1 9 3 . 2 6 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 4 7 	 7 3 8 7 . 3 7 	 6 9 7 	 2 . 5 1 	 1 0 . 6 0 	 9 7 9 . 1 8 	 3 0 . 7 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 4 8 	 9 3 2 8 . 8 8 	 6 8 4 	 2 . 5 2 	 1 3 . 6 4 	 1 6 0 2 . 9 7 	 4 7 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 4 9 	 2 5 8 . 9 6 	 5 6 	 1 . 5 3 	 4 . 6 2 	 6 9 3 . 9 9 	 6 1 . 0 7 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 4 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 5 0 	 7 4 7 8 . 1 0 	 7 0 4 	 2 . 6 3 	 1 0 . 6 2 	 1 9 1 5 . 8 8 	 5 2 . 1 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 5 1 	 6 6 1 5 . 7 0 	 7 0 8 	 2 . 4 8 	 9 . 3 4 	 1 1 9 3 . 2 6 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 5 2 	 6 9 0 0 . 5 9 	 6 3 0 	 2 . 4 4 	 1 0 . 9 5 	 1 7 1 7 . 5 4 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 6 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 5 3 	 1 8 5 . 4 0 	 2 0 	 1 . 7 9 	 9 . 2 7 	 7 1 5 . 9 7 	 6 6 . 0 3 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 5 4 	 1 7 9 5 . 4 8 	 1 6 9 	 3 . 0 0 	 1 0 . 6 2 	 1 6 8 6 . 6 8 	 7 2 . 5 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 2   	 R i s k = 1 . 6   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 5 5 	 9 8 2 2 . 3 4 	 8 7 3 	 2 . 7 3 	 1 1 . 2 5 	 2 9 0 5 . 8 8 	 6 2 . 9 0 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 7   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 2   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 5 6 	 5 2 1 . 0 1 	 3 5 5 	 1 . 5 4 	 1 . 4 7 	 3 9 0 . 6 1 	 2 6 . 6 6 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 7   	 R i s k = 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 1 8   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 5 7 	 9 8 1 3 . 7 2 	 6 6 6 	 2 . 6 9 	 1 4 . 7 4 	 2 4 7 7 . 5 1 	 3 4 . 1 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 5 8 	 2 8 2 . 3 3 	 2 8 1 	 1 . 5 2 	 1 . 0 0 	 4 2 7 . 3 5 	 3 2 . 6 4 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 5   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 5 9 	 1 2 2 2 6 . 0 6 	 6 8 6 	 2 . 5 9 	 1 7 . 8 2 	 2 4 7 7 . 5 1 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 6 0 	 4 9 3 1 . 8 7 	 6 2 7 	 2 . 1 5 	 7 . 8 7 	 8 4 0 . 1 3 	 3 5 . 7 3 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 6 1 	 5 3 1 9 . 0 2 	 6 4 7 	 2 . 5 2 	 8 . 2 2 	 7 5 2 . 5 2 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 1 . 3   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 6 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 6 2 	 6 7 8 6 . 2 1 	 6 9 7 	 2 . 5 3 	 9 . 7 4 	 1 9 0 6 . 4 4 	 5 6 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 6 3 	 1 2 5 1 . 6 5 	 1 5 7 	 2 . 0 0 	 7 . 9 7 	 1 3 3 8 . 0 8 	 6 4 . 4 2 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 6 4 	 7 5 7 9 . 7 1 	 7 0 1 	 2 . 4 8 	 1 0 . 8 1 	 1 9 1 5 . 8 8 	 5 2 . 0 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 6 5 	 6 8 6 2 . 5 7 	 7 0 0 	 2 . 6 1 	 9 . 8 0 	 1 9 0 6 . 4 4 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 6 6 	 9 1 5 9 . 9 2 	 6 5 6 	 2 . 7 1 	 1 3 . 9 6 	 1 6 0 8 . 1 6 	 3 5 . 7 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 6 7 	 6 6 7 4 . 7 1 	 6 9 2 	 2 . 6 2 	 9 . 6 5 	 1 9 0 6 . 4 4 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 6 8 	 6 6 1 4 . 6 7 	 7 0 3 	 2 . 4 6 	 9 . 4 1 	 1 2 9 3 . 3 1 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 6 9 	 1 9 3 . 8 5 	 2 0 	 1 . 8 0 	 9 . 6 9 	 6 4 6 . 3 7 	 5 9 . 1 5 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 7 0 	 6 5 9 3 . 7 3 	 7 1 6 	 2 . 5 0 	 9 . 2 1 	 1 1 9 3 . 2 6 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 7 1 	 2 4 8 8 . 2 9 	 3 1 2 	 2 . 4 2 	 7 . 9 8 	 3 0 5 0 . 2 9 	 9 0 . 2 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 9   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 7 2 	 6 8 2 3 . 6 8 	 7 0 2 	 2 . 5 2 	 9 . 7 2 	 1 9 0 6 . 4 4 	 5 6 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 7 3 	 6 7 8 9 . 8 9 	 6 9 8 	 2 . 5 3 	 9 . 7 3 	 1 9 0 6 . 4 4 	 5 6 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 7 4 	 6 5 6 7 . 4 9 	 6 0 8 	 2 . 7 5 	 1 0 . 8 0 	 3 1 2 8 . 8 3 	 5 4 . 3 1 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 8   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 7 2   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 7 5 	 6 7 7 1 . 6 6 	 7 0 4 	 2 . 5 2 	 9 . 6 2 	 1 9 0 6 . 4 4 	 5 7 . 4 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 7 6 	 6 4 4 6 . 8 9 	 7 0 9 	 2 . 4 3 	 9 . 0 9 	 1 1 9 3 . 2 6 	 4 1 . 9 1 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 7 7 	 5 5 0 1 . 3 5 	 6 5 3 	 2 . 2 6 	 8 . 4 2 	 1 1 3 6 . 0 8 	 4 2 . 3 0 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 5   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 7 8 	 6 7 5 6 . 2 3 	 6 9 0 	 2 . 5 3 	 9 . 7 9 	 1 9 0 6 . 4 4 	 5 6 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 7 9 	 1 4 8 . 7 4 	 6 1 	 1 . 3 0 	 2 . 4 4 	 1 1 0 4 . 6 9 	 9 6 . 0 1 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 2 4   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 8 0 	 8 1 7 3 . 0 5 	 7 0 2 	 2 . 5 0 	 1 1 . 6 4 	 1 9 0 6 . 4 4 	 5 7 . 4 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 8 1 	 6 3 5 1 . 4 2 	 7 1 6 	 2 . 4 6 	 8 . 8 7 	 1 1 9 3 . 2 6 	 4 1 . 9 1 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 8 2 	 8 4 1 2 . 9 6 	 6 9 1 	 2 . 8 2 	 1 2 . 1 8 	 2 0 9 8 . 7 0 	 3 3 . 3 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 8 3 	 2 3 4 8 . 2 9 	 1 7 1 	 2 . 8 8 	 1 3 . 7 3 	 1 7 8 8 . 7 8 	 6 3 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 2   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 8 4 	 6 2 3 3 . 7 4 	 7 1 1 	 2 . 4 2 	 8 . 7 7 	 1 1 9 3 . 2 6 	 4 1 . 9 4 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 8 5 	 4 7 4 8 . 9 8 	 6 7 8 	 2 . 0 8 	 7 . 0 0 	 1 2 1 9 . 8 5 	 5 4 . 1 1 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 0   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 8 6 	 8 9 0 3 . 2 9 	 6 5 9 	 2 . 6 8 	 1 3 . 5 1 	 1 6 0 8 . 1 6 	 3 6 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 8 7 	 6 6 7 5 . 1 6 	 7 1 4 	 2 . 4 8 	 9 . 3 5 	 1 1 9 3 . 2 6 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 8 8 	 9 6 2 8 . 8 5 	 6 9 0 	 2 . 6 1 	 1 3 . 9 5 	 1 9 4 2 . 8 0 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 8 9 	 7 2 9 5 . 3 9 	 6 3 8 	 2 . 5 0 	 1 1 . 4 3 	 1 7 1 7 . 5 4 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 9 0 	 1 0 8 8 9 . 9 3 	 5 3 5 	 2 . 5 9 	 2 0 . 3 6 	 5 4 3 5 . 0 7 	 6 4 . 8 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 9 1 	 7 0 4 . 6 0 	 4 1 2 	 1 . 4 7 	 1 . 7 1 	 1 2 3 4 . 7 5 	 7 4 . 1 8 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 6   	 P i p S t e p = 3 3   	 R i s k = 3   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 5   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 9 2 	 9 1 0 1 . 3 0 	 6 8 0 	 2 . 8 9 	 1 3 . 3 8 	 2 0 8 9 . 1 6 	 3 0 . 3 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 9 3 	 5 9 3 1 . 3 5 	 7 3 2 	 2 . 3 4 	 8 . 1 0 	 1 7 9 3 . 1 0 	 6 0 . 4 4 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 9 4 	 6 7 2 5 . 9 9 	 6 9 7 	 2 . 5 2 	 9 . 6 5 	 1 7 9 3 . 1 0 	 5 3 . 6 4 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 6 0   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 9 5 	 7 0 0 1 . 0 9 	 7 1 9 	 2 . 4 4 	 9 . 7 4 	 1 1 9 3 . 2 6 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 9 6 	 6 0 4 8 . 0 7 	 7 3 7 	 2 . 4 0 	 8 . 2 1 	 1 7 9 3 . 1 0 	 6 2 . 2 2 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 6 0   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 9 7 	 4 4 9 7 . 7 3 	 6 2 4 	 2 . 2 2 	 7 . 2 1 	 8 4 0 . 1 3 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 9 8 	 6 7 9 8 . 9 7 	 7 0 2 	 2 . 5 3 	 9 . 6 9 	 1 9 0 6 . 4 4 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 3 9 9 	 8 2 3 . 9 2 	 4 8 1 	 1 . 5 4 	 1 . 7 1 	 4 0 0 . 5 7 	 2 8 . 3 3 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 0 0 	 5 9 8 . 8 6 	 5 3 5 	 1 . 4 7 	 1 . 1 2 	 1 3 7 0 . 8 7 	 8 9 . 4 0 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 0   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 0   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 0 1 	 3 6 4 . 2 0 	 3 3 	 2 . 1 1 	 1 1 . 0 4 	 5 9 3 . 2 9 	 4 9 . 6 1 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 0 2 	 6 0 7 6 . 3 1 	 6 6 9 	 2 . 8 5 	 9 . 0 8 	 1 1 6 7 . 8 6 	 2 7 . 4 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 0 3 	 4 1 9 9 . 6 5 	 5 1 9 	 2 . 1 5 	 8 . 0 9 	 3 2 1 5 . 2 9 	 6 6 . 5 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 9   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 0 4 	 6 4 9 . 4 1 	 6 9 3 	 1 . 3 8 	 0 . 9 4 	 1 2 0 1 . 3 7 	 7 5 . 1 2 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 0 5 	 7 5 1 7 . 6 2 	 7 0 3 	 2 . 6 5 	 1 0 . 6 9 	 1 9 1 5 . 8 8 	 5 2 . 1 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 0 6 	 9 3 4 8 . 8 2 	 7 1 8 	 2 . 5 8 	 1 3 . 0 2 	 1 7 9 3 . 1 0 	 5 3 . 6 4 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 0 7 	 6 6 7 7 . 4 4 	 6 8 8 	 2 . 6 2 	 9 . 7 1 	 1 1 9 3 . 2 6 	 4 0 . 9 0 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 0 8 	 6 8 1 0 . 0 1 	 7 0 9 	 2 . 5 7 	 9 . 6 1 	 1 1 9 3 . 2 6 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 0 9 	 7 6 1 2 . 5 8 	 6 8 0 	 2 . 5 9 	 1 1 . 1 9 	 1 9 1 5 . 8 8 	 5 2 . 1 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 1 0 	 6 6 5 9 . 8 3 	 6 9 8 	 2 . 6 0 	 9 . 5 4 	 1 9 0 6 . 4 4 	 5 6 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 1 1 	 6 7 6 1 . 3 3 	 7 0 5 	 2 . 5 1 	 9 . 5 9 	 1 1 9 3 . 2 6 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 1 2 	 6 7 9 5 . 2 7 	 7 0 4 	 2 . 5 1 	 9 . 6 5 	 1 9 0 6 . 4 4 	 5 7 . 0 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 1 3 	 7 1 0 1 . 4 7 	 7 2 3 	 2 . 3 9 	 9 . 8 2 	 1 0 8 1 . 6 6 	 4 1 . 9 1 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 1 4 	 4 1 7 6 . 2 0 	 6 5 2 	 2 . 2 5 	 6 . 4 1 	 8 7 1 . 7 4 	 4 5 . 5 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 1 5 	 4 3 8 7 . 3 3 	 6 3 7 	 2 . 2 1 	 6 . 8 9 	 8 4 0 . 1 3 	 3 7 . 2 1 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 5   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 1 6 	 6 8 5 3 . 5 3 	 6 9 6 	 2 . 4 4 	 9 . 8 5 	 1 9 0 6 . 4 4 	 5 5 . 1 4 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 1 7 	 5 2 4 2 . 7 6 	 6 1 4 	 2 . 1 6 	 8 . 5 4 	 1 7 0 2 . 8 7 	 3 7 . 8 6 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 1 8 	 6 8 2 3 . 6 8 	 7 0 2 	 2 . 5 2 	 9 . 7 2 	 1 9 0 6 . 4 4 	 5 6 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 1 9 	 6 8 3 0 . 1 8 	 7 0 5 	 2 . 4 4 	 9 . 6 9 	 1 5 6 5 . 7 6 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 2 0 	 6 8 4 5 . 5 4 	 6 9 7 	 2 . 4 8 	 9 . 8 2 	 1 9 0 6 . 4 4 	 5 3 . 7 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 2 1 	 6 2 4 1 . 1 6 	 6 2 2 	 2 . 3 5 	 1 0 . 0 3 	 2 1 8 0 . 1 5 	 3 9 . 1 0 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 2 2 	 6 7 9 7 . 7 2 	 7 1 5 	 2 . 5 0 	 9 . 5 1 	 1 1 9 3 . 2 6 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 2 3 	 7 5 0 0 . 3 2 	 7 0 6 	 2 . 5 7 	 1 0 . 6 2 	 1 9 1 5 . 8 8 	 5 2 . 1 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 2 4 	 8 8 8 9 . 7 6 	 6 5 6 	 2 . 7 5 	 1 3 . 5 5 	 1 6 0 2 . 9 7 	 3 6 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 2 5 	 7 1 9 5 . 2 2 	 6 6 8 	 2 . 3 7 	 1 0 . 7 7 	 1 2 4 3 . 5 8 	 2 9 . 3 0 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 2 6 	 6 7 4 5 . 1 4 	 7 1 0 	 2 . 5 2 	 9 . 5 0 	 1 0 2 7 . 8 3 	 3 5 . 8 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 2 7 	 2 7 7 . 8 2 	 2 7 3 	 1 . 5 1 	 1 . 0 2 	 4 2 7 . 3 5 	 3 2 . 7 5 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 5   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 2 8 	 6 6 6 3 . 1 0 	 7 0 8 	 2 . 4 8 	 9 . 4 1 	 1 1 9 3 . 2 6 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 2 9 	 8 6 9 8 . 2 5 	 6 8 5 	 2 . 5 5 	 1 2 . 7 0 	 1 6 0 2 . 9 7 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 3 0 	 7 4 5 1 . 0 5 	 6 6 4 	 2 . 3 0 	 1 1 . 2 2 	 1 7 1 7 . 5 4 	 3 0 . 3 1 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 3 1 	 4 5 5 . 6 1 	 4 0 4 	 1 . 4 3 	 1 . 1 3 	 4 1 4 . 5 8 	 3 7 . 1 8 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 3 2 	 6 6 1 7 . 1 3 	 7 0 8 	 2 . 4 8 	 9 . 3 5 	 1 1 9 3 . 2 6 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 3 3 	 8 1 5 7 . 2 4 	 6 7 4 	 2 . 5 8 	 1 2 . 1 0 	 1 7 1 7 . 5 4 	 4 5 . 8 7 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 6 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 3 4 	 1 1 1 3 . 5 0 	 1 5 9 	 2 . 1 7 	 7 . 0 0 	 1 7 1 9 . 6 9 	 8 6 . 8 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 3 5 	 6 8 9 1 . 7 1 	 7 0 7 	 2 . 6 1 	 9 . 7 5 	 1 9 0 6 . 4 4 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 3 6 	 6 2 8 3 . 7 6 	 7 1 6 	 2 . 4 3 	 8 . 7 8 	 1 1 9 3 . 2 6 	 4 1 . 9 4 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 3 7 	 7 1 8 3 . 3 9 	 6 9 5 	 2 . 4 7 	 1 0 . 3 4 	 1 4 0 5 . 5 7 	 3 0 . 7 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 3 8 	 9 5 0 5 . 3 2 	 6 8 4 	 2 . 4 8 	 1 3 . 9 0 	 2 4 2 9 . 9 9 	 4 7 . 3 3 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 3 9 	 4 6 7 . 0 3 	 5 6 	 1 . 7 1 	 8 . 3 4 	 8 9 6 . 8 5 	 6 7 . 2 0 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 8   	 R i s k = 1 . 5   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 4 0 	 9 4 2 5 . 2 2 	 6 5 8 	 2 . 3 2 	 1 4 . 3 2 	 2 4 2 9 . 9 9 	 4 3 . 2 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 3 4   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 4 1 	 8 8 4 5 . 9 6 	 6 4 6 	 2 . 6 7 	 1 3 . 6 9 	 1 6 2 0 . 7 0 	 3 6 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 4 2 	 7 6 8 2 . 1 8 	 7 0 1 	 2 . 5 5 	 1 0 . 9 6 	 1 9 1 5 . 8 8 	 5 2 . 5 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 4 3 	 6 6 7 4 . 7 1 	 6 9 2 	 2 . 6 2 	 9 . 6 5 	 1 9 0 6 . 4 4 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 4 4 	 6 6 3 9 . 4 0 	 6 9 1 	 2 . 5 1 	 9 . 6 1 	 1 7 1 1 . 3 6 	 3 7 . 9 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 4 5 	 7 6 5 7 . 5 2 	 6 9 4 	 2 . 3 4 	 1 1 . 0 3 	 1 9 0 6 . 4 4 	 5 6 . 0 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 4 6 	 9 2 3 5 . 3 4 	 6 9 1 	 2 . 5 4 	 1 3 . 3 7 	 1 9 4 2 . 8 0 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 4 7 	 9 4 4 3 . 7 9 	 5 2 5 	 2 . 9 8 	 1 7 . 9 9 	 3 5 2 8 . 3 9 	 6 0 . 4 9 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 7   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 4 8 	 4 0 2 . 8 2 	 2 0 8 	 1 . 6 5 	 1 . 9 4 	 7 3 3 . 8 6 	 5 3 . 5 8 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 3   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 4 9 	 6 7 9 8 . 9 7 	 7 0 2 	 2 . 5 3 	 9 . 6 9 	 1 9 0 6 . 4 4 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 3   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 5 0 	 6 0 7 7 . 5 9 	 7 4 4 	 2 . 3 9 	 8 . 1 7 	 1 7 9 3 . 1 0 	 6 2 . 2 2 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 6 0   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 5 1 	 6 6 8 3 . 3 9 	 6 9 3 	 2 . 4 9 	 9 . 6 4 	 1 1 9 3 . 2 6 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 5 2 	 7 1 1 1 . 0 9 	 7 0 6 	 2 . 4 3 	 1 0 . 0 7 	 1 9 0 6 . 4 4 	 5 6 . 0 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 5 3 	 6 6 5 3 . 0 8 	 7 1 4 	 2 . 5 1 	 9 . 3 2 	 1 1 9 3 . 2 6 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 5 4 	 8 1 8 9 . 2 5 	 6 9 3 	 2 . 4 9 	 1 1 . 8 2 	 1 9 0 6 . 4 4 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 5 5 	 6 7 7 2 . 0 6 	 6 9 5 	 2 . 5 3 	 9 . 7 4 	 1 9 0 6 . 4 4 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 5 6 	 7 0 9 6 . 3 8 	 7 2 5 	 2 . 3 6 	 9 . 7 9 	 1 6 2 8 . 9 0 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 5 7 	 1 0 5 7 . 1 8 	 1 6 4 	 1 . 8 8 	 6 . 4 5 	 1 1 5 9 . 9 4 	 5 9 . 6 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 5 8 	 7 2 1 5 . 7 9 	 4 8 8 	 2 . 8 9 	 1 4 . 7 9 	 4 3 6 0 . 5 2 	 7 2 . 8 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 5 9 	 6 7 4 9 . 0 7 	 7 0 7 	 2 . 5 3 	 9 . 5 5 	 1 0 2 7 . 8 3 	 3 5 . 8 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 6 0 	 4 3 4 8 . 7 7 	 6 5 8 	 2 . 2 3 	 6 . 6 1 	 8 1 7 . 5 3 	 3 6 . 2 7 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 6 1 	 6 7 7 2 . 2 4 	 6 9 5 	 2 . 5 3 	 9 . 7 4 	 1 9 0 6 . 4 4 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 6 2 	 6 6 6 3 . 0 7 	 6 9 1 	 2 . 5 5 	 9 . 6 4 	 1 9 0 6 . 4 4 	 5 6 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 6 3 	 6 5 4 3 . 8 0 	 6 8 8 	 2 . 6 3 	 9 . 5 1 	 9 9 0 . 4 8 	 3 5 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 6 4 	 6 7 0 8 . 6 5 	 7 2 6 	 2 . 4 6 	 9 . 2 4 	 1 2 9 3 . 3 1 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 6 5 	 8 2 6 7 . 6 7 	 6 9 8 	 2 . 4 8 	 1 1 . 8 4 	 1 9 0 6 . 4 4 	 5 6 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 6 6 	 6 7 9 1 . 2 7 	 7 0 2 	 2 . 5 3 	 9 . 6 7 	 1 9 0 6 . 4 4 	 5 7 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 6 7 	 4 3 0 0 . 5 3 	 6 6 2 	 2 . 2 4 	 6 . 5 0 	 8 7 1 . 7 4 	 4 5 . 4 6 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 6 8 	 9 0 8 5 . 3 6 	 7 2 0 	 2 . 5 2 	 1 2 . 6 2 	 1 9 4 2 . 8 0 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 6 9 	 5 9 5 5 . 8 4 	 6 6 1 	 2 . 5 4 	 9 . 0 1 	 1 4 7 1 . 9 7 	 4 7 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 7 0 	 6 8 8 1 . 1 9 	 6 8 6 	 2 . 4 7 	 1 0 . 0 3 	 1 9 0 6 . 4 4 	 5 4 . 0 3 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 7 1 	 7 2 8 8 . 7 9 	 7 1 0 	 2 . 0 3 	 1 0 . 2 7 	 2 3 2 0 . 1 4 	 5 4 . 0 8 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 7 2 	 8 1 3 . 7 9 	 5 7 3 	 1 . 3 7 	 1 . 4 2 	 1 4 6 1 . 8 8 	 8 2 . 8 1 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 8   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 7 3 	 7 9 8 6 . 4 7 	 7 4 6 	 2 . 5 0 	 1 0 . 7 1 	 1 8 3 1 . 4 3 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 7 4 	 1 0 7 6 . 0 9 	 1 6 6 	 1 . 9 2 	 6 . 4 8 	 1 1 5 9 . 9 4 	 5 9 . 0 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 7 5 	 9 4 4 7 . 4 6 	 7 4 2 	 2 . 5 2 	 1 2 . 7 3 	 1 9 4 2 . 8 0 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 7 6 	 5 3 4 2 . 2 8 	 4 9 0 	 2 . 7 7 	 1 0 . 9 0 	 3 0 7 3 . 7 0 	 5 6 . 0 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 7 7 	 8 9 2 6 . 0 9 	 6 6 0 	 2 . 7 6 	 1 3 . 5 2 	 1 6 0 2 . 9 7 	 3 6 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 7 8 	 7 2 8 5 . 3 6 	 6 3 8 	 2 . 5 0 	 1 1 . 4 2 	 1 7 1 7 . 5 4 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 7 9 	 9 8 2 1 . 2 5 	 6 9 7 	 2 . 5 5 	 1 4 . 0 9 	 2 8 2 4 . 7 3 	 4 4 . 0 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 8 0 	 6 8 0 2 . 6 1 	 6 6 5 	 2 . 3 9 	 1 0 . 2 3 	 1 2 4 3 . 5 8 	 2 9 . 2 8 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 8 1 	 3 1 6 . 2 0 	 2 3 	 2 . 1 3 	 1 3 . 7 5 	 1 0 1 7 . 3 8 	 8 8 . 6 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 8 2 	 1 1 6 . 9 9 	 1 6 	 1 . 9 5 	 7 . 3 1 	 8 4 5 . 3 1 	 7 8 . 8 2 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 8 3 	 8 3 6 . 3 2 	 3 6 0 	 1 . 4 0 	 2 . 3 2 	 1 2 4 4 . 9 5 	 7 0 . 4 3 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 5   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 8 4 	 7 4 5 9 . 0 4 	 6 6 4 	 2 . 3 0 	 1 1 . 2 3 	 1 7 1 7 . 5 4 	 3 0 . 2 8 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 8 5 	 8 0 1 7 . 6 2 	 6 6 2 	 2 . 3 7 	 1 2 . 1 1 	 1 7 1 7 . 5 4 	 2 8 . 5 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 8 6 	 7 1 8 2 . 5 9 	 8 1 4 	 2 . 2 9 	 8 . 8 2 	 3 9 1 2 . 6 2 	 7 4 . 7 0 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 8 7 	 8 9 5 9 . 3 0 	 7 1 1 	 2 . 3 0 	 1 2 . 6 0 	 1 4 7 1 . 9 7 	 4 6 . 0 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 8 8 	 9 6 8 4 . 2 4 	 6 5 1 	 2 . 7 1 	 1 4 . 8 8 	 1 9 8 7 . 2 8 	 3 3 . 9 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 8 9 	 2 3 6 . 4 8 	 1 7 	 3 . 1 8 	 1 3 . 9 1 	 8 0 6 . 9 3 	 7 5 . 7 2 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 6   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 9 0 	 6 7 7 2 . 0 6 	 6 9 5 	 2 . 5 3 	 9 . 7 4 	 1 9 0 6 . 4 4 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 9 1 	 2 3 6 . 4 8 	 1 7 	 3 . 1 8 	 1 3 . 9 1 	 8 0 6 . 9 3 	 7 5 . 7 2 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 6   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 9 2 	 8 5 2 4 . 1 7 	 7 2 0 	 2 . 8 3 	 1 1 . 8 4 	 1 9 4 1 . 7 5 	 5 8 . 8 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 9 3 	 6 2 1 5 . 1 7 	 6 1 1 	 2 . 4 1 	 1 0 . 1 7 	 1 4 6 9 . 4 6 	 4 1 . 9 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 9 4 	 7 0 6 1 . 9 1 	 7 3 0 	 2 . 3 2 	 9 . 6 7 	 1 7 9 3 . 1 0 	 5 2 . 9 0 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 9 5 	 7 6 5 7 . 5 2 	 6 9 4 	 2 . 3 4 	 1 1 . 0 3 	 1 9 0 6 . 4 4 	 5 6 . 0 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 9 6 	 9 2 5 1 . 6 7 	 6 8 5 	 2 . 5 5 	 1 3 . 5 1 	 1 6 0 2 . 9 7 	 4 7 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 9 7 	 8 0 6 8 . 9 0 	 6 8 9 	 2 . 6 0 	 1 1 . 7 1 	 1 9 0 6 . 4 4 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 9 8 	 2 3 6 . 4 8 	 1 7 	 3 . 1 8 	 1 3 . 9 1 	 8 0 6 . 9 3 	 7 5 . 7 2 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 6   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 4 9 9 	 9 7 0 3 . 6 5 	 6 9 4 	 2 . 5 9 	 1 3 . 9 8 	 1 9 4 2 . 8 0 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 0 0 	 6 8 0 5 . 0 3 	 6 9 8 	 2 . 5 3 	 9 . 7 5 	 1 9 0 6 . 4 4 	 5 6 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 0 1 	 8 9 1 7 . 8 8 	 6 8 8 	 2 . 8 0 	 1 2 . 9 6 	 2 0 9 8 . 7 0 	 3 0 . 7 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 0 2 	 9 2 6 6 . 8 8 	 7 2 4 	 2 . 5 1 	 1 2 . 8 0 	 1 9 4 2 . 8 0 	 4 1 . 9 4 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 0 3 	 7 9 6 6 . 3 1 	 6 8 1 	 2 . 4 9 	 1 1 . 7 0 	 1 9 0 6 . 4 4 	 5 7 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 0 4 	 6 7 4 6 . 4 3 	 6 9 8 	 2 . 5 3 	 9 . 6 7 	 1 9 0 6 . 4 4 	 5 7 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 0 5 	 1 0 6 9 . 6 8 	 9 2 1 	 1 . 4 7 	 1 . 1 6 	 3 0 0 . 3 2 	 2 0 . 6 6 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 1 2   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 0 6 	 6 7 9 7 . 7 2 	 7 1 5 	 2 . 5 0 	 9 . 5 1 	 1 1 9 3 . 2 6 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 0 7 	 6 8 2 3 . 6 8 	 7 0 2 	 2 . 5 2 	 9 . 7 2 	 1 9 0 6 . 4 4 	 5 6 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 0 8 	 2 4 6 1 . 7 3 	 3 0 9 	 2 . 4 9 	 7 . 9 7 	 2 6 9 7 . 1 2 	 8 8 . 1 8 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 9   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 0 9 	 6 9 4 6 . 5 9 	 7 1 8 	 2 . 5 2 	 9 . 6 7 	 1 1 9 3 . 2 6 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 1 0 	 5 8 4 8 . 8 4 	 6 9 1 	 2 . 4 4 	 8 . 4 6 	 1 4 7 1 . 9 7 	 5 2 . 0 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 1 1 	 1 0 1 9 9 . 9 9 	 6 6 3 	 2 . 5 9 	 1 5 . 3 8 	 2 4 7 6 . 5 0 	 3 5 . 0 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 1 2 	 8 4 8 2 . 6 9 	 7 0 6 	 2 . 8 4 	 1 2 . 0 2 	 1 9 4 1 . 7 5 	 5 8 . 8 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 1 3 	 7 3 8 7 . 3 7 	 6 9 7 	 2 . 5 1 	 1 0 . 6 0 	 9 7 9 . 1 8 	 3 0 . 7 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 1 4 	 6 7 3 6 . 5 2 	 6 8 6 	 2 . 5 2 	 9 . 8 2 	 1 9 0 6 . 4 4 	 5 6 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 1 5 	 9 3 8 9 . 8 2 	 7 3 8 	 2 . 5 1 	 1 2 . 7 2 	 1 9 4 2 . 8 0 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 1 6 	 7 3 4 2 . 5 5 	 6 7 5 	 2 . 3 7 	 1 0 . 8 8 	 2 1 8 0 . 1 5 	 4 7 . 0 5 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 1 7 	 2 7 9 . 2 2 	 1 7 	 4 . 0 8 	 1 6 . 4 2 	 9 3 5 . 4 4 	 8 6 . 4 0 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 7   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 1 8 	 3 3 7 . 7 3 	 2 0 	 3 . 4 0 	 1 6 . 8 9 	 1 0 5 8 . 6 8 	 9 2 . 3 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 1 9 	 9 2 5 1 . 6 7 	 6 8 5 	 2 . 5 5 	 1 3 . 5 1 	 1 6 0 2 . 9 7 	 4 7 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 2 0 	 6 6 0 6 . 7 6 	 7 0 8 	 2 . 5 0 	 9 . 3 3 	 1 1 9 3 . 2 6 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 2 1 	 3 0 1 . 9 0 	 2 8 1 	 1 . 4 7 	 1 . 0 7 	 4 2 7 . 3 5 	 3 2 . 1 6 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 5   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 2 2 	 6 7 9 0 . 0 8 	 6 9 8 	 2 . 5 3 	 9 . 7 3 	 1 9 0 6 . 4 4 	 5 6 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 2 3 	 6 4 1 8 . 1 9 	 6 5 9 	 2 . 3 5 	 9 . 7 4 	 1 8 7 7 . 5 5 	 6 0 . 0 9 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 4   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 2 4 	 6 7 9 8 . 9 7 	 7 0 2 	 2 . 5 3 	 9 . 6 9 	 1 9 0 6 . 4 4 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 2 5 	 6 7 9 8 . 9 7 	 7 0 2 	 2 . 5 3 	 9 . 6 9 	 1 9 0 6 . 4 4 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 2 6 	 2 0 8 8 . 5 8 	 9 2 0 	 1 . 5 4 	 2 . 2 7 	 9 5 1 . 5 6 	 3 5 . 6 3 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 7   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 2 7 	 1 8 4 . 4 6 	 2 0 	 1 . 8 7 	 9 . 2 2 	 6 5 3 . 3 1 	 6 0 . 1 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 2 8 	 1 1 7 . 4 0 	 1 7 	 1 . 6 3 	 6 . 9 1 	 8 0 6 . 9 3 	 7 5 . 7 2 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 6   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 2 9 	 7 9 9 7 . 3 3 	 6 9 0 	 2 . 8 9 	 1 1 . 5 9 	 1 4 7 1 . 9 7 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 3   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 3 0 	 2 9 8 7 . 2 0 	 2 9 3 	 2 . 3 5 	 1 0 . 2 0 	 2 8 4 2 . 5 9 	 8 8 . 1 0 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 9   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 3 1 	 1 1 8 2 . 6 7 	 2 7 3 	 1 . 5 2 	 4 . 3 3 	 1 7 0 4 . 8 3 	 8 1 . 5 7 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 3 2 	 1 5 9 . 1 1 	 1 7 	 2 . 2 7 	 9 . 3 6 	 8 0 6 . 9 3 	 7 5 . 7 2 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 6   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 3 3 	 9 0 6 3 . 6 6 	 5 3 1 	 2 . 8 5 	 1 7 . 0 7 	 1 5 0 3 . 5 0 	 6 4 . 8 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 3 4 	 7 0 5 2 . 5 0 	 7 0 9 	 2 . 5 5 	 9 . 9 5 	 1 0 8 1 . 6 6 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 3 5 	 1 3 0 7 0 . 8 4 	 6 6 2 	 2 . 7 6 	 1 9 . 7 4 	 4 2 5 0 . 6 9 	 5 0 . 3 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 6 4   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 3 6 	 6 8 2 0 . 0 5 	 6 2 2 	 2 . 4 3 	 1 0 . 9 6 	 1 7 1 7 . 5 4 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 3 7 	 4 8 2 7 . 6 9 	 6 9 1 	 2 . 1 9 	 6 . 9 9 	 1 1 2 1 . 8 9 	 4 4 . 6 9 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 3 8 	 6 9 0 4 . 3 7 	 6 9 1 	 2 . 4 6 	 9 . 9 9 	 1 9 0 6 . 4 4 	 5 4 . 0 3 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 3 9 	 2 7 9 . 2 2 	 1 7 	 4 . 0 8 	 1 6 . 4 2 	 9 3 5 . 4 4 	 8 6 . 4 0 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 7   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 4 0 	 6 7 9 1 . 1 7 	 6 1 9 	 2 . 4 5 	 1 0 . 9 7 	 1 7 1 7 . 5 4 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 6 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 4 1 	 6 0 8 3 . 0 8 	 7 5 2 	 2 . 3 9 	 8 . 0 9 	 1 7 9 3 . 1 0 	 6 2 . 2 2 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 6 0   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 4 2 	 6 4 9 4 . 3 4 	 6 6 5 	 2 . 5 1 	 9 . 7 7 	 1 7 9 2 . 5 4 	 5 8 . 8 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 4   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 4 3 	 7 6 0 0 . 7 8 	 6 8 2 	 2 . 7 9 	 1 1 . 1 4 	 1 4 7 1 . 9 7 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 4 4 	 2 2 3 1 . 9 4 	 1 7 2 	 2 . 7 3 	 1 2 . 9 8 	 2 2 1 1 . 2 2 	 7 5 . 0 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 2   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 4 5 	 1 3 0 3 6 . 7 3 	 6 6 2 	 2 . 7 2 	 1 9 . 6 9 	 2 4 6 3 . 2 3 	 3 7 . 1 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 4 6 	 9 1 1 8 . 7 1 	 6 7 0 	 2 . 5 1 	 1 3 . 6 1 	 1 6 0 2 . 9 7 	 4 7 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 4 7 	 7 3 3 3 . 2 2 	 6 9 3 	 2 . 5 2 	 1 0 . 5 8 	 9 7 9 . 1 8 	 3 0 . 7 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 4 8 	 4 4 4 4 . 5 1 	 5 0 0 	 2 . 3 7 	 8 . 8 9 	 2 2 2 6 . 4 3 	 4 4 . 3 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 4 9 	 2 7 9 5 . 5 2 	 3 9 1 	 1 . 9 2 	 7 . 1 5 	 2 8 4 9 . 3 0 	 8 1 . 7 0 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 7   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 6 0   	 S e c o n d P r o f i t P e r s e n t = 3 6   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 5 0 	 8 0 0 3 . 2 3 	 6 8 1 	 2 . 5 0 	 1 1 . 7 5 	 1 9 0 6 . 4 4 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 5 1 	 7 8 2 7 . 5 8 	 6 6 0 	 2 . 5 7 	 1 1 . 8 6 	 1 8 3 6 . 4 1 	 3 1 . 3 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 5 2 	 7 7 0 3 . 4 1 	 6 7 5 	 2 . 6 7 	 1 1 . 4 1 	 2 0 9 8 . 7 0 	 3 4 . 4 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 5 3 	 4 2 5 9 . 4 4 	 6 4 5 	 2 . 2 2 	 6 . 6 0 	 8 4 0 . 1 3 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 5 4 	 6 2 9 . 9 5 	 4 8 0 	 1 . 5 3 	 1 . 3 1 	 1 2 0 1 . 3 7 	 6 7 . 5 0 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 5 5 	 6 8 2 3 . 6 8 	 7 0 2 	 2 . 5 2 	 9 . 7 2 	 1 9 0 6 . 4 4 	 5 6 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 5 6 	 1 1 3 8 3 . 6 5 	 6 5 8 	 2 . 9 0 	 1 7 . 3 0 	 2 1 5 9 . 9 3 	 3 1 . 5 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 5 7 	 4 4 0 5 . 9 9 	 6 4 6 	 2 . 2 5 	 6 . 8 2 	 8 7 1 . 7 4 	 4 5 . 5 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 5 8 	 6 8 3 6 . 8 1 	 7 0 2 	 2 . 5 3 	 9 . 7 4 	 1 9 0 6 . 4 4 	 5 6 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 5 9 	 8 2 2 5 . 9 2 	 6 9 7 	 2 . 6 0 	 1 1 . 8 0 	 1 5 8 5 . 3 6 	 3 9 . 0 1 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 6 0 	 6 8 9 1 . 7 1 	 7 0 7 	 2 . 6 1 	 9 . 7 5 	 1 9 0 6 . 4 4 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 6 1 	 4 4 1 9 . 3 2 	 6 7 8 	 2 . 3 2 	 6 . 5 2 	 1 1 5 3 . 7 4 	 4 9 . 6 8 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 6 2 	 5 8 8 6 . 2 7 	 5 2 4 	 2 . 5 0 	 1 1 . 2 3 	 1 5 0 3 . 5 0 	 6 4 . 8 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 6 3 	 8 7 4 7 . 5 1 	 6 4 6 	 2 . 6 8 	 1 3 . 5 4 	 1 6 0 8 . 1 6 	 3 6 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 6 4 	 7 1 2 0 . 1 2 	 6 3 6 	 2 . 4 9 	 1 1 . 2 0 	 1 7 1 7 . 5 4 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 6 5 	 6 9 4 3 . 2 8 	 6 2 1 	 2 . 4 6 	 1 1 . 1 8 	 1 7 1 7 . 5 4 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 6 6 	 6 6 9 9 . 0 8 	 7 0 5 	 2 . 5 3 	 9 . 5 0 	 1 9 0 6 . 4 4 	 5 7 . 0 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 6 7 	 4 4 6 6 . 2 4 	 5 0 3 	 2 . 3 7 	 8 . 8 8 	 2 2 2 6 . 4 3 	 4 4 . 3 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 6 8 	 4 2 5 8 . 9 3 	 6 3 3 	 2 . 2 2 	 6 . 7 3 	 8 4 0 . 1 3 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 6 9 	 5 1 9 0 . 0 0 	 6 3 3 	 2 . 1 6 	 8 . 2 0 	 1 7 1 7 . 5 4 	 3 7 . 5 7 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 7 0 	 8 1 2 8 . 7 1 	 6 8 1 	 2 . 4 8 	 1 1 . 9 4 	 1 9 0 6 . 4 4 	 5 6 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 7 1 	 6 1 4 . 4 7 	 5 2 4 	 1 . 3 8 	 1 . 1 7 	 3 6 4 . 6 0 	 2 2 . 0 0 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 7 2 	 7 0 3 . 8 1 	 5 2 0 	 1 . 6 3 	 1 . 3 5 	 1 2 0 1 . 3 7 	 6 8 . 5 2 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 7 3 	 9 0 7 6 . 3 1 	 6 6 1 	 2 . 7 0 	 1 3 . 7 3 	 1 6 0 8 . 1 6 	 3 6 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 7 4 	 8 8 4 0 . 8 3 	 7 1 4 	 2 . 2 9 	 1 2 . 3 8 	 1 4 7 1 . 9 7 	 4 7 . 7 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 7 5 	 7 4 9 5 . 7 1 	 6 7 5 	 2 . 7 8 	 1 1 . 1 0 	 1 5 8 5 . 3 6 	 3 1 . 5 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 7 6 	 2 1 6 7 . 5 5 	 1 7 1 	 2 . 5 8 	 1 2 . 6 8 	 1 7 8 8 . 7 8 	 6 3 . 3 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 2   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 7 7 	 7 1 1 1 . 0 9 	 7 0 6 	 2 . 4 3 	 1 0 . 0 7 	 1 9 0 6 . 4 4 	 5 6 . 0 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 7 8 	 6 8 2 8 . 7 3 	 6 9 5 	 2 . 6 1 	 9 . 8 3 	 1 9 0 6 . 4 4 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 7 9 	 7 3 9 0 . 6 2 	 6 8 1 	 2 . 6 3 	 1 0 . 8 5 	 1 9 1 5 . 8 8 	 5 2 . 1 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 8 0 	 4 7 8 2 . 6 9 	 5 2 1 	 2 . 5 0 	 9 . 1 8 	 2 7 0 8 . 7 0 	 6 0 . 9 8 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 8 1 	 7 8 6 0 . 2 1 	 6 6 7 	 2 . 5 6 	 1 1 . 7 8 	 1 8 3 6 . 4 1 	 3 1 . 3 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 8 2 	 6 6 8 7 . 2 8 	 6 9 3 	 2 . 4 9 	 9 . 6 5 	 1 1 9 3 . 2 6 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 6 0   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 8 3 	 9 3 9 6 . 2 7 	 6 8 8 	 2 . 5 0 	 1 3 . 6 6 	 1 6 0 2 . 9 7 	 4 7 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 8 4 	 6 6 9 7 . 1 4 	 6 9 6 	 2 . 5 4 	 9 . 6 2 	 1 9 0 6 . 4 4 	 5 6 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 8 5 	 5 4 2 2 . 7 4 	 6 3 9 	 2 . 1 7 	 8 . 4 9 	 1 7 1 7 . 5 4 	 3 6 . 4 2 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 8 6 	 8 9 1 8 . 0 2 	 7 1 0 	 2 . 2 7 	 1 2 . 5 6 	 2 3 4 1 . 9 1 	 4 1 . 2 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 8 7 	 8 0 9 7 . 4 0 	 7 2 2 	 2 . 3 6 	 1 1 . 2 2 	 1 7 5 9 . 9 5 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 3 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 8 8 	 8 2 0 8 . 1 1 	 6 8 3 	 2 . 6 6 	 1 2 . 0 2 	 1 5 8 5 . 3 6 	 4 1 . 1 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 8 9 	 9 8 3 . 5 1 	 1 6 9 	 1 . 7 7 	 5 . 8 2 	 1 4 1 7 . 3 1 	 7 5 . 1 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 9 0 	 5 0 2 6 . 6 9 	 5 3 6 	 2 . 1 1 	 9 . 3 8 	 1 5 0 3 . 5 0 	 6 4 . 8 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 9 1 	 1 7 1 8 . 5 9 	 1 6 9 	 2 . 8 9 	 1 0 . 1 7 	 1 6 8 6 . 6 8 	 7 2 . 5 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 2   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 9 2 	 6 7 9 8 . 9 7 	 7 0 2 	 2 . 5 3 	 9 . 6 9 	 1 9 0 6 . 4 4 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 9 3 	 6 8 2 3 . 6 8 	 7 0 2 	 2 . 5 2 	 9 . 7 2 	 1 9 0 6 . 4 4 	 5 6 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 9 4 	 5 1 9 0 . 0 0 	 6 3 3 	 2 . 1 6 	 8 . 2 0 	 1 7 1 7 . 5 4 	 3 7 . 5 7 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 9 5 	 1 7 0 . 7 5 	 2 0 	 1 . 8 0 	 8 . 5 4 	 6 5 3 . 3 1 	 6 0 . 3 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 9 6 	 6 4 1 5 . 0 8 	 6 9 7 	 2 . 1 7 	 9 . 2 0 	 1 4 2 1 . 5 6 	 3 5 . 6 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 9 7 	 7 8 7 5 . 2 9 	 7 1 5 	 2 . 5 9 	 1 1 . 0 1 	 1 7 8 8 . 7 8 	 6 2 . 3 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 2   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 9 8 	 6 7 9 7 . 7 2 	 7 1 5 	 2 . 5 0 	 9 . 5 1 	 1 1 9 3 . 2 6 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 5 9 9 	 7 0 9 6 . 3 8 	 7 2 5 	 2 . 3 6 	 9 . 7 9 	 1 6 2 8 . 9 0 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 0 0 	 7 2 8 8 . 7 9 	 7 1 0 	 2 . 0 3 	 1 0 . 2 7 	 2 3 2 0 . 1 4 	 5 4 . 0 8 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 0 1 	 6 7 7 0 . 8 1 	 6 9 8 	 2 . 5 4 	 9 . 7 0 	 1 9 0 6 . 4 4 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 0 2 	 2 9 5 2 . 8 9 	 9 0 6 	 2 . 0 3 	 3 . 2 6 	 7 5 7 . 3 1 	 2 9 . 9 7 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 6   	 R i s k = 2 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 6   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 0 3 	 4 1 0 6 . 8 5 	 6 3 2 	 2 . 2 6 	 6 . 5 0 	 7 5 2 . 5 2 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 9 6   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 0 4 	 1 0 6 5 . 3 3 	 3 2 7 	 1 . 6 0 	 3 . 2 6 	 1 5 0 1 . 4 6 	 7 4 . 7 4 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 6 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 0 5 	 4 9 8 . 0 1 	 4 2 0 	 1 . 5 4 	 1 . 1 9 	 5 3 4 . 5 1 	 3 5 . 2 9 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 0 6 	 6 8 0 8 . 2 4 	 7 0 4 	 2 . 5 9 	 9 . 6 7 	 1 9 0 6 . 4 4 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 0 7 	 7 4 9 0 . 8 4 	 6 7 8 	 2 . 3 6 	 1 1 . 0 5 	 3 8 9 2 . 3 5 	 6 0 . 4 0 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 0 8 	 8 5 5 7 . 4 2 	 6 9 7 	 2 . 8 7 	 1 2 . 2 8 	 2 0 9 8 . 7 0 	 3 3 . 3 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 0 9 	 8 1 6 . 3 2 	 5 2 1 	 1 . 7 3 	 1 . 5 7 	 1 2 0 8 . 2 3 	 7 3 . 5 6 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 1 0 	 6 7 7 2 . 2 4 	 6 9 5 	 2 . 5 3 	 9 . 7 4 	 1 9 0 6 . 4 4 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 1 1 	 8 0 8 4 . 4 2 	 6 8 0 	 2 . 4 7 	 1 1 . 8 9 	 1 9 0 6 . 4 4 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 1 2 	 8 8 8 9 . 7 6 	 6 5 6 	 2 . 7 5 	 1 3 . 5 5 	 1 6 0 2 . 9 7 	 3 6 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 1 3 	 8 1 9 3 . 4 3 	 6 9 1 	 2 . 4 8 	 1 1 . 8 6 	 1 9 0 6 . 4 4 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 1 4 	 7 2 7 5 . 7 4 	 7 2 6 	 2 . 4 2 	 1 0 . 0 2 	 1 6 2 8 . 9 0 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 1 5 	 4 3 2 8 . 9 8 	 6 5 7 	 2 . 2 5 	 6 . 5 9 	 8 7 1 . 7 4 	 4 5 . 5 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 1 6 	 8 1 3 4 . 8 0 	 6 6 8 	 2 . 5 9 	 1 2 . 1 8 	 1 7 1 7 . 5 4 	 4 5 . 6 5 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 6 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 1 7 	 9 2 4 4 . 9 4 	 6 9 6 	 2 . 4 2 	 1 3 . 2 8 	 3 1 3 2 . 2 5 	 4 5 . 5 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 1 8 	 7 6 9 5 . 8 9 	 7 2 3 	 2 . 4 7 	 1 0 . 6 4 	 1 8 3 1 . 4 3 	 4 1 . 3 1 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 1 9 	 5 6 1 . 5 9 	 2 3 	 3 . 4 4 	 2 4 . 4 2 	 9 6 7 . 2 2 	 7 3 . 1 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 2 0 	 1 0 1 4 . 0 3 	 7 4 7 	 1 . 3 4 	 1 . 3 6 	 9 8 9 . 3 2 	 7 1 . 9 4 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 8   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 2 1 	 8 9 6 4 . 0 5 	 6 6 2 	 2 . 6 7 	 1 3 . 5 4 	 1 6 2 0 . 7 0 	 3 6 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 2 2 	 8 8 0 6 . 2 5 	 6 3 9 	 2 . 6 8 	 1 3 . 7 8 	 1 6 2 0 . 7 0 	 3 5 . 7 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 2 3 	 7 4 4 8 . 8 3 	 7 0 4 	 2 . 5 3 	 1 0 . 5 8 	 1 9 1 5 . 8 8 	 5 2 . 7 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 2 4 	 6 3 8 4 . 3 1 	 6 8 7 	 2 . 7 4 	 9 . 2 9 	 1 1 0 9 . 9 9 	 3 7 . 7 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 2 5 	 6 3 7 2 . 6 0 	 6 8 4 	 2 . 7 6 	 9 . 3 2 	 1 1 0 9 . 9 9 	 3 7 . 5 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 0   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 2 6 	 1 0 0 9 . 0 2 	 6 5 8 	 1 . 5 5 	 1 . 5 3 	 8 5 7 . 1 2 	 5 6 . 1 2 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 7   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 4 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 2 7 	 9 8 5 . 6 0 	 1 0 6 	 2 . 2 5 	 9 . 3 0 	 1 1 2 8 . 2 0 	 6 4 . 8 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 2 8 	 5 7 5 6 . 6 8 	 6 4 0 	 2 . 4 1 	 8 . 9 9 	 8 2 9 . 6 0 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 2 9 	 7 7 4 5 . 3 6 	 6 8 6 	 2 . 6 5 	 1 1 . 2 9 	 2 0 9 8 . 7 0 	 3 4 . 5 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 3 0 	 8 1 3 . 0 3 	 3 3 0 	 1 . 8 2 	 2 . 4 6 	 4 2 0 . 8 7 	 3 1 . 5 4 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 1   	 R i s k = 1 . 3   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 1 2   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 3 1 	 2 0 6 1 . 8 4 	 1 8 3 	 2 . 9 5 	 1 1 . 2 7 	 2 1 9 1 . 6 3 	 7 5 . 3 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 0   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 3 2 	 8 2 6 7 . 6 7 	 6 9 8 	 2 . 4 8 	 1 1 . 8 4 	 1 9 0 6 . 4 4 	 5 6 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 3 3 	 7 8 9 . 9 5 	 6 2 6 	 1 . 4 1 	 1 . 2 6 	 7 6 2 . 8 0 	 4 4 . 0 1 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 3 4 	 1 2 4 0 . 8 6 	 5 8 3 	 1 . 3 6 	 2 . 1 3 	 1 3 3 1 . 1 2 	 6 0 . 4 0 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 4   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 3 5 	 6 1 1 9 . 6 9 	 6 5 7 	 2 . 1 3 	 9 . 3 1 	 1 8 7 0 . 1 2 	 4 2 . 0 2 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 4   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 3 6 	 5 0 5 4 . 1 2 	 4 7 1 	 2 . 7 5 	 1 0 . 7 3 	 4 3 6 0 . 5 2 	 8 3 . 6 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 3 7 	 2 4 4 . 6 0 	 2 1 4 	 1 . 4 8 	 1 . 1 4 	 8 1 2 . 3 9 	 6 6 . 3 4 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 7   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 2   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 3 8 	 5 1 6 . 5 8 	 3 7 9 	 1 . 6 1 	 1 . 3 6 	 1 4 7 3 . 1 1 	 9 7 . 2 5 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 1 . 5   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 4 2   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 3 9 	 1 4 9 4 . 2 1 	 1 8 2 	 2 . 4 3 	 8 . 2 1 	 1 7 1 8 . 3 8 	 7 1 . 9 0 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 3 2   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 4 0 	 7 2 1 0 . 7 8 	 6 8 3 	 2 . 7 7 	 1 0 . 5 6 	 1 9 0 6 . 4 4 	 5 2 . 9 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 4 1 	 2 9 6 . 3 4 	 2 4 	 2 . 6 9 	 1 2 . 3 5 	 9 3 1 . 4 8 	 7 8 . 9 2 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 5   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 2   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 4 2 	 9 8 9 4 . 3 9 	 7 0 3 	 2 . 5 5 	 1 4 . 0 7 	 2 8 2 4 . 7 3 	 4 4 . 0 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 4 3 	 6 5 . 4 0 	 2 8 	 1 . 3 6 	 2 . 3 4 	 8 0 2 . 1 6 	 7 7 . 5 1 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 0   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 4 4 	 7 7 3 6 . 5 6 	 6 4 8 	 2 . 5 6 	 1 1 . 9 4 	 1 8 3 6 . 4 1 	 3 1 . 3 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 4 5 	 1 5 5 8 . 7 5 	 6 5 4 	 1 . 4 7 	 2 . 3 8 	 7 8 1 . 4 0 	 3 5 . 0 6 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 5   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 4 6 	 6 8 7 0 . 4 1 	 6 9 4 	 2 . 4 8 	 9 . 9 0 	 1 9 0 6 . 4 4 	 5 3 . 8 2 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 4 7 	 9 8 7 0 . 8 7 	 7 5 0 	 2 . 5 0 	 1 3 . 1 6 	 2 4 6 2 . 5 9 	 4 1 . 0 1 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 4 8 	 8 0 6 7 . 7 6 	 6 8 0 	 2 . 4 6 	 1 1 . 8 6 	 1 9 0 6 . 4 4 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 4 9 	 7 3 9 9 . 4 2 	 6 9 7 	 2 . 5 1 	 1 0 . 6 2 	 9 6 6 . 0 5 	 3 0 . 7 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 5 0 	 8 2 2 9 . 8 1 	 6 7 0 	 2 . 5 5 	 1 2 . 2 8 	 1 8 3 6 . 4 1 	 3 1 . 5 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 5 1 	 8 1 6 8 . 3 9 	 7 0 1 	 2 . 5 0 	 1 1 . 6 5 	 1 9 0 6 . 4 4 	 5 7 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 5 2 	 7 2 9 5 . 3 9 	 6 3 8 	 2 . 5 0 	 1 1 . 4 3 	 1 7 1 7 . 5 4 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 5 3 	 8 6 9 5 . 9 7 	 6 9 1 	 2 . 2 7 	 1 2 . 5 8 	 1 4 7 1 . 9 7 	 4 7 . 7 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 5 4 	 4 5 0 0 . 4 9 	 6 3 0 	 2 . 2 0 	 7 . 1 4 	 8 4 0 . 1 3 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 5 5 	 1 0 1 5 3 . 6 6 	 6 6 4 	 2 . 6 5 	 1 5 . 2 9 	 2 4 7 6 . 5 0 	 3 5 . 0 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 5 6 	 7 2 5 9 . 6 4 	 6 5 9 	 2 . 4 3 	 1 1 . 0 2 	 2 8 1 2 . 5 9 	 6 1 . 3 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 9   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 5 7 	 6 8 9 7 . 6 4 	 7 0 4 	 2 . 5 2 	 9 . 8 0 	 1 9 0 6 . 4 4 	 5 5 . 9 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 5 8 	 7 4 5 9 . 0 4 	 6 6 4 	 2 . 3 0 	 1 1 . 2 3 	 1 7 1 7 . 5 4 	 3 0 . 2 8 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 5 9 	 7 1 9 5 . 2 2 	 6 6 8 	 2 . 3 7 	 1 0 . 7 7 	 1 2 4 3 . 5 8 	 2 9 . 3 0 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 6 0 	 5 9 7 4 . 5 1 	 6 5 6 	 2 . 5 1 	 9 . 1 1 	 1 5 8 5 . 3 6 	 3 5 . 7 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 6 1 	 6 9 2 7 . 8 1 	 6 9 6 	 2 . 4 6 	 9 . 9 5 	 1 9 0 6 . 4 4 	 5 4 . 0 3 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 6 2 	 6 4 1 8 . 1 9 	 6 5 9 	 2 . 3 5 	 9 . 7 4 	 1 8 7 7 . 5 5 	 6 0 . 0 9 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 4   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 6 3 	 1 4 4 6 . 2 4 	 1 6 9 	 2 . 4 4 	 8 . 5 6 	 1 6 8 6 . 6 8 	 7 2 . 5 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 2   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 6 4 	 8 9 5 9 . 5 4 	 5 2 3 	 2 . 8 6 	 1 7 . 1 3 	 1 5 0 3 . 5 0 	 6 4 . 8 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 6 5 	 7 6 6 . 6 7 	 5 8 2 	 1 . 4 3 	 1 . 3 2 	 7 6 2 . 8 0 	 4 4 . 0 7 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 6 6 	 1 2 1 4 8 . 5 5 	 6 8 2 	 2 . 6 1 	 1 7 . 8 1 	 2 4 7 7 . 5 1 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 6 7 	 1 0 5 7 . 1 8 	 1 6 4 	 1 . 8 8 	 6 . 4 5 	 1 1 5 9 . 9 4 	 5 9 . 6 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 6 8 	 9 0 9 4 . 8 6 	 6 8 2 	 2 . 5 2 	 1 3 . 3 4 	 1 9 4 2 . 8 0 	 5 7 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 6 9 	 9 8 6 4 . 3 8 	 6 8 7 	 2 . 5 8 	 1 4 . 3 6 	 1 9 0 6 . 4 4 	 5 5 . 3 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 7 0 	 6 5 2 7 . 0 1 	 7 0 8 	 2 . 5 1 	 9 . 2 2 	 1 1 9 3 . 2 6 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 7 1 	 4 3 3 9 . 4 5 	 6 4 2 	 2 . 3 3 	 6 . 7 6 	 8 7 1 . 7 4 	 3 7 . 3 6 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 7 2 	 8 3 6 . 6 6 	 4 4 7 	 1 . 4 6 	 1 . 8 7 	 1 5 0 1 . 8 4 	 8 3 . 7 9 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 4   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 7 3 	 9 1 0 1 . 3 0 	 6 8 0 	 2 . 8 9 	 1 3 . 3 8 	 2 0 8 9 . 1 6 	 3 0 . 3 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 7 4 	 9 2 3 5 . 3 4 	 6 9 1 	 2 . 5 4 	 1 3 . 3 7 	 1 9 4 2 . 8 0 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 7 5 	 7 7 4 4 . 7 2 	 6 8 6 	 2 . 6 5 	 1 1 . 2 9 	 2 0 9 8 . 7 0 	 3 4 . 5 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 7 6 	 8 4 9 7 . 6 1 	 6 6 7 	 2 . 6 4 	 1 2 . 7 4 	 1 8 3 6 . 4 1 	 2 8 . 7 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 7 7 	 8 2 1 8 . 7 5 	 6 9 4 	 2 . 1 4 	 1 1 . 8 4 	 1 6 0 2 . 9 7 	 3 1 . 8 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 7 8 	 7 2 2 8 . 8 3 	 4 9 0 	 2 . 9 0 	 1 4 . 7 5 	 4 3 6 0 . 5 2 	 7 2 . 6 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 7 9 	 4 5 0 7 . 3 4 	 5 0 4 	 2 . 3 7 	 8 . 9 4 	 2 2 2 6 . 4 3 	 4 3 . 9 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 8 0 	 7 3 8 2 . 1 4 	 6 9 7 	 2 . 5 1 	 1 0 . 5 9 	 9 7 9 . 1 8 	 3 0 . 7 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 8 1 	 6 8 5 4 . 5 9 	 7 0 3 	 2 . 4 2 	 9 . 7 5 	 1 9 0 6 . 4 4 	 5 6 . 0 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 6 0   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 8 2 	 7 1 9 4 . 0 8 	 6 6 6 	 2 . 3 7 	 1 0 . 8 0 	 1 3 6 8 . 3 1 	 2 9 . 3 0 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 8 3 	 7 0 5 2 . 4 6 	 6 4 0 	 2 . 4 7 	 1 1 . 0 2 	 1 7 1 7 . 5 4 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 2   	 S e c o n d P r o f i t P e r s e n t = 6 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 8 4 	 1 1 4 0 . 7 7 	 1 0 0 9 	 1 . 5 5 	 1 . 1 3 	 4 3 0 . 9 2 	 3 4 . 5 7 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 8 5 	 8 0 9 8 . 3 8 	 6 9 4 	 2 . 5 2 	 1 1 . 6 7 	 1 9 0 6 . 4 4 	 5 7 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 8 6 	 6 8 5 8 . 9 1 	 6 9 7 	 2 . 6 1 	 9 . 8 4 	 1 9 0 6 . 4 4 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 8 7 	 9 4 4 7 . 5 3 	 6 8 8 	 2 . 5 1 	 1 3 . 7 3 	 1 6 0 2 . 9 7 	 4 7 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 8 8 	 6 8 2 3 . 6 8 	 7 0 2 	 2 . 5 2 	 9 . 7 2 	 1 9 0 6 . 4 4 	 5 6 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 8 9 	 2 4 3 4 . 6 8 	 2 9 2 	 2 . 3 6 	 8 . 3 4 	 3 0 5 0 . 2 9 	 9 0 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 9   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 9 0 	 5 2 0 2 . 7 0 	 6 1 8 	 2 . 4 4 	 8 . 4 2 	 1 0 5 4 . 0 8 	 4 4 . 4 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 9 1 	 7 7 0 8 . 5 2 	 6 6 5 	 2 . 5 9 	 1 1 . 5 9 	 1 5 6 4 . 1 6 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 9 2 	 4 6 8 8 . 1 3 	 7 5 1 	 2 . 0 4 	 6 . 2 4 	 1 1 5 2 . 9 6 	 4 6 . 4 6 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 9 3 	 9 4 3 1 . 1 1 	 6 9 5 	 2 . 6 0 	 1 3 . 5 7 	 1 9 4 2 . 8 0 	 3 5 . 8 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 9 4 	 7 6 5 7 . 5 2 	 6 9 4 	 2 . 3 4 	 1 1 . 0 3 	 1 9 0 6 . 4 4 	 5 6 . 0 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 9 5 	 6 7 0 4 . 6 7 	 6 9 7 	 2 . 4 9 	 9 . 6 2 	 1 7 1 1 . 3 6 	 3 8 . 1 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 9 6 	 9 2 6 0 . 1 1 	 6 6 7 	 2 . 4 9 	 1 3 . 8 8 	 3 7 5 0 . 8 1 	 5 0 . 0 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 9 7 	 4 9 8 . 2 1 	 6 1 2 	 1 . 3 2 	 0 . 8 1 	 7 6 2 . 6 2 	 5 1 . 9 2 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 9 8 	 8 0 2 3 . 8 6 	 6 6 4 	 2 . 3 6 	 1 2 . 0 8 	 1 7 1 7 . 5 4 	 2 8 . 5 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 6 9 9 	 5 2 4 0 . 6 1 	 6 8 7 	 2 . 3 6 	 7 . 6 3 	 1 4 7 1 . 9 7 	 4 8 . 2 0 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 0 0 	 8 8 1 8 . 5 5 	 7 1 3 	 2 . 2 9 	 1 2 . 3 7 	 1 4 7 1 . 9 7 	 4 7 . 7 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 0 1 	 6 8 4 7 . 9 1 	 7 0 5 	 2 . 5 2 	 9 . 7 1 	 1 9 0 6 . 4 4 	 5 6 . 2 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 0 2 	 6 9 6 2 . 4 0 	 7 2 6 	 2 . 3 3 	 9 . 5 9 	 1 4 0 5 . 5 7 	 4 1 . 9 1 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 0 3 	 8 3 8 8 . 6 6 	 6 9 1 	 2 . 8 0 	 1 2 . 1 4 	 2 0 9 8 . 7 0 	 3 3 . 4 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 0 4 	 6 1 0 9 . 5 8 	 6 9 7 	 2 . 2 5 	 8 . 7 7 	 9 4 1 . 9 1 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 3 8   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 0 5 	 6 8 4 5 . 8 6 	 6 8 0 	 2 . 4 7 	 1 0 . 0 7 	 1 9 0 6 . 4 4 	 5 4 . 0 3 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 0 6 	 9 0 0 5 . 7 5 	 6 6 1 	 2 . 6 9 	 1 3 . 6 2 	 1 6 0 8 . 1 6 	 3 6 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 4   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 0 7 	 3 6 2 5 . 6 4 	 6 6 0 	 2 . 1 9 	 5 . 4 9 	 1 1 5 3 . 7 4 	 5 2 . 8 2 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 0   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 0 8 	 4 5 0 0 . 4 9 	 6 3 0 	 2 . 2 0 	 7 . 1 4 	 8 4 0 . 1 3 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 0 9 	 4 6 0 4 . 8 7 	 5 0 5 	 2 . 2 6 	 9 . 1 2 	 2 7 0 8 . 7 0 	 6 6 . 9 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 1 0 	 2 5 9 0 . 7 3 	 1 7 1 	 2 . 6 4 	 1 5 . 1 5 	 2 1 5 5 . 3 0 	 6 6 . 3 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 1 1 	 6 7 9 8 . 9 7 	 7 0 2 	 2 . 5 3 	 9 . 6 9 	 1 9 0 6 . 4 4 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 1 2 	 7 5 5 3 . 1 5 	 6 9 2 	 2 . 3 5 	 1 0 . 9 1 	 1 9 0 6 . 4 4 	 5 6 . 3 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 1 3 	 6 7 0 8 . 6 5 	 7 2 6 	 2 . 4 6 	 9 . 2 4 	 1 2 9 3 . 3 1 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 1 4 	 9 3 4 6 . 5 0 	 7 1 8 	 2 . 5 9 	 1 3 . 0 2 	 1 7 9 3 . 1 0 	 5 3 . 6 4 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 1 5 	 7 0 8 3 . 2 7 	 6 3 6 	 2 . 4 7 	 1 1 . 1 4 	 1 7 1 7 . 5 4 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 1 6 	 4 5 4 1 . 3 5 	 5 2 7 	 2 . 5 9 	 8 . 6 2 	 9 5 0 . 4 9 	 6 4 . 8 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 1 7 	 7 2 6 1 . 9 5 	 4 8 3 	 2 . 9 2 	 1 5 . 0 4 	 4 3 6 0 . 5 2 	 7 2 . 4 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 1 8 	 8 9 6 4 . 0 5 	 6 6 2 	 2 . 6 7 	 1 3 . 5 4 	 1 6 2 0 . 7 0 	 3 6 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 1 9 	 9 2 3 9 . 4 6 	 6 7 5 	 2 . 9 5 	 1 3 . 6 9 	 2 0 8 9 . 1 6 	 2 8 . 5 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 2 0 	 6 9 2 6 . 6 0 	 7 3 4 	 2 . 4 5 	 9 . 4 4 	 1 1 9 3 . 2 6 	 4 1 . 9 4 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 2 1 	 8 9 8 3 . 3 1 	 6 6 1 	 2 . 6 9 	 1 3 . 5 9 	 1 6 0 8 . 1 6 	 3 6 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 2 2 	 8 1 9 0 . 9 3 	 6 9 4 	 2 . 4 9 	 1 1 . 8 0 	 1 9 0 6 . 4 4 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 2 3 	 6 8 5 6 . 4 0 	 7 2 3 	 2 . 4 6 	 9 . 4 8 	 1 7 9 3 . 1 0 	 5 3 . 6 4 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 2 4 	 7 2 2 8 . 8 3 	 4 9 0 	 2 . 9 0 	 1 4 . 7 5 	 4 3 6 0 . 5 2 	 7 2 . 6 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 2 5 	 4 9 7 . 7 8 	 4 9 0 	 1 . 4 9 	 1 . 0 2 	 1 2 4 5 . 7 4 	 8 1 . 8 4 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 2 6 	 8 9 9 8 . 8 2 	 6 5 9 	 2 . 7 0 	 1 3 . 6 6 	 1 6 0 8 . 1 6 	 3 6 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 2 7 	 4 2 6 9 . 5 5 	 6 5 6 	 2 . 0 0 	 6 . 5 1 	 1 0 8 0 . 4 1 	 4 1 . 8 2 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 2 8 	 8 3 9 4 . 0 9 	 6 9 6 	 2 . 5 7 	 1 2 . 0 6 	 1 9 1 5 . 8 8 	 5 1 . 9 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 2 9 	 6 8 0 5 . 2 2 	 6 9 8 	 2 . 5 3 	 9 . 7 5 	 1 9 0 6 . 4 4 	 5 6 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 3 0 	 1 7 0 2 . 5 1 	 1 6 8 	 2 . 5 5 	 1 0 . 1 3 	 1 6 6 0 . 1 2 	 6 8 . 6 1 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 3 1 	 6 5 1 8 . 3 6 	 6 9 8 	 2 . 4 2 	 9 . 3 4 	 1 9 0 6 . 4 4 	 5 7 . 4 4 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 3 2 	 6 2 6 2 . 0 4 	 6 6 3 	 2 . 1 6 	 9 . 4 5 	 1 7 1 7 . 5 4 	 4 9 . 8 1 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 3 3 	 6 3 6 2 . 9 1 	 6 7 1 	 2 . 2 7 	 9 . 4 8 	 1 7 1 7 . 5 4 	 3 4 . 4 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 3 4 	 3 9 2 4 . 9 6 	 5 0 3 	 2 . 3 4 	 7 . 8 0 	 1 0 1 7 . 7 0 	 4 4 . 9 9 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 0   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 3 5 	 2 4 7 . 4 3 	 2 4 	 1 . 9 5 	 1 0 . 3 1 	 7 0 3 . 2 7 	 6 2 . 4 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 3 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 3 6 	 7 2 8 6 . 7 2 	 6 3 8 	 2 . 5 0 	 1 1 . 4 2 	 1 7 1 7 . 5 4 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 3 7 	 1 0 8 8 7 . 2 4 	 5 3 5 	 2 . 5 9 	 2 0 . 3 5 	 5 4 3 5 . 0 7 	 6 4 . 8 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 3 8 	 1 2 1 8 . 8 9 	 5 6 7 	 1 . 5 0 	 2 . 1 5 	 1 6 5 9 . 0 2 	 8 3 . 2 2 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 3 9 	 9 1 8 4 . 9 1 	 7 2 9 	 2 . 4 5 	 1 2 . 6 0 	 2 4 6 2 . 5 9 	 4 1 . 9 1 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 4 0 	 9 8 5 . 6 0 	 1 0 6 	 2 . 2 5 	 9 . 3 0 	 1 1 2 8 . 2 0 	 6 4 . 8 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 4 2   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 4 1 	 6 7 9 8 . 9 7 	 7 0 2 	 2 . 5 3 	 9 . 6 9 	 1 9 0 6 . 4 4 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 4 2 	 3 8 4 8 . 5 0 	 6 6 8 	 2 . 1 5 	 5 . 7 6 	 1 1 5 3 . 7 4 	 5 2 . 8 2 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 4 3 	 1 8 6 . 7 5 	 2 4 	 2 . 7 8 	 7 . 7 8 	 9 4 1 . 1 0 	 8 7 . 2 3 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 6   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 3   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 4 4 	 5 1 4 9 . 8 2 	 5 1 1 	 2 . 5 0 	 1 0 . 0 8 	 1 5 0 3 . 5 0 	 6 4 . 8 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 7   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 4 5 	 8 8 3 5 . 2 4 	 6 7 3 	 2 . 8 1 	 1 3 . 1 3 	 2 0 9 8 . 7 0 	 3 0 . 8 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 4 6 	 5 4 7 . 0 5 	 6 7 2 	 1 . 3 5 	 0 . 8 1 	 1 0 3 7 . 0 5 	 6 9 . 3 6 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 4 7 	 2 5 1 4 . 5 9 	 2 4 7 	 2 . 2 4 	 1 0 . 1 8 	 2 1 9 9 . 5 5 	 6 8 . 4 9 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 4 8 	 9 0 4 1 . 8 6 	 6 9 1 	 2 . 8 6 	 1 3 . 0 9 	 2 0 9 8 . 7 0 	 3 0 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 4 9 	 3 8 2 . 3 8 	 3 3 	 2 . 1 7 	 1 1 . 5 9 	 5 9 3 . 2 9 	 4 9 . 6 1 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 5 0 	 8 9 1 2 . 6 8 	 6 6 2 	 2 . 8 6 	 1 3 . 4 6 	 2 0 8 9 . 1 6 	 3 0 . 3 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 5 1 	 9 3 2 2 . 4 3 	 6 8 1 	 2 . 5 0 	 1 3 . 6 9 	 1 6 0 2 . 9 7 	 4 7 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 5 2 	 7 7 0 4 . 1 8 	 6 6 5 	 2 . 5 9 	 1 1 . 5 9 	 1 5 6 4 . 1 6 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 5 3 	 7 1 1 8 . 4 5 	 6 2 9 	 2 . 4 5 	 1 1 . 3 2 	 1 7 1 7 . 5 4 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 5 4 	 1 1 5 . 0 6 	 1 6 	 1 . 9 3 	 7 . 1 9 	 8 4 5 . 3 1 	 7 8 . 9 6 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 5 5 	 8 6 9 2 . 2 3 	 6 7 7 	 2 . 6 5 	 1 2 . 8 4 	 1 7 1 7 . 5 4 	 4 5 . 4 2 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 5 6 	 8 1 8 2 . 4 8 	 6 9 2 	 2 . 5 9 	 1 1 . 8 2 	 1 5 8 5 . 3 6 	 3 9 . 0 1 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 5 7 	 7 1 0 7 . 3 2 	 6 2 4 	 2 . 4 7 	 1 1 . 3 9 	 1 7 1 7 . 5 4 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 5 8 	 1 1 0 0 . 5 0 	 1 0 3 2 	 1 . 5 5 	 1 . 0 7 	 3 0 4 . 4 9 	 2 2 . 7 5 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 5 9 	 6 0 5 1 . 5 2 	 7 0 6 	 2 . 5 6 	 8 . 5 7 	 1 0 8 3 . 6 1 	 3 9 . 0 1 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 6 0 	 1 8 2 . 9 3 	 1 5 	 2 . 1 3 	 1 2 . 2 0 	 9 3 3 . 7 9 	 8 7 . 3 4 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 6 1 	 6 8 2 8 . 3 7 	 6 8 5 	 2 . 6 4 	 9 . 9 7 	 1 9 0 6 . 4 4 	 5 5 . 3 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 6 2 	 6 6 4 2 . 4 6 	 7 0 4 	 2 . 4 8 	 9 . 4 4 	 1 1 9 3 . 2 6 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 6 3 	 1 7 7 2 . 6 8 	 1 6 8 	 2 . 6 2 	 1 0 . 5 5 	 1 6 6 0 . 1 2 	 6 6 . 6 8 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 6 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 6 4 	 1 3 0 7 1 . 8 3 	 6 6 9 	 2 . 6 7 	 1 9 . 5 4 	 2 4 6 3 . 2 3 	 3 8 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 6 5 	 7 8 4 7 . 0 3 	 7 2 5 	 2 . 0 2 	 1 0 . 8 2 	 1 6 0 2 . 9 7 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 6 6 	 6 3 . 7 4 	 2 8 	 1 . 3 9 	 2 . 2 8 	 7 4 1 . 3 1 	 7 1 . 8 3 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 6 7 	 9 2 4 3 . 0 1 	 6 7 2 	 2 . 8 6 	 1 3 . 7 5 	 2 0 8 9 . 1 6 	 2 8 . 5 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 6 8 	 7 3 2 7 . 1 0 	 7 3 1 	 2 . 4 6 	 1 0 . 0 2 	 1 0 8 1 . 6 6 	 4 1 . 9 4 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 3 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 6 9 	 1 4 7 4 . 7 7 	 2 3 6 	 2 . 6 2 	 6 . 2 5 	 1 4 1 6 . 5 9 	 6 6 . 5 7 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 2   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 7 0 	 7 6 0 6 . 5 4 	 6 9 0 	 2 . 3 5 	 1 1 . 0 2 	 1 9 0 6 . 4 4 	 5 6 . 0 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 7 1 	 7 0 0 0 . 0 0 	 6 6 3 	 2 . 1 5 	 1 0 . 5 6 	 2 0 6 9 . 3 0 	 4 7 . 7 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 7 2 	 9 3 8 6 . 2 8 	 7 4 3 	 2 . 5 0 	 1 2 . 6 3 	 1 9 4 2 . 8 0 	 4 1 . 9 4 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 7 3 	 8 3 1 3 . 7 8 	 7 0 9 	 2 . 8 5 	 1 1 . 7 3 	 1 9 4 1 . 7 5 	 5 8 . 8 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 7 4 	 7 6 0 7 . 9 5 	 7 1 1 	 2 . 5 2 	 1 0 . 7 0 	 1 9 1 5 . 8 8 	 5 2 . 1 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 7 5 	 9 8 5 . 6 0 	 1 0 6 	 2 . 2 5 	 9 . 3 0 	 1 1 2 8 . 2 0 	 6 4 . 8 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 7 6 	 1 1 0 5 6 . 2 5 	 6 5 1 	 2 . 5 3 	 1 6 . 9 8 	 4 5 8 4 . 3 2 	 5 6 . 8 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 4   	 R i s k = 3 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 7 7 	 9 9 1 . 1 3 	 2 0 8 	 1 . 6 2 	 4 . 7 7 	 1 7 5 0 . 5 3 	 8 9 . 6 4 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 8   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 7 8 	 4 7 5 8 . 0 8 	 6 1 7 	 2 . 2 3 	 7 . 7 1 	 7 5 2 . 5 2 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 7 9 	 9 6 0 8 . 9 9 	 6 8 4 	 2 . 5 9 	 1 4 . 0 5 	 1 9 4 2 . 8 0 	 5 7 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 8 0 	 9 0 9 4 . 8 6 	 6 8 2 	 2 . 5 2 	 1 3 . 3 4 	 1 9 4 2 . 8 0 	 5 7 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 8 1 	 9 2 6 0 . 1 1 	 6 6 7 	 2 . 4 9 	 1 3 . 8 8 	 3 7 5 0 . 8 1 	 5 0 . 0 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 8 2 	 7 6 7 3 . 8 2 	 6 7 9 	 2 . 4 4 	 1 1 . 3 0 	 1 7 1 1 . 3 6 	 3 6 . 3 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 8 3 	 1 0 8 9 4 . 0 2 	 5 3 6 	 2 . 5 9 	 2 0 . 3 2 	 5 4 3 5 . 0 7 	 6 4 . 8 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 8 4 	 9 0 5 2 . 2 1 	 6 6 1 	 2 . 7 1 	 1 3 . 6 9 	 1 6 0 8 . 1 6 	 3 6 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 8 5 	 1 1 2 2 . 7 1 	 7 3 2 	 1 . 5 8 	 1 . 5 3 	 4 0 4 . 1 2 	 2 0 . 8 7 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 7   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 4 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 8 6 	 8 9 0 7 . 1 8 	 7 2 1 	 2 . 3 4 	 1 2 . 3 5 	 1 4 7 1 . 9 7 	 4 7 . 7 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 8 7 	 8 7 4 6 . 3 2 	 6 7 8 	 2 . 6 8 	 1 2 . 9 0 	 2 0 8 9 . 1 6 	 3 1 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 8 8 	 7 3 9 2 . 4 1 	 6 3 0 	 2 . 3 0 	 1 1 . 7 3 	 1 7 1 7 . 5 4 	 2 9 . 6 2 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 8 9 	 5 7 5 1 . 5 4 	 6 4 0 	 2 . 4 1 	 8 . 9 9 	 8 2 9 . 6 0 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 9 0 	 1 2 1 8 . 8 9 	 5 6 7 	 1 . 5 0 	 2 . 1 5 	 1 6 5 9 . 0 2 	 8 3 . 2 2 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 9 1 	 7 7 1 5 . 8 4 	 6 9 0 	 2 . 6 1 	 1 1 . 1 8 	 1 7 1 1 . 3 6 	 3 7 . 2 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 9 2 	 9 0 6 9 . 9 0 	 6 5 2 	 2 . 7 3 	 1 3 . 9 1 	 1 6 0 8 . 1 6 	 3 5 . 7 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 9 3 	 9 5 8 9 . 7 8 	 6 6 8 	 2 . 4 1 	 1 4 . 3 6 	 2 4 7 7 . 5 1 	 4 8 . 7 8 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 9 4 	 7 7 4 8 . 2 1 	 6 9 3 	 2 . 5 8 	 1 1 . 1 8 	 1 7 1 1 . 3 6 	 3 7 . 2 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 9 5 	 7 6 0 1 . 0 2 	 6 9 6 	 2 . 3 4 	 1 0 . 9 2 	 1 9 0 6 . 4 4 	 5 6 . 3 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 9 6 	 9 2 8 0 . 8 8 	 6 5 6 	 2 . 2 6 	 1 4 . 1 5 	 2 4 2 9 . 9 9 	 4 3 . 9 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 9 7 	 7 1 8 6 . 8 9 	 7 2 2 	 2 . 4 0 	 9 . 9 5 	 1 6 2 8 . 9 0 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 9 8 	 1 0 1 3 8 . 3 6 	 6 5 8 	 2 . 4 8 	 1 5 . 4 1 	 2 4 7 7 . 5 1 	 3 4 . 1 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 7 9 9 	 1 0 7 2 . 3 2 	 9 8 7 	 1 . 3 8 	 1 . 0 9 	 4 0 0 . 3 4 	 3 7 . 1 9 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 2 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 0 0 	 8 9 5 9 . 5 9 	 6 6 2 	 2 . 7 2 	 1 3 . 5 3 	 1 6 0 2 . 9 7 	 3 6 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 0 1 	 3 5 9 . 6 7 	 3 0 5 	 1 . 4 5 	 1 . 1 8 	 4 2 8 . 5 5 	 3 2 . 4 7 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 3 4   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 0 2 	 1 2 2 4 2 . 2 2 	 6 8 1 	 2 . 6 2 	 1 7 . 9 8 	 2 4 7 7 . 5 1 	 3 4 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 0 3 	 6 5 5 0 . 0 2 	 6 6 4 	 2 . 1 3 	 9 . 8 6 	 1 5 8 5 . 3 6 	 5 3 . 3 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 0 4 	 7 6 7 5 . 9 0 	 7 0 2 	 2 . 5 6 	 1 0 . 9 3 	 1 9 1 5 . 8 8 	 5 2 . 5 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 0 5 	 8 4 3 6 . 0 8 	 6 7 5 	 2 . 8 3 	 1 2 . 5 0 	 2 0 9 8 . 7 0 	 3 2 . 9 0 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 0 6 	 8 2 3 4 . 3 7 	 6 7 1 	 2 . 6 3 	 1 2 . 2 7 	 1 8 3 6 . 4 1 	 2 9 . 6 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 0 7 	 9 3 1 6 . 7 1 	 6 8 9 	 2 . 5 4 	 1 3 . 5 2 	 1 6 0 2 . 9 7 	 4 7 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 0 8 	 7 6 5 7 . 5 2 	 6 9 4 	 2 . 3 4 	 1 1 . 0 3 	 1 9 0 6 . 4 4 	 5 6 . 0 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 0 9 	 2 0 5 . 8 0 	 1 6 	 2 . 2 4 	 1 2 . 8 6 	 9 8 0 . 3 2 	 8 9 . 7 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 1 0 	 1 2 0 9 4 . 3 4 	 6 7 3 	 2 . 6 3 	 1 7 . 9 7 	 2 4 7 7 . 5 1 	 3 4 . 0 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 1 1 	 8 1 1 4 . 3 3 	 6 9 7 	 2 . 5 1 	 1 1 . 6 4 	 1 9 0 6 . 4 4 	 5 7 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 1 2 	 7 4 9 7 . 1 2 	 6 5 9 	 2 . 5 5 	 1 1 . 3 8 	 1 5 6 4 . 1 6 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 1 3 	 2 6 2 3 . 5 3 	 2 0 4 	 2 . 4 9 	 1 2 . 8 6 	 2 0 2 2 . 4 4 	 6 4 . 0 7 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 1 4 	 6 6 7 6 . 1 6 	 6 8 5 	 2 . 6 0 	 9 . 7 5 	 1 9 0 6 . 4 4 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 4   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 1 5 	 7 1 2 4 . 1 7 	 7 2 5 	 2 . 5 6 	 9 . 8 3 	 1 0 8 1 . 6 6 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 1 6 	 1 5 6 . 6 9 	 1 7 	 1 . 7 8 	 9 . 2 2 	 9 3 8 . 4 2 	 8 6 . 9 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 1 7 	 8 7 8 0 . 3 8 	 7 0 8 	 3 . 0 1 	 1 2 . 4 0 	 1 7 0 4 . 8 1 	 3 2 . 2 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 2   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 1 8 	 6 5 4 2 . 0 9 	 6 6 6 	 2 . 6 9 	 9 . 8 2 	 1 6 0 2 . 9 9 	 3 5 . 5 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 6 4   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 1 9 	 1 5 5 . 1 6 	 4 2 	 1 . 4 7 	 3 . 6 9 	 5 1 7 . 6 7 	 4 8 . 1 9 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 7   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 4 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 2 0 	 6 8 4 2 . 6 6 	 8 2 6 	 2 . 6 1 	 8 . 2 8 	 1 6 2 9 . 3 2 	 4 9 . 4 3 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 5   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 2 1 	 4 9 0 . 7 2 	 5 7 9 	 1 . 3 4 	 0 . 8 5 	 7 6 2 . 8 0 	 4 9 . 5 1 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 2 2 	 7 5 0 5 . 9 5 	 7 0 2 	 2 . 6 5 	 1 0 . 6 9 	 1 9 1 5 . 8 8 	 5 2 . 1 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 2 3 	 7 5 2 7 . 6 0 	 7 0 3 	 2 . 5 6 	 1 0 . 7 1 	 1 9 1 5 . 8 8 	 5 2 . 1 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 2 4 	 7 6 4 8 . 9 0 	 6 8 3 	 2 . 5 8 	 1 1 . 2 0 	 1 7 1 1 . 3 6 	 3 7 . 9 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 2 5 	 1 5 0 . 9 0 	 6 1 	 1 . 3 1 	 2 . 4 7 	 1 1 0 4 . 6 9 	 9 5 . 8 3 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 2   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 2 4   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 2 6 	 4 4 1 . 6 0 	 4 7 6 	 1 . 5 2 	 0 . 9 3 	 4 2 0 . 8 7 	 2 9 . 7 7 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 2 7 	 4 2 6 . 0 4 	 2 4 9 	 1 . 7 1 	 1 . 7 1 	 4 3 8 . 0 1 	 3 3 . 3 6 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 5   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 4 2   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 2 8 	 9 1 9 4 . 2 6 	 7 2 2 	 2 . 5 2 	 1 2 . 7 3 	 1 9 4 2 . 8 0 	 4 1 . 9 1 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 2 9 	 9 3 3 9 . 6 4 	 6 9 3 	 2 . 6 2 	 1 3 . 4 8 	 1 9 4 2 . 8 0 	 3 6 . 1 0 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 3 0 	 6 5 2 6 . 1 7 	 7 1 2 	 2 . 5 9 	 9 . 1 7 	 9 9 0 . 4 8 	 4 0 . 8 0 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 3 1 	 6 1 0 8 . 3 8 	 5 1 3 	 2 . 4 6 	 1 1 . 9 1 	 2 7 4 0 . 2 2 	 5 8 . 8 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 9   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 3 2 	 7 0 7 7 . 4 6 	 6 3 6 	 2 . 4 6 	 1 1 . 1 3 	 1 7 1 7 . 5 4 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 3 3 	 8 9 6 6 . 1 6 	 6 6 1 	 2 . 6 8 	 1 3 . 5 6 	 1 6 0 8 . 1 6 	 3 6 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 3 4 	 9 3 4 9 . 6 8 	 7 1 8 	 2 . 5 9 	 1 3 . 0 2 	 1 7 9 3 . 1 0 	 5 3 . 6 4 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 3 5 	 4 5 0 9 . 4 2 	 5 0 4 	 2 . 3 7 	 8 . 9 5 	 2 2 2 6 . 4 3 	 4 3 . 9 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 3 6 	 9 0 1 9 . 6 1 	 7 2 9 	 2 . 6 3 	 1 2 . 3 7 	 1 6 2 8 . 9 0 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 6 4   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 3 7 	 9 0 3 0 . 7 6 	 6 6 2 	 2 . 6 8 	 1 3 . 6 4 	 1 6 2 0 . 7 0 	 3 6 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 3 8 	 9 3 9 6 . 2 7 	 6 8 8 	 2 . 5 0 	 1 3 . 6 6 	 1 6 0 2 . 9 7 	 4 7 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 3 9 	 9 2 3 5 . 3 4 	 6 9 1 	 2 . 5 4 	 1 3 . 3 7 	 1 9 4 2 . 8 0 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 4 0 	 4 5 0 7 . 7 3 	 5 2 9 	 2 . 5 2 	 8 . 5 2 	 8 8 3 . 8 0 	 3 2 . 8 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 4 1 	 1 0 3 7 . 5 7 	 7 3 3 	 1 . 3 5 	 1 . 4 2 	 9 8 9 . 3 2 	 7 1 . 9 7 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 8   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 4 2 	 6 7 2 2 . 4 9 	 7 1 0 	 2 . 3 7 	 9 . 4 7 	 9 8 4 . 3 7 	 4 1 . 9 9 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 4 3 	 8 5 3 5 . 9 1 	 6 9 9 	 2 . 1 7 	 1 2 . 2 1 	 1 6 0 2 . 9 7 	 3 1 . 8 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 4 4 	 7 9 1 4 . 9 4 	 6 8 0 	 2 . 8 9 	 1 1 . 6 4 	 1 4 7 1 . 9 7 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 3   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 4 5 	 7 5 1 8 . 0 8 	 7 0 3 	 2 . 6 5 	 1 0 . 6 9 	 1 9 1 5 . 8 8 	 5 2 . 1 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 4 6 	 9 3 6 3 . 4 8 	 6 7 1 	 2 . 4 8 	 1 3 . 9 5 	 2 4 2 9 . 9 9 	 4 7 . 0 4 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 4 7 	 7 5 0 5 . 8 5 	 7 0 1 	 2 . 6 5 	 1 0 . 7 1 	 1 9 1 5 . 8 8 	 5 2 . 1 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 4 8 	 9 3 1 5 . 5 9 	 6 7 8 	 2 . 6 4 	 1 3 . 7 4 	 3 0 2 4 . 9 6 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 4 9 	 7 7 . 6 7 	 1 7 	 1 . 5 4 	 4 . 5 7 	 8 0 6 . 9 3 	 7 5 . 7 2 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 6   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 5 0 	 6 8 7 7 . 9 7 	 6 2 5 	 2 . 4 3 	 1 1 . 0 0 	 1 7 1 7 . 5 4 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 5 1 	 7 8 1 1 . 1 6 	 6 9 0 	 2 . 8 6 	 1 1 . 3 2 	 1 4 7 1 . 9 7 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 5 2 	 8 9 7 8 . 5 9 	 6 5 5 	 2 . 6 9 	 1 3 . 7 1 	 1 6 0 8 . 1 6 	 3 6 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 5 3 	 1 2 0 9 3 . 4 3 	 6 8 2 	 2 . 6 2 	 1 7 . 7 3 	 2 4 7 7 . 5 1 	 4 0 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 5 4 	 7 3 4 7 . 5 1 	 6 9 3 	 2 . 5 3 	 1 0 . 6 0 	 9 6 6 . 0 5 	 3 0 . 7 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 5 5 	 8 4 1 1 . 5 7 	 6 9 1 	 2 . 1 8 	 1 2 . 1 7 	 1 6 0 2 . 9 7 	 3 1 . 8 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 5 6 	 3 6 3 0 . 8 3 	 4 9 0 	 2 . 3 1 	 7 . 4 1 	 2 7 0 8 . 7 0 	 6 2 . 8 4 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 5 7 	 8 0 2 6 . 2 4 	 6 8 4 	 2 . 5 0 	 1 1 . 7 3 	 1 9 0 6 . 4 4 	 5 7 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 5 8 	 9 0 3 4 . 6 4 	 6 9 1 	 2 . 8 6 	 1 3 . 0 7 	 2 0 9 8 . 7 0 	 3 0 . 7 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 5 9 	 8 0 0 3 . 7 1 	 6 8 3 	 2 . 5 4 	 1 1 . 7 2 	 2 4 6 2 . 5 9 	 5 6 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 6 0 	 7 6 0 1 . 0 2 	 6 9 6 	 2 . 3 4 	 1 0 . 9 2 	 1 9 0 6 . 4 4 	 5 6 . 3 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 6 1 	 8 6 4 1 . 0 4 	 6 6 1 	 2 . 4 9 	 1 3 . 0 7 	 2 1 8 0 . 1 5 	 3 2 . 9 0 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 6 2 	 8 9 0 4 . 1 3 	 6 4 7 	 2 . 7 7 	 1 3 . 7 6 	 1 6 0 2 . 9 7 	 3 5 . 7 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 6 3 	 6 6 1 4 . 0 6 	 6 8 7 	 2 . 3 1 	 9 . 6 3 	 1 6 0 2 . 9 9 	 4 7 . 7 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 6 4 	 7 2 8 6 . 7 2 	 6 3 8 	 2 . 5 0 	 1 1 . 4 2 	 1 7 1 7 . 5 4 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 6 5 	 8 1 2 8 . 7 1 	 6 8 1 	 2 . 4 8 	 1 1 . 9 4 	 1 9 0 6 . 4 4 	 5 6 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 6 6 	 4 6 1 4 . 3 8 	 6 0 9 	 2 . 2 7 	 7 . 5 8 	 1 0 5 4 . 0 8 	 4 4 . 4 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 6 7 	 5 6 1 2 . 1 0 	 6 8 1 	 2 . 2 8 	 8 . 2 4 	 1 1 5 3 . 7 4 	 4 9 . 1 8 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 5   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 6 8 	 7 2 1 5 . 7 9 	 4 8 8 	 2 . 8 9 	 1 4 . 7 9 	 4 3 6 0 . 5 2 	 7 2 . 8 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 0   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 6 9 	 1 7 7 2 . 6 8 	 1 6 8 	 2 . 6 2 	 1 0 . 5 5 	 1 6 6 0 . 1 2 	 6 6 . 6 8 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 7 0 	 1 8 7 . 0 2 	 1 9 	 2 . 5 1 	 9 . 8 4 	 9 2 3 . 6 3 	 8 5 . 0 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 7 1 	 9 3 9 6 . 2 7 	 6 8 8 	 2 . 5 0 	 1 3 . 6 6 	 1 6 0 2 . 9 7 	 4 7 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 7 2 	 1 4 1 9 3 . 8 0 	 6 5 4 	 3 . 1 7 	 2 1 . 7 0 	 3 0 1 5 . 6 8 	 3 4 . 7 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 7 3 	 8 0 0 5 . 3 9 	 7 1 2 	 2 . 3 4 	 1 1 . 2 4 	 1 7 5 9 . 9 5 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 3 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 7 4 	 5 4 6 . 4 7 	 4 6 2 	 1 . 6 1 	 1 . 1 8 	 7 9 8 . 7 8 	 5 2 . 8 4 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 1 . 6   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 7 5 	 8 7 8 0 . 3 8 	 7 0 8 	 3 . 0 1 	 1 2 . 4 0 	 1 7 0 4 . 8 1 	 3 2 . 2 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 2   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 7 6 	 4 9 3 . 7 6 	 3 8 9 	 1 . 4 0 	 1 . 2 7 	 4 1 4 . 5 8 	 3 6 . 6 1 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 7 7 	 7 4 0 0 . 4 6 	 6 3 5 	 2 . 4 3 	 1 1 . 6 5 	 3 5 6 6 . 1 5 	 6 1 . 3 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 9   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 7 8 	 8 4 7 5 . 4 5 	 6 6 8 	 2 . 6 5 	 1 2 . 6 9 	 1 8 3 6 . 4 1 	 2 8 . 6 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 7 9 	 1 2 8 0 3 . 2 7 	 6 6 3 	 2 . 8 8 	 1 9 . 3 1 	 2 7 0 0 . 1 6 	 3 0 . 9 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 8 0 	 9 0 9 4 . 8 6 	 6 8 2 	 2 . 5 2 	 1 3 . 3 4 	 1 9 4 2 . 8 0 	 5 7 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 8 1 	 1 2 4 4 1 . 7 6 	 6 7 8 	 2 . 6 9 	 1 8 . 3 5 	 2 4 7 7 . 5 1 	 3 4 . 8 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 8 2 	 9 0 4 2 . 2 8 	 6 4 7 	 2 . 6 5 	 1 3 . 9 8 	 2 7 8 5 . 3 4 	 4 4 . 5 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 8 3 	 7 8 7 2 . 8 4 	 6 6 3 	 2 . 5 6 	 1 1 . 8 7 	 1 8 3 6 . 4 1 	 3 1 . 2 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 8 4 	 7 5 3 3 . 7 8 	 6 7 7 	 2 . 3 3 	 1 1 . 1 3 	 1 5 1 3 . 1 1 	 4 7 . 7 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 3   	 R i s k = 3 . 3   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 8 5 	 9 3 2 8 . 8 8 	 6 8 4 	 2 . 5 2 	 1 3 . 6 4 	 1 6 0 2 . 9 7 	 4 7 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 8 6 	 5 1 6 . 0 5 	 6 0 2 	 1 . 3 4 	 0 . 8 6 	 7 6 2 . 6 2 	 5 1 . 4 4 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 2   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 8 7 	 2 3 6 1 . 5 8 	 1 1 2 4 	 1 . 5 8 	 2 . 1 0 	 1 1 8 4 . 5 9 	 4 6 . 7 8 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 2   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 8 8 	 9 4 4 9 . 9 5 	 6 9 5 	 2 . 6 7 	 1 3 . 6 0 	 1 9 4 2 . 8 0 	 3 8 . 2 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 8 9 	 8 1 6 8 . 3 9 	 7 0 1 	 2 . 5 0 	 1 1 . 6 5 	 1 9 0 6 . 4 4 	 5 7 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 9 0 	 7 1 2 7 . 6 8 	 6 5 5 	 2 . 2 8 	 1 0 . 8 8 	 1 7 1 7 . 5 4 	 3 0 . 3 1 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 9 1 	 1 9 2 . 0 8 	 2 0 	 2 . 3 2 	 9 . 6 0 	 9 9 6 . 7 2 	 9 2 . 9 0 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 9 2 	 1 9 5 . 9 9 	 1 7 	 1 . 7 7 	 1 1 . 5 3 	 6 6 8 . 6 1 	 6 1 . 3 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 5   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 9 3 	 1 2 0 7 9 . 2 3 	 6 7 5 	 2 . 6 3 	 1 7 . 9 0 	 2 4 7 7 . 5 1 	 3 4 . 2 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 9 4 	 9 0 4 7 . 4 3 	 6 4 7 	 2 . 6 5 	 1 3 . 9 8 	 2 7 8 5 . 3 4 	 4 4 . 5 2 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 9 5 	 7 9 3 3 . 3 1 	 6 6 9 	 2 . 5 5 	 1 1 . 8 6 	 1 8 3 6 . 4 1 	 3 1 . 3 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 9 6 	 9 0 0 . 2 4 	 8 3 6 	 1 . 3 8 	 1 . 0 8 	 3 8 4 . 0 8 	 2 6 . 5 4 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 3   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 1 4   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 9 7 	 7 8 4 6 . 3 3 	 6 6 3 	 2 . 5 6 	 1 1 . 8 3 	 1 8 3 6 . 4 1 	 3 1 . 3 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 9 8 	 8 2 3 5 . 1 3 	 6 8 5 	 2 . 5 6 	 1 2 . 0 2 	 1 9 1 5 . 8 8 	 5 1 . 9 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 8 9 9 	 1 0 1 3 8 . 1 7 	 6 5 9 	 2 . 6 1 	 1 5 . 3 8 	 2 4 7 6 . 5 0 	 3 5 . 0 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 0 0 	 8 4 8 1 . 7 0 	 6 5 7 	 2 . 6 4 	 1 2 . 9 1 	 1 6 0 2 . 9 7 	 3 6 . 6 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 0 1 	 7 4 6 5 . 7 8 	 6 8 1 	 2 . 8 7 	 1 0 . 9 6 	 1 5 8 5 . 3 6 	 3 1 . 3 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 3   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 0 2 	 8 6 9 8 . 2 5 	 6 8 5 	 2 . 5 5 	 1 2 . 7 0 	 1 6 0 2 . 9 7 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 0 3 	 8 9 8 1 . 2 2 	 6 6 1 	 2 . 6 5 	 1 3 . 5 9 	 1 6 0 8 . 1 6 	 3 6 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 0 4 	 8 3 9 8 . 7 8 	 6 9 1 	 2 . 8 8 	 1 2 . 1 5 	 2 0 9 8 . 7 0 	 3 3 . 3 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 0 5 	 6 1 0 3 . 0 5 	 7 5 0 	 2 . 3 9 	 8 . 1 4 	 1 7 9 3 . 1 0 	 6 2 . 2 2 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 6 0   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 0 6 	 8 0 6 5 . 6 7 	 6 6 1 	 2 . 6 3 	 1 2 . 2 0 	 1 8 3 6 . 4 1 	 3 1 . 0 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 0 7 	 9 7 0 8 . 7 6 	 6 5 5 	 2 . 6 3 	 1 4 . 8 2 	 2 4 7 7 . 5 1 	 3 4 . 1 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 0 8 	 8 7 1 6 . 4 5 	 6 4 9 	 2 . 7 3 	 1 3 . 4 3 	 1 6 2 0 . 7 0 	 3 6 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 0 9 	 1 2 4 4 1 . 7 6 	 6 7 8 	 2 . 6 9 	 1 8 . 3 5 	 2 4 7 7 . 5 1 	 3 4 . 8 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 1 0 	 2 7 9 . 2 2 	 1 7 	 4 . 0 8 	 1 6 . 4 2 	 9 3 5 . 4 4 	 8 6 . 4 0 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 7   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 1 1 	 8 3 9 6 . 5 1 	 6 7 9 	 2 . 6 4 	 1 2 . 3 7 	 2 0 8 9 . 1 6 	 3 0 . 0 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 1 2 	 1 0 1 3 8 . 3 6 	 6 5 8 	 2 . 4 8 	 1 5 . 4 1 	 2 4 7 7 . 5 1 	 3 4 . 1 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 1 3 	 9 4 7 8 . 1 4 	 7 4 8 	 2 . 5 2 	 1 2 . 6 7 	 1 9 4 2 . 8 0 	 4 1 . 9 4 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 1 4 	 6 4 5 9 . 7 7 	 6 8 1 	 2 . 6 7 	 9 . 4 9 	 1 1 0 9 . 9 9 	 3 7 . 5 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 1 5 	 1 5 4 9 3 . 1 0 	 6 5 4 	 3 . 0 7 	 2 3 . 6 9 	 3 3 7 7 . 6 0 	 3 2 . 3 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 1 6 	 9 7 3 4 . 6 7 	 7 0 0 	 2 . 4 9 	 1 3 . 9 1 	 1 9 4 2 . 8 0 	 5 6 . 2 8 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 3   	 R i s k = 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 1 7 	 1 7 3 2 . 1 3 	 1 7 1 	 2 . 4 6 	 1 0 . 1 3 	 1 6 6 0 . 6 3 	 6 7 . 7 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 1 8 	 9 2 7 3 . 6 5 	 6 6 8 	 2 . 9 1 	 1 3 . 8 8 	 2 0 8 9 . 1 6 	 2 8 . 5 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 1 9 	 8 4 4 8 . 6 5 	 6 8 1 	 2 . 6 8 	 1 2 . 4 1 	 2 0 8 9 . 1 6 	 3 0 . 0 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 2 0 	 2 2 7 0 . 4 7 	 2 1 4 	 2 . 4 1 	 1 0 . 6 1 	 2 0 0 6 . 1 6 	 6 7 . 0 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 2 1 	 8 0 6 7 . 7 6 	 6 8 0 	 2 . 4 6 	 1 1 . 8 6 	 1 9 0 6 . 4 4 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 2 2 	 9 0 1 6 . 1 8 	 6 4 6 	 2 . 7 2 	 1 3 . 9 6 	 1 6 0 8 . 1 6 	 3 5 . 7 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 2 3 	 7 7 8 . 7 0 	 1 7 1 	 1 . 6 3 	 4 . 5 5 	 1 1 5 0 . 3 5 	 6 6 . 5 4 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 2 4 	 8 9 0 7 . 1 8 	 7 2 1 	 2 . 3 4 	 1 2 . 3 5 	 1 4 7 1 . 9 7 	 4 7 . 7 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 2 5 	 7 8 8 8 . 3 6 	 6 9 3 	 2 . 6 1 	 1 1 . 3 8 	 1 5 8 5 . 3 6 	 3 9 . 0 1 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 2 6 	 8 9 1 1 . 0 6 	 6 6 2 	 2 . 6 5 	 1 3 . 4 6 	 1 6 2 0 . 7 0 	 3 6 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 2 7 	 9 3 4 1 . 7 0 	 6 8 4 	 2 . 5 2 	 1 3 . 6 6 	 1 6 0 2 . 9 7 	 4 7 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 2 8 	 1 4 7 0 . 2 4 	 2 3 6 	 2 . 6 1 	 6 . 2 3 	 1 4 1 6 . 5 9 	 6 6 . 6 9 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 2   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 2 9 	 9 6 0 3 . 6 4 	 6 6 7 	 2 . 6 8 	 1 4 . 4 0 	 1 6 0 8 . 1 6 	 3 7 . 0 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 3 0 	 6 7 6 7 . 8 0 	 7 1 5 	 2 . 4 7 	 9 . 4 7 	 1 7 5 9 . 9 5 	 4 1 . 9 9 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 3 1 	 8 3 0 4 . 5 3 	 6 9 7 	 2 . 4 4 	 1 1 . 9 1 	 1 9 0 6 . 4 4 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 3 2 	 1 7 1 8 . 5 9 	 1 6 9 	 2 . 8 9 	 1 0 . 1 7 	 1 6 8 6 . 6 8 	 7 2 . 5 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 2   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 3 3 	 1 5 3 0 . 7 1 	 1 8 2 	 2 . 4 7 	 8 . 4 1 	 1 7 0 4 . 1 0 	 7 0 . 9 6 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 3 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 3 4 	 9 9 9 7 . 2 0 	 6 5 3 	 2 . 4 8 	 1 5 . 3 1 	 2 4 7 7 . 5 1 	 3 4 . 1 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 3 5 	 9 6 0 7 . 1 5 	 6 8 4 	 2 . 6 0 	 1 4 . 0 5 	 1 9 4 2 . 8 0 	 5 7 . 4 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 3 6 	 8 9 1 3 . 0 8 	 6 6 3 	 2 . 7 3 	 1 3 . 4 4 	 1 6 2 0 . 7 0 	 3 6 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 3 7 	 8 6 2 4 . 0 2 	 6 9 2 	 2 . 8 5 	 1 2 . 4 6 	 2 0 9 8 . 7 0 	 3 2 . 9 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 3 8 	 8 2 4 1 . 2 4 	 6 6 8 	 2 . 6 3 	 1 2 . 3 4 	 1 8 3 6 . 4 1 	 2 9 . 5 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 3 9 	 5 4 5 2 . 5 0 	 6 8 2 	 2 . 2 4 	 7 . 9 9 	 1 6 0 2 . 9 9 	 4 7 . 7 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 4 0 	 8 9 6 2 . 6 5 	 6 6 1 	 2 . 6 8 	 1 3 . 5 6 	 1 6 0 8 . 1 6 	 3 6 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 4 1 	 9 3 1 1 . 4 5 	 7 1 3 	 2 . 5 8 	 1 3 . 0 6 	 1 7 9 3 . 1 0 	 5 3 . 6 4 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 4 2 	 9 3 9 6 . 2 7 	 6 8 8 	 2 . 5 0 	 1 3 . 6 6 	 1 6 0 2 . 9 7 	 4 7 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 4 3 	 8 9 2 4 . 0 7 	 6 6 0 	 2 . 7 6 	 1 3 . 5 2 	 1 6 0 2 . 9 7 	 3 6 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 4 4 	 8 1 9 0 . 3 7 	 6 9 4 	 2 . 4 9 	 1 1 . 8 0 	 1 9 0 6 . 4 4 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 4 5 	 8 1 7 3 . 0 5 	 7 0 2 	 2 . 5 0 	 1 1 . 6 4 	 1 9 0 6 . 4 4 	 5 7 . 4 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 4 6 	 9 4 3 1 . 1 1 	 7 4 3 	 2 . 4 4 	 1 2 . 6 9 	 2 4 6 2 . 5 9 	 4 1 . 9 1 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 3   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 4 7 	 8 5 1 6 . 4 3 	 6 9 0 	 2 . 9 2 	 1 2 . 3 4 	 2 0 9 8 . 7 0 	 3 2 . 6 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 4 8 	 7 4 8 6 . 8 3 	 7 2 0 	 2 . 5 4 	 1 0 . 4 0 	 1 0 8 1 . 6 6 	 4 1 . 0 1 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 3 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 4 9 	 7 5 0 3 . 4 8 	 6 9 3 	 2 . 2 0 	 1 0 . 8 3 	 1 6 0 2 . 9 7 	 4 7 . 8 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 5 0 	 1 2 0 1 7 . 1 1 	 6 7 3 	 2 . 6 7 	 1 7 . 8 6 	 2 4 7 7 . 5 1 	 3 4 . 0 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 5 1 	 9 5 8 8 . 3 6 	 6 5 3 	 2 . 5 8 	 1 4 . 6 8 	 2 4 7 7 . 5 1 	 3 7 . 7 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 5 2 	 7 9 5 5 . 8 1 	 6 8 2 	 2 . 9 1 	 1 1 . 6 7 	 1 5 8 5 . 3 6 	 2 8 . 5 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 5 3 	 1 0 4 7 0 . 8 8 	 6 6 2 	 2 . 4 7 	 1 5 . 8 2 	 2 4 7 7 . 5 1 	 4 6 . 6 0 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 5 4 	 9 1 3 5 . 6 8 	 6 8 4 	 2 . 4 8 	 1 3 . 3 6 	 1 8 5 3 . 9 2 	 4 5 . 6 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 5 5 	 6 9 4 4 . 5 1 	 7 2 1 	 2 . 5 5 	 9 . 6 3 	 1 6 2 8 . 9 0 	 3 9 . 0 3 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 5 6 	 8 8 6 9 . 7 2 	 6 5 5 	 2 . 6 7 	 1 3 . 5 4 	 1 6 0 8 . 1 6 	 3 6 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 5 7 	 9 4 1 1 . 1 7 	 6 8 9 	 2 . 6 3 	 1 3 . 6 6 	 3 0 2 4 . 9 6 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 5 8 	 8 3 9 4 . 0 9 	 6 9 6 	 2 . 5 7 	 1 2 . 0 6 	 1 9 1 5 . 8 8 	 5 1 . 9 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 5 9 	 7 9 6 7 . 0 8 	 7 0 2 	 2 . 6 1 	 1 1 . 3 5 	 1 5 8 5 . 3 6 	 3 9 . 0 1 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 6 0 	 8 3 9 4 . 0 9 	 6 9 6 	 2 . 5 7 	 1 2 . 0 6 	 1 9 1 5 . 8 8 	 5 1 . 9 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 6 1 	 8 9 1 3 . 0 8 	 6 6 3 	 2 . 7 3 	 1 3 . 4 4 	 1 6 2 0 . 7 0 	 3 6 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 6 2 	 8 3 0 2 . 1 7 	 6 9 1 	 2 . 4 6 	 1 2 . 0 1 	 1 9 0 6 . 4 4 	 5 6 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 6 3 	 8 9 0 4 . 5 3 	 7 0 7 	 2 . 3 2 	 1 2 . 5 9 	 1 4 7 1 . 9 7 	 4 6 . 0 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 6 4 	 8 5 3 3 . 3 4 	 6 8 6 	 2 . 0 4 	 1 2 . 4 4 	 1 6 2 0 . 7 0 	 3 0 . 7 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 6 5 	 8 2 3 9 . 8 0 	 6 9 8 	 2 . 4 8 	 1 1 . 8 0 	 1 9 0 6 . 4 4 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 6 6 	 7 9 2 1 . 0 5 	 6 8 0 	 2 . 9 3 	 1 1 . 6 5 	 1 5 8 5 . 3 6 	 2 8 . 3 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 3   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 6 7 	 1 5 8 2 . 6 6 	 1 6 9 	 2 . 5 3 	 9 . 3 6 	 1 6 8 6 . 6 8 	 7 2 . 5 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 6 8 	 9 0 8 8 . 4 0 	 6 8 0 	 2 . 8 9 	 1 3 . 3 7 	 2 0 8 9 . 1 6 	 3 0 . 3 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 6 9 	 8 9 3 5 . 1 5 	 7 2 1 	 2 . 3 4 	 1 2 . 3 9 	 1 4 7 1 . 9 7 	 4 7 . 7 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 7 0 	 8 6 4 4 . 3 1 	 6 8 1 	 2 . 5 7 	 1 2 . 6 9 	 1 6 0 2 . 9 7 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 7 1 	 8 9 6 4 . 0 5 	 6 6 2 	 2 . 6 7 	 1 3 . 5 4 	 1 6 2 0 . 7 0 	 3 6 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 7 2 	 7 2 1 7 . 8 7 	 7 2 1 	 2 . 4 4 	 1 0 . 0 1 	 1 0 8 1 . 6 6 	 4 1 . 9 4 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 3 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 7 3 	 8 0 7 2 . 8 3 	 6 9 1 	 2 . 5 1 	 1 1 . 6 8 	 1 9 0 6 . 4 4 	 5 7 . 4 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 7 4 	 8 6 6 1 . 8 1 	 6 7 0 	 2 . 6 4 	 1 2 . 9 3 	 1 7 1 7 . 5 4 	 4 5 . 4 2 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 7 5 	 1 1 7 3 7 . 9 0 	 6 6 9 	 2 . 5 7 	 1 7 . 5 5 	 2 4 7 7 . 5 1 	 3 4 . 2 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 7 6 	 9 0 1 8 . 9 0 	 6 6 2 	 2 . 6 8 	 1 3 . 6 2 	 1 6 2 0 . 7 0 	 3 6 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 7 7 	 8 7 7 6 . 1 6 	 6 4 6 	 2 . 6 6 	 1 3 . 5 9 	 1 6 2 0 . 7 0 	 3 6 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 7 8 	 9 2 4 4 . 3 5 	 6 9 5 	 2 . 4 3 	 1 3 . 3 0 	 3 1 3 2 . 2 5 	 4 5 . 5 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 7 9 	 9 5 3 . 8 2 	 5 2 7 	 1 . 7 9 	 1 . 8 1 	 5 6 1 . 5 5 	 3 0 . 0 8 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 8 0 	 8 2 2 2 . 5 6 	 6 9 7 	 2 . 1 5 	 1 1 . 8 0 	 1 6 0 2 . 9 7 	 3 1 . 9 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 8 1 	 1 0 9 8 7 . 3 0 	 6 6 3 	 2 . 4 9 	 1 6 . 5 7 	 4 2 5 0 . 6 9 	 5 0 . 9 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 8 2 	 9 3 2 2 . 8 7 	 6 8 1 	 2 . 5 0 	 1 3 . 6 9 	 1 6 0 2 . 9 7 	 4 7 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 8 3 	 1 2 0 1 4 . 8 7 	 6 7 1 	 2 . 6 3 	 1 7 . 9 1 	 2 4 7 7 . 5 1 	 3 4 . 0 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 8 4 	 8 2 5 1 . 1 6 	 7 0 5 	 2 . 6 1 	 1 1 . 7 0 	 1 9 0 6 . 4 4 	 5 4 . 0 3 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 8 5 	 9 2 0 5 . 1 8 	 6 8 1 	 2 . 4 8 	 1 3 . 5 2 	 1 9 4 2 . 8 0 	 5 7 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 8 6 	 9 7 8 4 . 3 5 	 6 5 4 	 2 . 6 6 	 1 4 . 9 6 	 2 4 7 7 . 5 1 	 3 3 . 9 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 8 7 	 9 1 7 0 . 5 6 	 6 4 8 	 2 . 2 6 	 1 4 . 1 5 	 2 4 2 9 . 9 9 	 4 4 . 1 0 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 8 8 	 9 8 7 0 . 8 7 	 7 5 0 	 2 . 5 0 	 1 3 . 1 6 	 2 4 6 2 . 5 9 	 4 1 . 0 1 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 8 9 	 8 5 3 5 . 9 1 	 6 9 9 	 2 . 1 7 	 1 2 . 2 1 	 1 6 0 2 . 9 7 	 3 1 . 8 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 9 0 	 8 8 1 0 . 3 0 	 6 6 1 	 2 . 5 6 	 1 3 . 3 3 	 1 9 4 2 . 8 0 	 5 7 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 9 1 	 9 3 9 6 . 2 7 	 6 8 8 	 2 . 5 0 	 1 3 . 6 6 	 1 6 0 2 . 9 7 	 4 7 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 9 2 	 1 8 2 5 . 1 8 	 2 2 0 	 2 . 1 9 	 8 . 3 0 	 1 6 9 8 . 6 5 	 6 3 . 9 9 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 9 3 	 7 8 5 3 . 8 9 	 7 0 4 	 2 . 4 4 	 1 1 . 1 6 	 1 7 1 1 . 3 6 	 3 7 . 5 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 9 4 	 1 2 0 9 7 . 8 5 	 6 7 5 	 2 . 6 7 	 1 7 . 9 2 	 2 4 7 7 . 5 1 	 3 4 . 0 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 9 5 	 1 9 4 . 6 4 	 1 6 	 2 . 2 0 	 1 2 . 1 7 	 9 3 4 . 0 8 	 8 5 . 8 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 9 6 	 9 2 3 5 . 7 0 	 6 7 7 	 2 . 5 3 	 1 3 . 6 4 	 1 6 0 2 . 9 7 	 4 7 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 9 7 	 9 9 9 0 . 8 8 	 6 5 3 	 2 . 4 8 	 1 5 . 3 0 	 2 4 7 7 . 5 1 	 3 4 . 1 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 6   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 9 8 	 8 0 5 4 . 0 7 	 6 8 0 	 2 . 4 6 	 1 1 . 8 4 	 1 9 0 6 . 4 4 	 5 7 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 2 9 9 9 	 1 0 3 4 4 . 5 3 	 6 6 9 	 2 . 5 8 	 1 5 . 4 6 	 1 9 0 6 . 4 4 	 5 7 . 0 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 0 0 	 8 8 8 8 . 5 6 	 7 1 9 	 2 . 3 4 	 1 2 . 3 6 	 1 4 7 1 . 9 7 	 4 7 . 5 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 0 1 	 9 2 3 5 . 7 0 	 6 7 7 	 2 . 5 3 	 1 3 . 6 4 	 1 6 0 2 . 9 7 	 4 7 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 0 2 	 8 5 3 5 . 5 1 	 7 1 8 	 2 . 8 4 	 1 1 . 8 9 	 1 9 4 1 . 7 5 	 5 8 . 8 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 0 3 	 8 1 1 2 . 8 2 	 6 9 7 	 2 . 5 1 	 1 1 . 6 4 	 1 9 0 6 . 4 4 	 5 7 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 0 4 	 7 7 4 4 . 7 6 	 7 0 3 	 2 . 3 5 	 1 1 . 0 2 	 1 7 5 9 . 9 5 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 3 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 0 5 	 1 0 1 3 9 . 7 3 	 6 5 8 	 2 . 4 8 	 1 5 . 4 1 	 2 4 7 7 . 5 1 	 3 4 . 1 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 0 6 	 8 7 7 5 . 9 8 	 6 4 8 	 2 . 6 6 	 1 3 . 5 4 	 1 6 2 0 . 7 0 	 3 6 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 0 7 	 7 4 9 2 . 5 7 	 7 2 6 	 2 . 5 4 	 1 0 . 3 2 	 1 7 5 9 . 9 5 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 0 8 	 9 2 3 5 . 7 0 	 6 7 7 	 2 . 5 3 	 1 3 . 6 4 	 1 6 0 2 . 9 7 	 4 7 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 0 9 	 1 0 0 7 3 . 1 6 	 6 5 6 	 2 . 4 5 	 1 5 . 3 6 	 2 4 7 7 . 5 1 	 3 4 . 1 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 1 0 	 5 7 9 1 . 4 1 	 6 9 4 	 2 . 1 4 	 8 . 3 4 	 1 5 8 5 . 3 6 	 5 0 . 2 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 1 1 	 4 8 0 7 . 0 0 	 6 7 8 	 2 . 4 0 	 7 . 0 9 	 1 2 1 9 . 8 5 	 5 3 . 2 1 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 1 2 	 7 8 8 3 . 8 0 	 7 0 3 	 2 . 6 3 	 1 1 . 2 1 	 1 9 0 6 . 4 4 	 5 6 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 1 3 	 8 0 2 2 . 3 1 	 6 7 7 	 2 . 4 5 	 1 1 . 8 5 	 1 9 0 6 . 4 4 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 1 4 	 6 3 3 7 . 0 4 	 6 4 7 	 2 . 4 6 	 9 . 7 9 	 1 0 8 9 . 0 4 	 4 0 . 6 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 4   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 1 5 	 9 1 3 7 . 6 4 	 6 7 0 	 2 . 5 1 	 1 3 . 6 4 	 1 6 0 2 . 9 7 	 4 7 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 1 6 	 9 8 7 3 . 1 2 	 6 6 4 	 2 . 6 4 	 1 4 . 8 7 	 2 4 7 7 . 5 1 	 3 3 . 9 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 1 7 	 9 2 4 3 . 2 4 	 6 9 6 	 2 . 4 2 	 1 3 . 2 8 	 3 1 3 2 . 2 5 	 4 5 . 6 0 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 1 8 	 9 0 4 8 . 8 5 	 6 7 6 	 2 . 9 1 	 1 3 . 3 9 	 2 0 8 9 . 1 6 	 3 0 . 3 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 1 9 	 8 1 9 4 . 7 7 	 6 9 1 	 2 . 5 9 	 1 1 . 8 6 	 1 5 8 5 . 3 6 	 3 9 . 0 1 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 2 0 	 9 0 4 4 . 7 2 	 6 7 5 	 2 . 9 1 	 1 3 . 4 0 	 2 0 8 9 . 1 6 	 3 0 . 3 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 2 1 	 9 1 2 3 . 7 8 	 6 8 5 	 2 . 4 2 	 1 3 . 3 2 	 1 6 0 8 . 1 6 	 4 8 . 2 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 2 2 	 5 4 4 0 . 8 4 	 6 5 8 	 2 . 5 6 	 8 . 2 7 	 7 5 2 . 5 2 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 2 3 	 1 5 6 . 6 9 	 1 7 	 1 . 7 8 	 9 . 2 2 	 9 3 8 . 4 2 	 8 6 . 9 5 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 2 4 	 1 9 5 . 9 9 	 1 7 	 1 . 7 7 	 1 1 . 5 3 	 6 6 8 . 6 1 	 6 1 . 3 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 5   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 2 5 	 1 4 4 7 . 1 4 	 2 3 1 	 2 . 6 6 	 6 . 2 6 	 1 9 5 1 . 0 9 	 8 9 . 7 2 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 2   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 2 6 	 4 2 8 0 . 5 4 	 5 9 2 	 2 . 2 4 	 7 . 2 3 	 8 2 3 . 3 2 	 4 4 . 4 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 2 7 	 7 7 6 7 . 0 9 	 6 9 0 	 2 . 7 2 	 1 1 . 2 6 	 2 0 9 8 . 7 0 	 4 0 . 5 2 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 2 8 	 8 9 1 1 . 2 7 	 6 7 0 	 2 . 5 0 	 1 3 . 3 0 	 3 7 5 0 . 8 1 	 5 2 . 2 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 2 9 	 7 9 2 7 . 3 5 	 7 3 2 	 2 . 4 6 	 1 0 . 8 3 	 1 8 3 1 . 4 3 	 4 1 . 3 1 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 4   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 3 0 	 2 1 8 1 . 1 7 	 2 1 4 	 2 . 3 4 	 1 0 . 1 9 	 2 0 0 6 . 1 6 	 6 9 . 1 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 3 1 	 9 0 4 7 . 9 8 	 6 6 2 	 2 . 6 9 	 1 3 . 6 7 	 1 6 2 0 . 7 0 	 3 6 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 3 2 	 7 8 . 3 8 	 2 3 	 1 . 3 8 	 3 . 4 1 	 8 9 2 . 3 2 	 8 7 . 2 6 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 7   	 R i s k = 1 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 5   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 3 3 	 8 8 9 1 . 2 7 	 7 0 4 	 2 . 2 6 	 1 2 . 6 3 	 1 4 7 1 . 9 7 	 4 6 . 0 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 3 4 	 1 2 9 2 9 . 1 5 	 6 5 6 	 2 . 8 5 	 1 9 . 7 1 	 1 9 8 7 . 2 8 	 3 5 . 7 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 3 5 	 6 7 2 4 . 8 8 	 7 0 4 	 2 . 4 7 	 9 . 5 5 	 1 4 7 1 . 9 7 	 4 5 . 5 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 3 6 	 7 5 8 4 . 7 6 	 6 6 6 	 2 . 3 2 	 1 1 . 3 9 	 1 7 1 7 . 5 4 	 2 9 . 7 9 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 3 7 	 8 9 1 5 . 4 2 	 7 1 0 	 2 . 3 1 	 1 2 . 5 6 	 2 0 6 9 . 3 0 	 4 1 . 2 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 3 8 	 9 1 9 6 . 2 6 	 6 6 8 	 2 . 8 9 	 1 3 . 7 7 	 2 0 8 9 . 1 6 	 2 8 . 5 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 3 9 	 1 4 6 8 7 . 8 6 	 7 0 1 	 2 . 7 4 	 2 0 . 9 5 	 3 2 1 6 . 6 6 	 3 6 . 3 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 4 0 	 8 7 9 1 . 1 9 	 6 5 1 	 2 . 5 5 	 1 3 . 5 0 	 3 7 5 0 . 8 1 	 5 0 . 3 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 4 1 	 9 4 0 9 . 7 1 	 6 8 8 	 2 . 5 1 	 1 3 . 6 8 	 1 6 0 2 . 9 7 	 4 7 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 4 2 	 9 3 1 6 . 7 1 	 6 8 9 	 2 . 5 4 	 1 3 . 5 2 	 1 6 0 2 . 9 7 	 4 7 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 4 3 	 6 6 7 4 . 3 2 	 7 0 5 	 2 . 5 2 	 9 . 4 7 	 1 6 7 4 . 0 3 	 3 9 . 0 1 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 4 4 	 4 3 2 7 . 4 9 	 5 8 6 	 2 . 2 5 	 7 . 3 8 	 1 0 7 3 . 8 5 	 3 5 . 2 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 4 5 	 8 8 2 4 . 9 6 	 7 1 1 	 2 . 3 2 	 1 2 . 4 1 	 1 4 7 1 . 9 7 	 4 7 . 7 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 4 6 	 8 4 5 9 . 5 9 	 6 6 7 	 2 . 3 9 	 1 2 . 6 8 	 2 0 4 0 . 2 8 	 4 5 . 3 0 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 3 . 3   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 4 7 	 7 4 6 4 . 4 5 	 6 7 3 	 2 . 9 0 	 1 1 . 0 9 	 1 5 8 5 . 3 6 	 3 1 . 0 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 4 8 	 8 9 2 8 . 7 5 	 6 4 7 	 2 . 7 8 	 1 3 . 8 0 	 1 6 0 2 . 9 7 	 3 5 . 7 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 4 9 	 1 1 7 4 2 . 5 5 	 6 6 2 	 2 . 7 7 	 1 7 . 7 4 	 3 1 5 3 . 5 7 	 4 2 . 5 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 5 0 	 7 0 1 4 . 8 6 	 7 2 3 	 2 . 5 8 	 9 . 7 0 	 1 0 8 1 . 6 6 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 3 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 5 1 	 9 3 0 7 . 0 1 	 6 4 7 	 2 . 7 6 	 1 4 . 3 8 	 1 6 2 0 . 7 0 	 3 6 . 0 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 5 2 	 8 7 4 7 . 9 6 	 6 7 8 	 2 . 6 8 	 1 2 . 9 0 	 2 0 8 9 . 1 6 	 3 1 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 5 3 	 1 0 3 6 4 . 0 4 	 6 5 5 	 2 . 4 1 	 1 5 . 8 2 	 2 4 7 7 . 5 1 	 4 6 . 6 0 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 5 4 	 7 5 7 7 . 5 7 	 6 7 4 	 2 . 9 4 	 1 1 . 2 4 	 1 5 8 5 . 3 6 	 2 9 . 8 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 3   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 5 5 	 8 8 8 1 . 7 0 	 6 8 4 	 2 . 5 0 	 1 2 . 9 8 	 1 6 0 2 . 9 7 	 4 7 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 5 6 	 2 1 8 5 . 7 5 	 2 1 4 	 2 . 3 4 	 1 0 . 2 1 	 2 0 0 6 . 1 6 	 6 9 . 0 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 5 7 	 8 2 2 5 . 9 8 	 6 9 7 	 2 . 6 0 	 1 1 . 8 0 	 1 5 8 5 . 3 6 	 3 9 . 0 1 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 5 8 	 9 0 3 0 . 7 6 	 6 6 2 	 2 . 6 8 	 1 3 . 6 4 	 1 6 2 0 . 7 0 	 3 6 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 5 9 	 2 3 9 8 . 4 0 	 1 7 1 	 2 . 9 0 	 1 4 . 0 3 	 1 7 8 8 . 7 8 	 6 2 . 8 0 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 6 0 	 1 1 8 7 . 3 4 	 1 4 8 	 2 . 3 9 	 8 . 0 2 	 1 2 3 7 . 9 2 	 6 3 . 5 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 5   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 6 1 	 9 3 1 5 . 1 0 	 6 9 3 	 2 . 6 5 	 1 3 . 4 4 	 1 9 4 2 . 8 0 	 3 8 . 2 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 6 2 	 8 3 3 9 . 9 1 	 6 9 0 	 2 . 5 6 	 1 2 . 0 9 	 1 9 1 5 . 8 8 	 5 1 . 9 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 6 3 	 8 9 9 0 . 9 3 	 6 5 6 	 2 . 6 8 	 1 3 . 7 1 	 1 6 0 8 . 1 6 	 3 5 . 7 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 6 4 	 9 0 5 7 . 9 0 	 6 5 5 	 2 . 5 0 	 1 3 . 8 3 	 3 7 5 0 . 8 1 	 5 0 . 1 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 6 5 	 8 8 3 1 . 2 3 	 7 1 4 	 2 . 2 9 	 1 2 . 3 7 	 1 4 7 1 . 9 7 	 4 7 . 7 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 6 6 	 7 6 5 . 4 6 	 3 0 5 	 1 . 5 7 	 2 . 5 1 	 1 0 8 2 . 1 5 	 7 5 . 6 4 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 9   	 P i p S t e p = 3 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 3 4   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 6 7 	 1 2 5 3 8 . 1 6 	 6 7 9 	 2 . 7 0 	 1 8 . 4 7 	 2 4 7 7 . 5 1 	 3 4 . 7 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 6 8 	 9 1 1 7 . 1 2 	 6 7 2 	 2 . 5 0 	 1 3 . 5 7 	 1 6 0 2 . 9 7 	 4 7 . 8 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 6 9 	 9 8 5 7 . 4 6 	 6 9 9 	 2 . 5 8 	 1 4 . 1 0 	 2 8 2 4 . 7 3 	 4 4 . 0 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 7 0 	 9 2 3 9 . 6 5 	 6 8 2 	 2 . 5 3 	 1 3 . 5 5 	 1 6 0 2 . 9 7 	 4 7 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 7 1 	 1 3 3 2 6 . 9 5 	 6 7 0 	 2 . 6 3 	 1 9 . 8 9 	 4 2 5 0 . 3 6 	 5 4 . 2 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 7 2 	 1 8 5 . 9 1 	 1 7 	 1 . 9 3 	 1 0 . 9 4 	 9 3 5 . 4 4 	 8 6 . 4 0 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 7   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 7 3 	 8 9 1 2 . 8 0 	 6 4 1 	 2 . 7 0 	 1 3 . 9 0 	 1 6 2 0 . 7 0 	 3 5 . 7 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 7 4 	 9 7 9 8 . 6 0 	 6 9 9 	 2 . 5 5 	 1 4 . 0 2 	 2 8 2 4 . 7 3 	 4 4 . 2 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 7 5 	 7 4 3 1 . 9 2 	 6 8 8 	 2 . 1 9 	 1 0 . 8 0 	 1 6 0 2 . 9 7 	 4 7 . 8 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 7 6 	 1 1 6 2 0 . 2 7 	 6 8 3 	 2 . 5 7 	 1 7 . 0 1 	 1 9 4 6 . 1 2 	 3 4 . 2 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 7 7 	 6 7 7 1 . 9 9 	 6 8 5 	 2 . 5 8 	 9 . 8 9 	 1 4 7 1 . 9 7 	 4 4 . 0 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 3   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 7 8 	 9 4 0 9 . 7 1 	 6 8 8 	 2 . 5 1 	 1 3 . 6 8 	 1 6 0 2 . 9 7 	 4 7 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 7 9 	 9 4 6 6 . 0 0 	 7 4 5 	 2 . 4 8 	 1 2 . 7 1 	 2 4 6 2 . 5 9 	 4 1 . 9 1 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 8 0 	 9 4 8 0 . 2 4 	 7 1 0 	 2 . 5 6 	 1 3 . 3 5 	 1 7 9 3 . 1 0 	 5 3 . 6 4 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 8 1 	 8 7 1 5 . 1 8 	 6 6 9 	 2 . 4 9 	 1 3 . 0 3 	 3 7 5 0 . 8 1 	 5 3 . 0 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 8 2 	 7 7 6 7 . 0 9 	 6 9 0 	 2 . 7 2 	 1 1 . 2 6 	 2 0 9 8 . 7 0 	 4 0 . 5 2 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 8 3 	 9 1 2 3 . 7 8 	 6 8 5 	 2 . 4 2 	 1 3 . 3 2 	 1 6 0 8 . 1 6 	 4 8 . 2 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 8 4 	 1 5 6 9 . 3 0 	 1 8 2 	 2 . 5 3 	 8 . 6 2 	 1 7 0 4 . 1 0 	 7 0 . 9 6 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 8 5 	 9 0 9 1 . 3 0 	 6 6 3 	 2 . 4 7 	 1 3 . 7 1 	 3 7 5 0 . 8 1 	 5 0 . 7 0 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 8 6 	 1 1 8 6 6 . 3 8 	 6 7 4 	 2 . 5 7 	 1 7 . 6 1 	 2 4 7 7 . 5 1 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 8 7 	 9 8 8 6 . 4 2 	 6 6 5 	 2 . 6 6 	 1 4 . 8 7 	 1 9 8 7 . 2 8 	 3 5 . 3 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 8 8 	 8 8 1 4 . 5 8 	 6 8 5 	 2 . 4 9 	 1 2 . 8 7 	 1 6 0 2 . 9 7 	 4 7 . 8 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 8 9 	 8 8 3 6 . 4 4 	 6 4 2 	 2 . 7 7 	 1 3 . 7 6 	 1 6 2 0 . 7 0 	 3 5 . 7 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 9 0 	 1 2 0 7 . 7 2 	 1 0 6 	 2 . 6 2 	 1 1 . 3 9 	 1 1 2 8 . 2 0 	 6 4 . 8 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 6 6   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 9 1 	 9 0 9 4 . 8 6 	 6 8 2 	 2 . 5 2 	 1 3 . 3 4 	 1 9 4 2 . 8 0 	 5 7 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 9 2 	 9 4 3 1 . 1 1 	 7 4 3 	 2 . 4 4 	 1 2 . 6 9 	 2 4 6 2 . 5 9 	 4 1 . 9 1 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 3   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 9 3 	 9 3 2 6 . 1 5 	 6 8 3 	 2 . 5 2 	 1 3 . 6 5 	 1 6 0 2 . 9 7 	 4 7 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 9 4 	 1 1 7 8 2 . 6 9 	 6 6 4 	 2 . 7 6 	 1 7 . 7 5 	 3 1 5 3 . 5 7 	 4 2 . 5 0 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 9 5 	 9 6 3 1 . 6 8 	 6 5 9 	 2 . 5 8 	 1 4 . 6 2 	 2 4 7 7 . 5 1 	 3 7 . 7 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 9 6 	 9 3 2 6 . 1 5 	 6 8 3 	 2 . 5 2 	 1 3 . 6 5 	 1 6 0 2 . 9 7 	 4 7 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 9 7 	 3 8 1 4 . 5 6 	 9 2 6 	 1 . 7 4 	 4 . 1 2 	 2 0 9 7 . 3 7 	 6 1 . 8 1 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 9 8 	 9 3 6 2 . 7 1 	 6 7 4 	 2 . 4 9 	 1 3 . 8 9 	 2 4 2 9 . 9 9 	 4 7 . 3 3 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 0 9 9 	 9 6 3 7 . 4 2 	 6 7 5 	 2 . 6 1 	 1 4 . 2 8 	 1 9 4 2 . 8 0 	 5 5 . 9 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 0 0 	 9 6 5 . 0 4 	 7 7 5 	 1 . 3 4 	 1 . 2 5 	 1 1 2 4 . 9 7 	 5 8 . 2 3 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 0 1 	 1 7 1 7 . 9 5 	 1 7 1 	 2 . 4 4 	 1 0 . 0 5 	 1 6 6 0 . 6 3 	 6 8 . 1 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 0 2 	 9 6 8 3 . 5 5 	 6 9 4 	 2 . 6 3 	 1 3 . 9 5 	 1 9 4 2 . 8 0 	 3 5 . 1 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 0 3 	 4 8 2 5 . 7 9 	 5 3 4 	 2 . 7 5 	 9 . 0 4 	 6 9 9 . 6 0 	 6 5 . 0 3 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 0 4 	 8 5 0 4 . 4 5 	 6 9 2 	 2 . 0 9 	 1 2 . 2 9 	 1 6 0 2 . 9 7 	 3 6 . 7 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 0 5 	 8 9 3 5 . 4 1 	 7 1 0 	 2 . 2 8 	 1 2 . 5 9 	 2 3 4 1 . 9 1 	 4 1 . 2 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 0 6 	 4 7 7 4 . 8 4 	 5 3 8 	 2 . 5 1 	 8 . 8 8 	 7 4 5 . 7 2 	 3 2 . 2 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 7   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 0 7 	 9 1 0 7 . 4 5 	 6 8 0 	 2 . 8 9 	 1 3 . 3 9 	 2 0 8 9 . 1 6 	 3 0 . 3 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 0 8 	 9 3 8 9 . 8 2 	 7 3 8 	 2 . 5 1 	 1 2 . 7 2 	 1 9 4 2 . 8 0 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 0 9 	 9 1 5 3 . 8 2 	 6 8 6 	 2 . 8 7 	 1 3 . 3 4 	 2 0 8 9 . 1 6 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 1 0 	 9 3 2 6 . 1 5 	 6 8 3 	 2 . 5 2 	 1 3 . 6 5 	 1 6 0 2 . 9 7 	 4 7 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 1 1 	 1 2 0 9 5 . 5 5 	 6 8 2 	 2 . 6 2 	 1 7 . 7 4 	 2 4 7 7 . 5 1 	 4 0 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 1 2 	 8 9 2 9 . 5 7 	 6 5 9 	 2 . 6 8 	 1 3 . 5 5 	 1 6 0 8 . 1 6 	 3 6 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 1 3 	 1 0 1 2 2 . 6 0 	 6 5 9 	 2 . 5 3 	 1 5 . 3 6 	 2 4 7 7 . 5 1 	 3 4 . 1 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 1 4 	 8 9 0 3 . 2 9 	 6 5 9 	 2 . 6 8 	 1 3 . 5 1 	 1 6 0 8 . 1 6 	 3 6 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 1 5 	 1 2 3 7 2 . 4 1 	 6 8 6 	 2 . 6 2 	 1 8 . 0 4 	 2 4 7 7 . 5 1 	 4 0 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 1 6 	 8 8 7 6 . 2 8 	 7 0 7 	 2 . 3 5 	 1 2 . 5 5 	 1 4 7 1 . 9 7 	 4 5 . 7 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 1 7 	 8 9 6 6 . 2 0 	 6 5 2 	 2 . 6 9 	 1 3 . 7 5 	 1 6 0 8 . 1 6 	 3 5 . 7 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 1 8 	 8 9 1 3 . 0 8 	 6 6 3 	 2 . 7 3 	 1 3 . 4 4 	 1 6 2 0 . 7 0 	 3 6 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 1 9 	 1 7 7 2 . 6 8 	 1 6 8 	 2 . 6 2 	 1 0 . 5 5 	 1 6 6 0 . 1 2 	 6 6 . 6 8 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 2 0 	 1 1 7 9 . 9 8 	 1 6 4 	 2 . 0 2 	 7 . 1 9 	 1 1 5 9 . 9 4 	 5 9 . 6 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 2 1 	 9 7 0 3 . 6 5 	 6 9 4 	 2 . 5 9 	 1 3 . 9 8 	 1 9 4 2 . 8 0 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 2 2 	 8 5 6 5 . 3 2 	 7 2 3 	 2 . 4 5 	 1 1 . 8 5 	 1 9 4 2 . 8 0 	 5 3 . 3 6 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 2 3 	 8 9 5 3 . 2 8 	 6 4 6 	 2 . 7 0 	 1 3 . 8 6 	 1 6 0 8 . 1 6 	 3 5 . 7 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 2 4 	 9 3 0 0 . 1 8 	 6 8 8 	 2 . 4 9 	 1 3 . 5 2 	 1 6 0 2 . 9 7 	 4 7 . 8 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 2 5 	 4 1 0 . 4 3 	 2 8 	 2 . 4 2 	 1 4 . 6 6 	 9 6 7 . 4 0 	 7 6 . 3 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 2 6 	 1 1 7 8 2 . 5 0 	 6 6 8 	 2 . 5 6 	 1 7 . 6 4 	 2 4 7 7 . 5 1 	 3 4 . 0 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 2 7 	 9 0 2 9 . 0 1 	 6 7 5 	 2 . 9 1 	 1 3 . 3 8 	 2 0 8 9 . 1 6 	 3 0 . 3 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 2 8 	 2 8 2 . 6 8 	 5 2 	 1 . 8 6 	 5 . 4 4 	 1 0 4 5 . 2 7 	 8 7 . 3 8 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 0   	 S e c o n d P r o f i t P e r s e n t = 4 2   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 2 9 	 9 9 9 0 . 9 2 	 6 5 3 	 2 . 4 8 	 1 5 . 3 0 	 2 4 7 7 . 5 1 	 3 4 . 1 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 3 0 	 8 9 2 6 . 0 1 	 6 5 5 	 2 . 6 8 	 1 3 . 6 3 	 1 6 0 8 . 1 6 	 3 6 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 3 1 	 8 9 3 5 . 1 5 	 7 2 1 	 2 . 3 4 	 1 2 . 3 9 	 1 4 7 1 . 9 7 	 4 7 . 7 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 3 2 	 9 8 5 . 6 0 	 1 0 6 	 2 . 2 5 	 9 . 3 0 	 1 1 2 8 . 2 0 	 6 4 . 8 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 3 3 	 9 7 9 0 . 0 3 	 7 2 3 	 2 . 5 2 	 1 3 . 5 4 	 2 4 6 2 . 5 9 	 4 1 . 0 1 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 3 4 	 8 7 2 7 . 2 9 	 6 8 6 	 2 . 5 2 	 1 2 . 7 2 	 1 6 0 2 . 9 7 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 3 5 	 9 3 3 7 . 4 9 	 6 4 4 	 2 . 6 0 	 1 4 . 5 0 	 2 4 7 7 . 5 1 	 3 6 . 0 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 3 6 	 9 2 5 1 . 6 7 	 6 8 5 	 2 . 5 5 	 1 3 . 5 1 	 1 6 0 2 . 9 7 	 4 7 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 3 7 	 9 6 2 . 7 3 	 5 0 7 	 1 . 4 4 	 1 . 9 0 	 4 5 2 . 4 6 	 4 1 . 1 1 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 3 8 	 1 0 2 3 7 . 7 0 	 7 2 9 	 2 . 5 0 	 1 4 . 0 4 	 4 6 4 0 . 0 0 	 5 7 . 1 4 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 3 9 	 8 9 1 3 . 0 8 	 6 6 3 	 2 . 7 3 	 1 3 . 4 4 	 1 6 2 0 . 7 0 	 3 6 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 4 0 	 1 0 3 3 8 . 8 8 	 6 5 3 	 2 . 4 8 	 1 5 . 8 3 	 2 4 7 7 . 5 1 	 4 6 . 6 0 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 4 1 	 8 0 5 6 . 0 0 	 6 6 9 	 2 . 6 5 	 1 2 . 0 4 	 1 4 0 7 . 1 4 	 3 6 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 4 2 	 9 2 7 9 . 2 1 	 6 7 9 	 2 . 9 3 	 1 3 . 6 7 	 2 0 8 9 . 1 6 	 2 8 . 5 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 4 3 	 1 7 8 0 . 7 6 	 1 0 1 0 	 1 . 3 1 	 1 . 7 6 	 2 2 2 5 . 9 3 	 8 0 . 5 2 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 4 4 	 6 7 8 . 3 2 	 3 8 0 	 1 . 6 0 	 1 . 7 9 	 6 5 6 . 8 7 	 4 5 . 4 9 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 5   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 4 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 4 5 	 1 2 1 7 4 . 5 9 	 6 7 7 	 2 . 6 1 	 1 7 . 9 8 	 2 4 7 7 . 5 1 	 3 4 . 0 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 4 6 	 7 5 6 3 . 9 6 	 6 9 5 	 2 . 3 1 	 1 0 . 8 8 	 2 6 7 2 . 3 2 	 5 7 . 0 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 4 7 	 9 3 3 3 . 6 0 	 6 8 5 	 2 . 9 3 	 1 3 . 6 3 	 2 0 8 9 . 1 6 	 3 0 . 6 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 4 8 	 9 9 8 6 . 7 3 	 6 5 0 	 2 . 4 8 	 1 5 . 3 6 	 2 4 7 7 . 5 1 	 3 4 . 0 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 4 9 	 8 9 9 7 . 2 4 	 6 5 0 	 2 . 7 2 	 1 3 . 8 4 	 1 6 0 8 . 1 6 	 3 5 . 7 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 5 0 	 1 1 1 6 3 . 5 7 	 6 7 1 	 2 . 7 9 	 1 6 . 6 4 	 3 1 5 3 . 5 7 	 4 5 . 1 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 5 1 	 9 3 2 0 . 9 8 	 6 8 2 	 2 . 8 4 	 1 3 . 6 7 	 2 0 8 9 . 1 6 	 3 0 . 5 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 5 2 	 1 1 0 3 9 . 8 9 	 6 6 6 	 2 . 7 8 	 1 6 . 5 8 	 3 1 5 3 . 5 7 	 4 5 . 7 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 5 3 	 1 9 4 . 6 4 	 1 6 	 2 . 2 0 	 1 2 . 1 7 	 9 3 4 . 0 8 	 8 5 . 8 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 5 4 	 1 2 1 5 6 . 7 5 	 6 8 3 	 2 . 6 4 	 1 7 . 8 0 	 2 4 7 7 . 5 1 	 3 4 . 1 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 5 5 	 1 0 8 3 6 . 6 7 	 6 5 6 	 2 . 5 6 	 1 6 . 5 2 	 4 2 5 0 . 6 9 	 5 1 . 0 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 5 6 	 9 0 7 1 . 9 1 	 6 5 4 	 2 . 7 0 	 1 3 . 8 7 	 1 6 0 8 . 1 6 	 3 5 . 7 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 4   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 5 7 	 6 9 9 . 3 6 	 3 2 	 3 . 6 4 	 2 1 . 8 5 	 5 9 2 . 5 7 	 5 0 . 2 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 5 8 	 1 2 5 8 4 . 1 3 	 6 5 9 	 2 . 8 2 	 1 9 . 1 0 	 1 9 8 7 . 2 8 	 3 5 . 4 0 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 5 9 	 8 8 6 9 . 7 2 	 6 5 5 	 2 . 6 7 	 1 3 . 5 4 	 1 6 0 8 . 1 6 	 3 6 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 6 0 	 8 7 8 1 . 8 2 	 6 4 8 	 2 . 6 7 	 1 3 . 5 5 	 1 6 2 0 . 7 0 	 3 6 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 6 1 	 8 5 2 6 . 6 3 	 6 5 6 	 2 . 4 8 	 1 3 . 0 0 	 3 7 5 0 . 8 1 	 5 3 . 0 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 6 2 	 1 3 6 9 2 . 2 1 	 6 7 0 	 2 . 7 4 	 2 0 . 4 4 	 2 4 6 3 . 2 3 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 6 3 	 9 2 6 0 . 1 1 	 6 6 7 	 2 . 4 9 	 1 3 . 8 8 	 3 7 5 0 . 8 1 	 5 0 . 0 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 6 4 	 9 2 7 0 . 2 7 	 7 3 2 	 2 . 5 3 	 1 2 . 6 6 	 1 9 4 2 . 8 0 	 4 1 . 9 1 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 6 5 	 8 9 0 2 . 8 1 	 7 0 1 	 2 . 2 9 	 1 2 . 7 0 	 1 4 7 1 . 9 7 	 4 5 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 6 6 	 1 1 5 8 4 . 1 4 	 6 7 9 	 2 . 6 0 	 1 7 . 0 6 	 1 9 4 6 . 1 2 	 3 4 . 2 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 6 7 	 5 7 . 8 8 	 2 1 	 1 . 2 8 	 2 . 7 6 	 4 6 1 . 4 7 	 4 4 . 8 4 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 6 8 	 2 0 1 3 . 5 0 	 1 9 9 	 2 . 3 7 	 1 0 . 1 2 	 1 8 7 7 . 5 5 	 6 6 . 5 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 4   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 6 9 	 1 7 7 2 . 6 8 	 1 6 8 	 2 . 6 2 	 1 0 . 5 5 	 1 6 6 0 . 1 2 	 6 6 . 6 8 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 7 0 	 1 2 2 4 8 . 8 4 	 6 7 6 	 2 . 6 5 	 1 8 . 1 2 	 2 4 7 7 . 5 1 	 3 5 . 5 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 7 1 	 1 2 1 4 5 . 9 4 	 6 6 5 	 2 . 7 0 	 1 8 . 2 6 	 2 4 7 7 . 5 1 	 3 4 . 0 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 7 2 	 1 0 0 5 7 . 2 8 	 6 9 4 	 2 . 6 9 	 1 4 . 4 9 	 1 9 4 2 . 8 0 	 5 6 . 7 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 7 3 	 1 1 5 5 7 . 6 3 	 6 7 7 	 2 . 6 0 	 1 7 . 0 7 	 1 9 4 6 . 1 2 	 3 4 . 2 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 7 4 	 7 1 1 2 . 4 3 	 7 0 2 	 2 . 1 6 	 1 0 . 1 3 	 2 0 6 9 . 3 0 	 4 0 . 8 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 7 5 	 9 3 2 9 . 0 5 	 6 7 9 	 2 . 9 5 	 1 3 . 7 4 	 2 0 8 9 . 1 6 	 2 8 . 3 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 7 6 	 8 9 6 8 . 3 2 	 6 5 5 	 2 . 6 9 	 1 3 . 6 9 	 1 6 0 8 . 1 6 	 3 6 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 7 7 	 8 7 5 2 . 1 2 	 6 8 5 	 2 . 6 1 	 1 2 . 7 8 	 1 7 2 8 . 3 2 	 3 7 . 9 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 7 8 	 9 4 0 6 . 5 6 	 6 4 4 	 2 . 7 9 	 1 4 . 6 1 	 1 6 2 0 . 7 0 	 3 4 . 1 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 6 4   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 7 9 	 9 2 9 7 . 7 8 	 6 7 9 	 2 . 5 0 	 1 3 . 6 9 	 1 6 0 2 . 9 7 	 4 7 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 8 0 	 9 7 9 6 . 3 1 	 6 5 4 	 2 . 6 6 	 1 4 . 9 8 	 2 4 7 7 . 5 1 	 3 3 . 9 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 8 1 	 1 0 9 8 7 . 3 0 	 6 6 3 	 2 . 4 9 	 1 6 . 5 7 	 4 2 5 0 . 6 9 	 5 0 . 9 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 8 2 	 8 8 8 1 . 7 0 	 6 8 4 	 2 . 5 0 	 1 2 . 9 8 	 1 6 0 2 . 9 7 	 4 7 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 8 3 	 1 9 4 7 . 0 7 	 1 7 1 	 2 . 8 6 	 1 1 . 3 9 	 1 6 6 0 . 6 3 	 6 8 . 1 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 8 4 	 9 9 9 0 . 9 2 	 6 5 3 	 2 . 4 8 	 1 5 . 3 0 	 2 4 7 7 . 5 1 	 3 4 . 1 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 8 5 	 2 1 3 0 . 5 9 	 1 0 3 6 	 1 . 4 1 	 2 . 0 6 	 1 3 7 5 . 5 8 	 5 2 . 0 1 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 4   	 R i s k = 2   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 5   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 1 2   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 8 6 	 9 4 7 2 . 6 9 	 6 6 7 	 2 . 2 7 	 1 4 . 2 0 	 2 4 2 9 . 9 9 	 4 3 . 8 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 8 7 	 1 1 6 2 0 . 2 7 	 6 8 3 	 2 . 5 7 	 1 7 . 0 1 	 1 9 4 6 . 1 2 	 3 4 . 2 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 8 8 	 2 1 1 8 . 8 6 	 1 8 3 	 2 . 8 4 	 1 1 . 5 8 	 2 4 6 0 . 9 3 	 9 4 . 5 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 8 9 	 1 4 1 6 5 . 9 2 	 6 4 9 	 3 . 1 6 	 2 1 . 8 3 	 3 0 1 5 . 6 8 	 3 4 . 7 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 9 0 	 8 9 5 8 . 5 4 	 6 6 9 	 2 . 5 0 	 1 3 . 3 9 	 3 7 5 0 . 8 1 	 5 2 . 0 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 9 1 	 1 0 3 6 8 . 7 2 	 6 5 8 	 2 . 4 8 	 1 5 . 7 6 	 2 4 7 7 . 5 1 	 4 6 . 6 0 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 9 2 	 1 7 1 8 . 5 9 	 1 6 9 	 2 . 8 9 	 1 0 . 1 7 	 1 6 8 6 . 6 8 	 7 2 . 5 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 2   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 9 3 	 8 9 7 8 . 2 2 	 6 6 2 	 2 . 6 7 	 1 3 . 5 6 	 1 6 2 0 . 7 0 	 3 6 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 9 4 	 8 9 6 5 . 3 4 	 6 6 2 	 2 . 7 6 	 1 3 . 5 4 	 1 6 0 2 . 9 7 	 3 6 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 9 5 	 8 9 0 3 . 2 0 	 6 5 9 	 2 . 6 8 	 1 3 . 5 1 	 1 6 0 8 . 1 6 	 3 6 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 9 6 	 8 9 2 8 . 6 4 	 6 7 6 	 2 . 5 5 	 1 3 . 2 1 	 1 9 4 2 . 8 0 	 5 7 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 9 7 	 9 8 8 5 . 6 4 	 7 0 6 	 2 . 4 6 	 1 4 . 0 0 	 1 9 4 2 . 8 0 	 5 6 . 2 8 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 3   	 R i s k = 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 9 8 	 1 4 7 9 2 . 8 4 	 6 9 7 	 2 . 9 0 	 2 1 . 2 2 	 2 5 1 5 . 7 0 	 3 4 . 4 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 1 9 9 	 9 5 . 3 4 	 2 3 	 1 . 5 7 	 4 . 1 5 	 5 3 4 . 0 7 	 5 1 . 0 9 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 8   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 0 0 	 1 2 6 0 4 . 2 8 	 6 6 2 	 2 . 8 6 	 1 9 . 0 4 	 1 9 8 7 . 2 8 	 3 3 . 4 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 0 1 	 8 2 4 9 . 0 2 	 7 0 0 	 2 . 4 6 	 1 1 . 7 8 	 2 0 9 8 . 7 0 	 3 2 . 4 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 0 2 	 8 9 5 9 . 7 6 	 6 6 1 	 2 . 7 2 	 1 3 . 5 5 	 1 6 0 2 . 9 7 	 3 6 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 0 3 	 8 9 5 9 . 9 0 	 7 1 0 	 2 . 3 1 	 1 2 . 6 2 	 1 4 7 1 . 9 7 	 4 6 . 0 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 0 4 	 1 2 0 6 9 . 6 5 	 6 6 5 	 2 . 9 3 	 1 8 . 1 5 	 3 1 5 3 . 5 7 	 4 1 . 3 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 0 5 	 2 7 9 . 2 2 	 1 7 	 4 . 0 8 	 1 6 . 4 2 	 9 3 5 . 4 4 	 8 6 . 4 0 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 7   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 0 6 	 2 9 6 . 3 4 	 2 4 	 2 . 6 9 	 1 2 . 3 5 	 9 3 1 . 4 8 	 7 8 . 9 2 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 5   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 2   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 0 7 	 9 0 3 6 . 8 7 	 6 5 4 	 2 . 7 0 	 1 3 . 8 2 	 1 6 0 8 . 1 6 	 3 5 . 7 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 4   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 0 8 	 9 6 5 7 . 3 0 	 6 6 1 	 2 . 5 6 	 1 4 . 6 1 	 2 4 7 7 . 5 1 	 3 7 . 7 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 0 9 	 1 1 7 8 9 . 4 1 	 6 6 1 	 2 . 9 5 	 1 7 . 8 4 	 3 1 5 3 . 5 7 	 4 2 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 1 0 	 1 2 3 8 . 2 3 	 3 2 7 	 1 . 5 2 	 3 . 7 9 	 1 1 9 2 . 6 9 	 6 0 . 0 0 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 5   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 2 4   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 1 1 	 8 8 3 5 . 3 8 	 6 7 0 	 2 . 5 7 	 1 3 . 1 9 	 1 6 0 2 . 9 7 	 3 7 . 5 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 1 2 	 9 6 7 8 . 2 8 	 6 4 9 	 2 . 6 8 	 1 4 . 9 1 	 2 4 7 7 . 5 1 	 3 4 . 0 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 1 3 	 9 3 6 3 . 9 1 	 7 0 0 	 2 . 4 4 	 1 3 . 3 8 	 3 1 3 2 . 2 5 	 4 5 . 9 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 1 4 	 1 2 6 7 5 . 6 7 	 6 5 5 	 2 . 9 3 	 1 9 . 3 5 	 1 9 8 7 . 2 8 	 3 4 . 2 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 1 5 	 1 0 5 6 8 . 7 9 	 6 6 8 	 2 . 5 4 	 1 5 . 8 2 	 2 4 7 6 . 5 0 	 4 5 . 8 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 1 6 	 9 8 0 4 . 2 1 	 6 8 3 	 2 . 5 4 	 1 4 . 3 5 	 1 9 0 6 . 4 4 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 1 7 	 9 6 9 9 . 1 7 	 6 6 3 	 2 . 5 6 	 1 4 . 6 3 	 2 4 7 7 . 5 1 	 3 7 . 7 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 1 8 	 9 2 3 5 . 7 0 	 6 7 7 	 2 . 5 3 	 1 3 . 6 4 	 1 6 0 2 . 9 7 	 4 7 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 1 9 	 9 3 4 0 . 5 9 	 6 8 1 	 2 . 8 6 	 1 3 . 7 2 	 2 0 8 9 . 1 6 	 3 0 . 6 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 2 0 	 9 4 0 0 . 6 5 	 6 6 3 	 2 . 2 7 	 1 4 . 1 8 	 2 4 2 9 . 9 9 	 4 3 . 8 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 2 1 	 1 0 1 3 9 . 6 2 	 6 5 6 	 2 . 4 9 	 1 5 . 4 6 	 2 4 7 7 . 5 1 	 3 4 . 1 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 2 2 	 1 1 3 3 9 . 3 5 	 6 6 3 	 2 . 5 3 	 1 7 . 1 0 	 2 4 7 7 . 5 1 	 3 4 . 9 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 2 3 	 9 8 5 . 6 0 	 1 0 6 	 2 . 2 5 	 9 . 3 0 	 1 1 2 8 . 2 0 	 6 4 . 8 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 6 4   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 2 4 	 1 3 9 8 2 . 1 4 	 6 7 2 	 2 . 8 4 	 2 0 . 8 1 	 3 1 7 0 . 6 9 	 3 6 . 0 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 2 5 	 1 1 7 8 2 . 6 9 	 6 6 4 	 2 . 7 6 	 1 7 . 7 5 	 3 1 5 3 . 5 7 	 4 2 . 5 0 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 2 6 	 9 3 2 6 . 1 5 	 6 8 3 	 2 . 5 2 	 1 3 . 6 5 	 1 6 0 2 . 9 7 	 4 7 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 2 7 	 9 1 0 7 . 4 5 	 6 8 0 	 2 . 8 9 	 1 3 . 3 9 	 2 0 8 9 . 1 6 	 3 0 . 3 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 2 8 	 6 8 9 3 . 0 3 	 7 0 5 	 2 . 6 1 	 9 . 7 8 	 1 9 0 6 . 4 4 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 2 9 	 9 8 1 3 . 7 2 	 6 6 6 	 2 . 6 9 	 1 4 . 7 4 	 2 4 7 7 . 5 1 	 3 4 . 1 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 3 0 	 9 3 6 3 . 2 0 	 6 8 3 	 2 . 6 5 	 1 3 . 7 1 	 3 0 2 4 . 9 6 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 3 1 	 1 0 1 3 8 . 7 5 	 6 9 8 	 2 . 6 7 	 1 4 . 5 3 	 1 9 4 2 . 8 0 	 5 6 . 7 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 3 2 	 9 6 9 8 . 4 8 	 6 6 3 	 2 . 5 6 	 1 4 . 6 3 	 2 4 7 7 . 5 1 	 3 7 . 7 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 3 3 	 9 0 9 9 . 7 3 	 6 7 7 	 2 . 4 2 	 1 3 . 4 4 	 1 6 0 8 . 1 6 	 4 8 . 2 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 3 4 	 9 8 7 . 0 1 	 6 3 5 	 1 . 6 0 	 1 . 5 5 	 1 2 0 1 . 3 7 	 6 2 . 3 1 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 3 5 	 1 0 0 6 . 3 0 	 4 1 6 	 1 . 7 4 	 2 . 4 2 	 1 0 2 9 . 9 7 	 5 2 . 4 4 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 6 0   	 S e c o n d P r o f i t P e r s e n t = 3 6   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 3 6 	 9 0 8 9 . 0 5 	 6 6 5 	 2 . 4 9 	 1 3 . 6 7 	 3 7 5 0 . 8 1 	 5 0 . 7 0 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 3 7 	 9 0 1 8 . 7 1 	 6 6 5 	 2 . 5 1 	 1 3 . 5 6 	 1 9 6 9 . 1 7 	 4 9 . 2 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 4   	 R i s k = 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 3 8 	 1 7 6 4 . 7 5 	 6 6 6 	 1 . 5 7 	 2 . 6 5 	 8 0 2 . 5 5 	 3 9 . 0 3 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 5   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 3 9 	 8 7 5 7 . 4 5 	 6 5 6 	 2 . 5 5 	 1 3 . 3 5 	 1 9 4 2 . 8 0 	 5 7 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 4 0 	 1 0 1 9 6 . 6 2 	 6 6 0 	 2 . 4 8 	 1 5 . 4 5 	 2 4 7 6 . 5 0 	 3 3 . 5 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 4 1 	 1 3 8 . 4 2 	 5 8 	 2 . 5 7 	 2 . 3 9 	 1 0 8 1 . 2 6 	 9 6 . 5 8 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 6 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 4 2 	 9 7 2 6 . 2 6 	 6 5 8 	 2 . 6 2 	 1 4 . 7 8 	 2 4 7 7 . 5 1 	 3 4 . 1 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 4 3 	 9 2 8 8 . 9 3 	 6 9 0 	 2 . 5 0 	 1 3 . 4 6 	 1 9 4 2 . 8 0 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 4 4 	 9 3 0 2 . 8 9 	 7 2 2 	 2 . 6 3 	 1 2 . 8 8 	 1 7 1 1 . 3 6 	 4 1 . 0 3 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 4 5 	 1 2 7 5 6 . 9 6 	 6 5 7 	 2 . 8 3 	 1 9 . 4 2 	 1 9 8 7 . 2 8 	 3 5 . 1 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 4 6 	 9 8 1 3 . 7 2 	 6 6 6 	 2 . 6 9 	 1 4 . 7 4 	 2 4 7 7 . 5 1 	 3 4 . 1 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 4 7 	 1 3 8 4 . 0 0 	 6 6 8 	 1 . 4 3 	 2 . 0 7 	 1 3 4 0 . 4 5 	 7 6 . 5 5 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 6   	 P i p S t e p = 3 2   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 2 4   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 4 8 	 1 2 6 8 9 . 9 7 	 6 6 5 	 2 . 8 3 	 1 9 . 0 8 	 1 9 8 7 . 2 8 	 3 5 . 4 0 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 4 9 	 1 0 8 8 7 . 2 4 	 5 3 5 	 2 . 5 9 	 2 0 . 3 5 	 5 4 3 5 . 0 7 	 6 4 . 8 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 5 0 	 3 8 3 . 0 7 	 1 9 9 	 1 . 3 9 	 1 . 9 2 	 1 0 7 8 . 2 2 	 7 8 . 0 1 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 5 1 	 9 2 0 5 . 7 9 	 6 8 0 	 2 . 5 3 	 1 3 . 5 4 	 1 6 0 2 . 9 7 	 4 7 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 5 2 	 1 1 2 9 5 . 7 4 	 6 5 7 	 2 . 9 1 	 1 7 . 1 9 	 2 1 5 9 . 9 3 	 3 1 . 5 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 5 3 	 1 2 8 3 9 . 3 4 	 6 7 9 	 2 . 6 8 	 1 8 . 9 1 	 2 4 6 3 . 2 3 	 3 1 . 8 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 5 4 	 9 0 9 2 . 4 8 	 6 6 1 	 2 . 4 8 	 1 3 . 7 6 	 3 7 5 0 . 8 1 	 5 0 . 6 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 5 5 	 9 6 0 0 . 6 0 	 6 8 1 	 2 . 5 3 	 1 4 . 1 0 	 1 9 4 2 . 8 0 	 5 3 . 7 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 5 6 	 6 8 6 8 . 5 8 	 6 3 3 	 2 . 4 6 	 1 0 . 8 5 	 1 7 1 7 . 5 4 	 3 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 5   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 5 7 	 9 5 4 . 8 8 	 9 6 5 	 1 . 5 3 	 0 . 9 9 	 3 0 7 . 9 8 	 2 4 . 9 9 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 5 8 	 1 2 2 6 5 . 2 5 	 6 6 1 	 2 . 8 2 	 1 8 . 5 6 	 3 0 1 5 . 6 8 	 4 6 . 2 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 3   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 5 9 	 9 1 7 0 . 5 3 	 6 6 2 	 2 . 4 7 	 1 3 . 8 5 	 3 7 5 0 . 8 1 	 5 0 . 0 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 6 0 	 1 0 0 0 3 . 0 3 	 6 8 9 	 2 . 5 1 	 1 4 . 5 2 	 3 8 3 2 . 3 0 	 6 9 . 9 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 6 1 	 9 2 3 5 . 7 0 	 6 7 7 	 2 . 5 3 	 1 3 . 6 4 	 1 6 0 2 . 9 7 	 4 7 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 6 2 	 1 0 0 9 1 . 0 5 	 6 5 7 	 2 . 5 8 	 1 5 . 3 6 	 2 4 7 6 . 5 0 	 3 5 . 0 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 6 3 	 9 3 0 0 . 1 8 	 6 8 8 	 2 . 4 9 	 1 3 . 5 2 	 1 6 0 2 . 9 7 	 4 7 . 8 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 6 4 	 9 3 9 6 . 2 7 	 6 8 8 	 2 . 5 0 	 1 3 . 6 6 	 1 6 0 2 . 9 7 	 4 7 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 6 5 	 1 2 9 6 4 . 2 7 	 6 6 3 	 2 . 7 0 	 1 9 . 5 5 	 2 4 6 3 . 2 3 	 3 8 . 2 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 6 6 	 9 3 9 6 . 2 7 	 6 8 8 	 2 . 5 0 	 1 3 . 6 6 	 1 6 0 2 . 9 7 	 4 7 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 6 7 	 9 2 7 2 . 5 8 	 6 6 2 	 2 . 2 5 	 1 4 . 0 1 	 2 4 2 9 . 9 9 	 4 3 . 8 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 6 8 	 4 0 2 . 6 7 	 4 3 	 2 . 1 0 	 9 . 3 6 	 6 5 7 . 1 7 	 5 2 . 8 7 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 2   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 6 9 	 1 4 2 8 7 . 6 7 	 6 5 2 	 3 . 0 5 	 2 1 . 9 1 	 4 2 5 0 . 6 9 	 4 1 . 7 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 7 0 	 1 2 8 3 9 . 3 4 	 6 7 9 	 2 . 6 8 	 1 8 . 9 1 	 2 4 6 3 . 2 3 	 3 1 . 8 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 7 1 	 1 4 3 8 1 . 3 9 	 6 7 0 	 3 . 0 4 	 2 1 . 4 6 	 4 2 5 0 . 6 9 	 4 1 . 9 2 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 7 2 	 1 0 8 2 3 . 1 9 	 7 0 7 	 2 . 6 2 	 1 5 . 3 1 	 2 0 2 8 . 5 0 	 5 2 . 7 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 7 3 	 9 2 8 8 . 9 3 	 6 9 0 	 2 . 5 0 	 1 3 . 4 6 	 1 9 4 2 . 8 0 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 7 4 	 9 2 8 8 . 9 3 	 6 9 0 	 2 . 5 0 	 1 3 . 4 6 	 1 9 4 2 . 8 0 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 7 5 	 9 7 3 5 . 6 8 	 6 7 6 	 2 . 5 5 	 1 4 . 4 0 	 2 4 2 9 . 9 9 	 4 7 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 7 6 	 9 3 9 6 . 2 7 	 6 8 8 	 2 . 5 0 	 1 3 . 6 6 	 1 6 0 2 . 9 7 	 4 7 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 7 7 	 9 2 8 9 . 3 8 	 6 7 2 	 2 . 8 8 	 1 3 . 8 2 	 2 0 8 9 . 1 6 	 2 8 . 3 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 7 8 	 1 0 8 2 9 . 2 3 	 6 9 7 	 2 . 5 9 	 1 5 . 5 4 	 2 0 2 8 . 5 0 	 5 2 . 7 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 7 9 	 7 7 4 1 . 9 0 	 5 2 8 	 2 . 5 0 	 1 4 . 6 6 	 3 6 1 5 . 5 6 	 6 5 . 0 0 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 7   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 8 0 	 9 8 5 . 6 0 	 1 0 6 	 2 . 2 5 	 9 . 3 0 	 1 1 2 8 . 2 0 	 6 4 . 8 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 8 1 	 1 1 4 9 . 6 7 	 1 0 6 	 2 . 5 2 	 1 0 . 8 5 	 1 1 2 8 . 2 0 	 6 4 . 8 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 8 2 	 8 9 1 3 . 0 8 	 6 6 3 	 2 . 7 3 	 1 3 . 4 4 	 1 6 2 0 . 7 0 	 3 6 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 8 3 	 1 8 5 . 9 1 	 1 7 	 1 . 9 3 	 1 0 . 9 4 	 9 3 5 . 4 4 	 8 6 . 4 0 % 	 D e f a u l t P r o f i t = 1 5   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 7   	 R i s k = 3   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 8 4 	 9 7 6 2 . 4 1 	 6 6 3 	 2 . 5 6 	 1 4 . 7 2 	 2 4 7 7 . 5 1 	 3 7 . 7 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 8 5 	 1 1 8 1 . 9 8 	 7 4 2 	 1 . 5 9 	 1 . 5 9 	 9 5 1 . 5 2 	 5 8 . 7 9 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 1   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 8 6 	 8 6 9 6 . 8 7 	 6 8 6 	 2 . 5 2 	 1 2 . 6 8 	 1 6 0 2 . 9 7 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 8 7 	 6 7 0 5 . 0 4 	 6 8 6 	 2 . 5 3 	 9 . 7 7 	 1 9 0 6 . 4 4 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 8 8 	 1 1 8 6 6 . 3 8 	 6 7 4 	 2 . 5 7 	 1 7 . 6 1 	 2 4 7 7 . 5 1 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 8 9 	 1 2 1 7 9 . 9 1 	 6 8 1 	 2 . 6 1 	 1 7 . 8 9 	 2 4 7 7 . 5 1 	 3 4 . 2 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 9 0 	 9 5 0 6 . 4 5 	 6 8 0 	 2 . 4 9 	 1 3 . 9 8 	 2 4 2 9 . 9 9 	 4 7 . 0 4 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 9 1 	 9 4 5 3 . 9 9 	 6 7 8 	 2 . 6 2 	 1 3 . 9 4 	 1 9 4 2 . 8 0 	 5 7 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 9 2 	 3 8 3 . 0 7 	 1 9 9 	 1 . 3 9 	 1 . 9 2 	 1 0 7 8 . 2 2 	 7 8 . 0 1 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 9 3 	 9 1 0 8 . 5 6 	 6 6 9 	 2 . 8 7 	 1 3 . 6 2 	 2 0 8 9 . 1 6 	 3 0 . 3 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 9 4 	 1 0 1 2 7 . 4 0 	 7 1 9 	 2 . 4 4 	 1 4 . 0 9 	 4 6 4 0 . 0 0 	 5 7 . 1 8 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 9 5 	 9 8 0 1 . 5 2 	 6 8 6 	 2 . 5 8 	 1 4 . 2 9 	 2 8 2 4 . 7 3 	 4 4 . 2 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 9 6 	 8 7 8 4 . 4 3 	 7 1 5 	 2 . 5 7 	 1 2 . 2 9 	 2 6 7 2 . 3 2 	 4 1 . 9 9 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 9 7 	 9 2 8 8 . 9 9 	 6 7 9 	 2 . 9 3 	 1 3 . 6 8 	 2 0 8 9 . 1 6 	 2 8 . 5 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 9 8 	 1 1 0 5 6 . 4 2 	 6 7 3 	 2 . 7 9 	 1 6 . 4 3 	 2 4 2 9 . 9 9 	 4 0 . 8 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 2 9 9 	 9 4 1 1 . 6 1 	 6 7 3 	 2 . 4 8 	 1 3 . 9 8 	 2 4 2 9 . 9 9 	 4 7 . 0 4 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 0 0 	 1 0 1 5 . 7 7 	 1 6 4 	 2 . 0 3 	 6 . 1 9 	 1 1 4 0 . 2 3 	 6 4 . 1 3 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 7   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 0 1 	 9 8 9 1 . 1 8 	 7 0 1 	 2 . 4 7 	 1 4 . 1 1 	 1 9 4 2 . 8 0 	 5 6 . 2 8 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 3   	 R i s k = 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 0 2 	 1 2 1 8 0 . 3 9 	 6 7 9 	 2 . 6 5 	 1 7 . 9 4 	 2 4 7 7 . 5 1 	 3 4 . 0 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 0 3 	 1 0 8 8 5 . 1 2 	 6 6 1 	 2 . 8 4 	 1 6 . 4 7 	 2 1 5 9 . 9 3 	 3 1 . 6 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 0 4 	 1 2 0 9 5 . 5 7 	 6 8 1 	 2 . 6 2 	 1 7 . 7 6 	 2 4 7 7 . 5 1 	 4 0 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 0 5 	 1 2 2 4 4 . 3 0 	 6 7 7 	 2 . 6 4 	 1 8 . 0 9 	 2 4 7 7 . 5 1 	 3 5 . 5 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 0 6 	 9 6 1 8 . 3 4 	 6 5 1 	 2 . 5 8 	 1 4 . 7 7 	 2 4 7 7 . 5 1 	 3 7 . 8 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 0 7 	 9 0 8 8 . 4 0 	 6 8 0 	 2 . 8 9 	 1 3 . 3 7 	 2 0 8 9 . 1 6 	 3 0 . 3 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 0 8 	 9 4 4 . 1 6 	 6 2 2 	 1 . 5 8 	 1 . 5 2 	 1 2 0 1 . 3 7 	 6 4 . 1 3 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 0 9 	 9 0 6 1 . 9 6 	 6 7 5 	 2 . 3 2 	 1 3 . 4 3 	 2 4 6 3 . 2 3 	 4 7 . 7 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 1 0 	 1 0 1 1 0 . 8 7 	 6 5 7 	 2 . 6 2 	 1 5 . 3 9 	 2 4 7 6 . 5 0 	 3 5 . 0 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 1 1 	 1 2 5 0 6 . 6 6 	 6 5 7 	 2 . 8 9 	 1 9 . 0 4 	 1 9 8 7 . 2 8 	 3 3 . 4 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 1 2 	 9 5 8 1 . 1 5 	 6 5 5 	 2 . 5 8 	 1 4 . 6 3 	 2 4 7 7 . 5 1 	 3 7 . 7 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 1 3 	 9 4 4 8 . 1 8 	 6 4 5 	 2 . 6 2 	 1 4 . 6 5 	 2 4 7 7 . 5 1 	 3 6 . 0 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 1 4 	 1 2 3 4 7 . 3 2 	 6 4 8 	 2 . 8 9 	 1 9 . 0 5 	 1 9 8 7 . 2 8 	 3 3 . 5 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 1 5 	 9 4 0 9 . 7 1 	 6 8 8 	 2 . 5 1 	 1 3 . 6 8 	 1 6 0 2 . 9 7 	 4 7 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 1 6 	 8 9 9 8 . 9 5 	 6 5 2 	 2 . 7 0 	 1 3 . 8 0 	 1 6 0 8 . 1 6 	 3 5 . 7 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 1 7 	 9 7 6 2 . 4 1 	 6 6 3 	 2 . 5 6 	 1 4 . 7 2 	 2 4 7 7 . 5 1 	 3 7 . 7 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 1 8 	 8 9 1 4 . 3 2 	 6 6 1 	 2 . 8 5 	 1 3 . 4 9 	 2 0 8 9 . 1 6 	 3 0 . 3 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 1 9 	 9 4 4 7 . 4 6 	 7 4 2 	 2 . 5 2 	 1 2 . 7 3 	 1 9 4 2 . 8 0 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 2 0 	 1 0 3 5 6 . 9 9 	 6 6 3 	 2 . 4 5 	 1 5 . 6 2 	 4 2 5 0 . 6 9 	 5 3 . 0 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 2 1 	 1 1 6 9 0 . 6 7 	 6 6 0 	 2 . 7 8 	 1 7 . 7 1 	 3 1 5 3 . 5 7 	 4 2 . 5 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 2 2 	 9 1 1 7 . 9 3 	 6 5 2 	 2 . 7 3 	 1 3 . 9 8 	 1 6 0 8 . 1 6 	 3 5 . 7 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 2 3 	 6 0 . 7 0 	 2 9 	 1 . 2 9 	 2 . 0 9 	 5 1 3 . 2 4 	 4 9 . 7 6 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 3   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 2 4 	 2 4 3 . 5 0 	 8 0 	 1 . 4 2 	 3 . 0 4 	 7 5 0 . 7 6 	 6 2 . 8 9 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 3   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 1 4   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 2 5 	 1 2 1 6 9 . 8 7 	 6 8 6 	 2 . 6 0 	 1 7 . 7 4 	 2 4 7 7 . 5 1 	 4 0 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 2 6 	 9 2 7 9 . 2 1 	 6 7 9 	 2 . 9 3 	 1 3 . 6 7 	 2 0 8 9 . 1 6 	 2 8 . 5 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 2 7 	 9 3 2 2 . 4 3 	 6 8 1 	 2 . 5 0 	 1 3 . 6 9 	 1 6 0 2 . 9 7 	 4 7 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 2 8 	 1 0 1 0 3 . 5 6 	 6 9 4 	 2 . 5 2 	 1 4 . 5 6 	 1 9 0 6 . 4 4 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 2 9 	 3 2 5 . 5 1 	 2 2 	 2 . 5 7 	 1 4 . 8 0 	 9 9 6 . 6 7 	 8 5 . 1 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 3 0 	 1 0 1 9 2 . 9 9 	 6 5 8 	 2 . 6 2 	 1 5 . 4 9 	 2 4 7 6 . 5 0 	 3 5 . 0 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 3 1 	 9 3 2 8 . 8 1 	 6 8 4 	 2 . 5 2 	 1 3 . 6 4 	 1 6 0 2 . 9 7 	 4 7 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 3 2 	 1 4 0 6 8 . 6 0 	 6 8 3 	 2 . 7 2 	 2 0 . 6 0 	 3 1 8 3 . 8 2 	 3 5 . 9 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 3 3 	 9 1 6 5 . 2 5 	 6 6 8 	 2 . 4 9 	 1 3 . 7 2 	 3 7 5 0 . 8 1 	 5 0 . 7 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 3 4 	 2 9 6 . 3 4 	 2 4 	 2 . 6 9 	 1 2 . 3 5 	 9 3 1 . 4 8 	 7 8 . 9 2 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 5   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 2   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 3 5 	 9 5 1 5 . 9 6 	 6 7 1 	 2 . 6 5 	 1 4 . 1 8 	 1 6 0 2 . 9 7 	 3 6 . 6 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 3 6 	 1 4 3 5 8 . 3 9 	 6 5 9 	 3 . 1 6 	 2 1 . 7 9 	 3 0 1 5 . 6 8 	 3 4 . 7 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 3 7 	 8 7 1 5 . 1 8 	 6 6 9 	 2 . 4 9 	 1 3 . 0 3 	 3 7 5 0 . 8 1 	 5 3 . 0 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 3 8 	 4 8 0 . 2 4 	 4 7 3 	 1 . 5 4 	 1 . 0 2 	 4 2 0 . 8 7 	 2 8 . 9 8 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 3 9 	 7 9 4 5 . 1 7 	 6 9 8 	 2 . 2 7 	 1 1 . 3 8 	 1 9 0 6 . 4 4 	 5 6 . 3 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 4 0 	 1 0 8 1 1 . 6 3 	 5 2 3 	 2 . 5 4 	 2 0 . 6 7 	 5 4 3 5 . 0 7 	 6 4 . 8 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 4 1 	 1 2 4 6 2 . 2 6 	 6 7 3 	 2 . 7 5 	 1 8 . 5 2 	 2 4 7 7 . 5 1 	 3 4 . 0 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 4 2 	 9 4 3 9 . 6 7 	 7 4 4 	 2 . 4 3 	 1 2 . 6 9 	 2 4 6 2 . 5 9 	 4 1 . 9 1 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 3   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 4 3 	 9 3 9 6 . 2 7 	 6 8 8 	 2 . 5 0 	 1 3 . 6 6 	 1 6 0 2 . 9 7 	 4 7 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 4 4 	 1 7 1 7 . 9 5 	 1 7 1 	 2 . 4 4 	 1 0 . 0 5 	 1 6 6 0 . 6 3 	 6 8 . 1 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 4 5 	 1 2 1 6 9 . 8 7 	 6 8 6 	 2 . 6 0 	 1 7 . 7 4 	 2 4 7 7 . 5 1 	 4 0 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 4 6 	 1 1 5 8 4 . 1 4 	 6 7 9 	 2 . 6 0 	 1 7 . 0 6 	 1 9 4 6 . 1 2 	 3 4 . 2 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 4 7 	 1 0 0 1 9 . 8 4 	 6 5 7 	 2 . 5 4 	 1 5 . 2 5 	 2 4 7 6 . 5 0 	 3 3 . 5 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 4 8 	 1 1 5 2 0 . 6 9 	 6 6 7 	 2 . 6 0 	 1 7 . 2 7 	 2 4 7 7 . 5 1 	 3 6 . 8 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 4 9 	 1 8 3 5 . 2 3 	 1 7 1 	 2 . 7 3 	 1 0 . 7 3 	 1 6 6 0 . 6 3 	 6 8 . 1 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 5 0 	 1 3 9 1 0 . 2 7 	 6 5 6 	 3 . 1 6 	 2 1 . 2 0 	 2 8 2 4 . 7 3 	 3 2 . 8 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 5 1 	 9 4 7 0 . 1 9 	 7 4 8 	 2 . 5 2 	 1 2 . 6 6 	 1 9 4 2 . 8 0 	 4 1 . 9 4 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 5 2 	 8 7 6 2 . 4 9 	 6 5 1 	 2 . 4 7 	 1 3 . 4 6 	 3 7 5 0 . 8 1 	 5 2 . 3 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 5 3 	 9 2 4 0 . 9 1 	 6 8 2 	 2 . 5 3 	 1 3 . 5 5 	 1 6 0 2 . 9 7 	 4 7 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 5 4 	 1 1 5 7 9 . 4 4 	 6 5 3 	 3 . 0 0 	 1 7 . 7 3 	 3 1 5 3 . 5 7 	 4 2 . 1 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 5 5 	 1 0 1 8 9 . 5 7 	 7 0 1 	 2 . 5 2 	 1 4 . 5 4 	 1 9 0 6 . 4 4 	 5 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 5 6 	 1 1 6 0 1 . 7 3 	 6 4 8 	 3 . 0 0 	 1 7 . 9 0 	 3 1 5 3 . 5 7 	 4 2 . 1 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 5 7 	 8 9 0 3 . 3 0 	 6 6 5 	 2 . 5 2 	 1 3 . 3 9 	 3 7 5 0 . 8 1 	 5 2 . 1 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 5 8 	 9 3 9 6 . 2 7 	 6 8 8 	 2 . 5 0 	 1 3 . 6 6 	 1 6 0 2 . 9 7 	 4 7 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 5 9 	 1 0 0 9 6 . 7 1 	 6 5 7 	 2 . 6 2 	 1 5 . 3 7 	 2 4 7 6 . 5 0 	 3 5 . 0 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 6 0 	 1 2 1 8 0 . 3 9 	 6 7 9 	 2 . 6 5 	 1 7 . 9 4 	 2 4 7 7 . 5 1 	 3 4 . 0 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 6 1 	 1 4 3 4 1 . 0 6 	 6 6 1 	 3 . 1 3 	 2 1 . 7 0 	 3 0 1 5 . 6 8 	 3 1 . 6 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 6 2 	 1 2 3 9 5 . 9 3 	 6 8 3 	 2 . 6 3 	 1 8 . 1 5 	 2 4 7 7 . 5 1 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 6 3 	 9 0 8 9 . 0 5 	 6 6 5 	 2 . 4 9 	 1 3 . 6 7 	 3 7 5 0 . 8 1 	 5 0 . 7 0 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 6 4 	 3 2 6 . 1 0 	 1 8 6 	 1 . 5 0 	 1 . 7 5 	 1 0 2 7 . 3 5 	 7 7 . 8 3 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 8   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 6 5 	 9 6 6 5 . 2 2 	 6 7 3 	 2 . 6 8 	 1 4 . 3 6 	 1 6 0 8 . 1 6 	 3 7 . 0 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 6 6 	 6 8 2 3 . 3 1 	 6 8 9 	 2 . 1 9 	 9 . 9 0 	 1 5 8 5 . 3 6 	 4 8 . 4 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 3   	 R i s k = 3   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 6 7 	 8 2 3 . 9 2 	 4 8 1 	 1 . 5 4 	 1 . 7 1 	 4 0 0 . 5 7 	 2 8 . 3 3 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 6 8 	 9 7 3 2 . 9 3 	 6 5 5 	 2 . 7 2 	 1 4 . 8 6 	 1 9 8 7 . 2 8 	 3 5 . 3 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 6 9 	 1 2 4 4 1 . 7 6 	 6 7 8 	 2 . 6 9 	 1 8 . 3 5 	 2 4 7 7 . 5 1 	 3 4 . 8 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 7 0 	 1 2 7 8 1 . 6 6 	 6 7 0 	 2 . 8 0 	 1 9 . 0 8 	 1 9 8 7 . 2 8 	 3 6 . 3 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 7 1 	 9 3 3 9 . 6 4 	 6 9 3 	 2 . 6 2 	 1 3 . 4 8 	 1 9 4 2 . 8 0 	 3 6 . 1 0 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 7 2 	 4 1 2 . 4 7 	 5 8 3 	 1 . 3 0 	 0 . 7 1 	 7 6 2 . 8 0 	 5 2 . 1 5 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 7 3 	 9 6 7 2 . 8 8 	 6 8 6 	 2 . 5 8 	 1 4 . 1 0 	 1 9 0 6 . 4 4 	 5 5 . 8 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 7 4 	 9 5 3 4 . 6 8 	 6 4 5 	 2 . 5 9 	 1 4 . 7 8 	 2 4 7 7 . 5 1 	 3 7 . 8 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 7 5 	 1 0 1 8 6 . 8 7 	 6 6 2 	 2 . 4 5 	 1 5 . 3 9 	 2 4 7 7 . 5 1 	 3 4 . 1 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 7 6 	 9 3 2 8 . 8 8 	 6 8 4 	 2 . 5 2 	 1 3 . 6 4 	 1 6 0 2 . 9 7 	 4 7 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 7 7 	 1 0 4 7 0 . 8 8 	 6 6 2 	 2 . 4 7 	 1 5 . 8 2 	 2 4 7 7 . 5 1 	 4 6 . 6 0 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 7 8 	 1 2 0 7 7 . 8 8 	 6 6 5 	 2 . 6 6 	 1 8 . 1 6 	 2 4 7 7 . 5 1 	 3 4 . 7 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 7 9 	 3 1 4 . 4 0 	 2 0 6 	 1 . 4 4 	 1 . 5 3 	 7 3 9 . 0 1 	 5 7 . 6 2 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 4   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 8 0 	 1 2 1 4 0 . 3 1 	 6 6 8 	 2 . 6 1 	 1 8 . 1 7 	 2 4 6 3 . 2 3 	 3 2 . 0 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 8 1 	 1 1 1 8 0 . 2 6 	 6 6 5 	 2 . 6 1 	 1 6 . 8 1 	 2 4 7 7 . 5 1 	 3 6 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 8 2 	 9 3 4 0 . 4 4 	 6 8 3 	 2 . 5 2 	 1 3 . 6 8 	 1 6 0 2 . 9 7 	 4 7 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 8 3 	 9 5 0 6 . 4 5 	 6 8 0 	 2 . 4 9 	 1 3 . 9 8 	 2 4 2 9 . 9 9 	 4 7 . 0 4 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 8 4 	 9 4 4 7 . 8 3 	 7 4 3 	 2 . 4 4 	 1 2 . 7 2 	 2 4 6 2 . 5 9 	 4 1 . 9 1 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 3   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 8 5 	 1 0 8 4 8 . 8 2 	 6 7 0 	 2 . 6 6 	 1 6 . 1 9 	 1 9 4 7 . 6 4 	 3 4 . 7 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 8 6 	 9 8 7 1 . 4 6 	 7 5 0 	 2 . 5 0 	 1 3 . 1 6 	 2 4 6 2 . 5 9 	 4 1 . 0 1 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 8 7 	 9 3 7 8 . 9 8 	 6 6 7 	 2 . 6 7 	 1 4 . 0 6 	 1 6 0 2 . 9 7 	 3 6 . 6 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 8 8 	 9 3 1 1 . 4 5 	 7 1 3 	 2 . 5 8 	 1 3 . 0 6 	 1 7 9 3 . 1 0 	 5 3 . 6 4 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 8 9 	 9 8 5 1 . 6 4 	 6 9 8 	 2 . 5 8 	 1 4 . 1 1 	 2 8 2 4 . 7 3 	 4 4 . 0 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 9 0 	 9 4 4 6 . 0 2 	 6 8 7 	 2 . 6 3 	 1 3 . 7 5 	 1 9 4 2 . 8 0 	 3 5 . 8 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 9 1 	 1 4 4 9 3 . 7 9 	 6 6 4 	 3 . 1 3 	 2 1 . 8 3 	 3 0 1 5 . 6 8 	 3 4 . 7 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 9 2 	 8 8 9 7 . 4 1 	 6 6 1 	 2 . 5 1 	 1 3 . 4 6 	 3 7 5 0 . 8 1 	 5 0 . 7 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 9 3 	 1 7 7 2 . 6 8 	 1 6 8 	 2 . 6 2 	 1 0 . 5 5 	 1 6 6 0 . 1 2 	 6 6 . 6 8 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 9 4 	 1 2 9 7 8 . 5 0 	 6 6 3 	 2 . 7 1 	 1 9 . 5 8 	 2 4 6 3 . 2 3 	 3 8 . 2 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 9 5 	 1 1 8 9 0 . 4 3 	 6 5 5 	 2 . 9 4 	 1 8 . 1 5 	 1 9 8 7 . 2 8 	 3 4 . 2 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 9 6 	 1 0 4 9 5 . 7 5 	 6 6 0 	 2 . 5 2 	 1 5 . 9 0 	 4 6 4 0 . 0 0 	 5 6 . 6 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 9 7 	 1 7 6 9 . 9 9 	 1 7 1 	 2 . 6 5 	 1 0 . 3 5 	 1 6 6 0 . 6 3 	 6 8 . 1 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 6 4   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 9 8 	 9 2 2 6 . 4 9 	 6 8 3 	 2 . 5 0 	 1 3 . 5 1 	 1 6 0 2 . 9 7 	 4 7 . 8 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 3 9 9 	 9 6 0 8 . 9 9 	 6 8 4 	 2 . 5 9 	 1 4 . 0 5 	 1 9 4 2 . 8 0 	 5 7 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 0 0 	 9 2 7 8 . 5 6 	 7 4 3 	 2 . 5 6 	 1 2 . 4 9 	 1 9 4 2 . 8 0 	 4 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 0 1 	 9 3 9 6 . 2 7 	 6 8 8 	 2 . 5 0 	 1 3 . 6 6 	 1 6 0 2 . 9 7 	 4 7 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 0 2 	 8 9 2 8 . 6 0 	 6 6 1 	 2 . 6 4 	 1 3 . 5 1 	 1 6 0 8 . 1 6 	 3 6 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 0 3 	 5 3 1 . 4 2 	 5 3 	 2 . 0 9 	 1 0 . 0 3 	 8 7 1 . 9 4 	 6 4 . 4 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 4   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 0 4 	 1 1 6 2 0 . 2 7 	 6 8 3 	 2 . 5 7 	 1 7 . 0 1 	 1 9 4 6 . 1 2 	 3 4 . 2 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 0 5 	 1 4 6 8 7 . 8 6 	 7 0 1 	 2 . 7 4 	 2 0 . 9 5 	 3 2 1 6 . 6 6 	 3 6 . 3 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 0 6 	 3 7 8 . 8 7 	 2 4 7 	 1 . 4 7 	 1 . 5 3 	 5 7 7 . 0 2 	 5 4 . 5 1 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 0 7 	 8 7 0 4 . 7 6 	 6 6 6 	 2 . 4 7 	 1 3 . 0 7 	 3 7 5 0 . 8 1 	 5 3 . 0 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 0 8 	 1 1 5 3 2 . 2 8 	 6 6 7 	 2 . 5 1 	 1 7 . 2 9 	 4 2 5 0 . 6 9 	 4 7 . 6 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 0 9 	 9 1 6 1 . 4 3 	 6 7 8 	 2 . 5 0 	 1 3 . 5 1 	 1 7 1 6 . 0 7 	 4 5 . 5 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 3   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 1 0 	 1 2 6 0 8 . 0 2 	 6 5 7 	 2 . 8 2 	 1 9 . 1 9 	 2 7 0 0 . 1 6 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 1 1 	 9 2 4 0 . 8 2 	 6 8 0 	 2 . 6 9 	 1 3 . 5 9 	 1 8 7 3 . 4 6 	 3 7 . 9 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 1 2 	 1 2 6 1 5 . 0 1 	 6 6 4 	 2 . 8 3 	 1 9 . 0 0 	 3 0 1 5 . 6 8 	 4 2 . 9 1 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 1 3 	 9 8 3 5 . 1 1 	 6 9 4 	 2 . 5 8 	 1 4 . 1 7 	 1 9 4 2 . 8 0 	 5 6 . 7 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 1 4 	 4 9 9 . 9 5 	 6 1 0 	 1 . 3 1 	 0 . 8 2 	 7 6 2 . 6 2 	 5 1 . 8 9 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 1 5 	 1 1 3 9 2 . 9 5 	 6 5 7 	 2 . 8 7 	 1 7 . 3 4 	 2 1 5 9 . 9 3 	 3 1 . 4 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 1 6 	 9 4 1 0 . 9 2 	 7 1 1 	 2 . 5 5 	 1 3 . 2 4 	 1 7 1 6 . 0 7 	 4 5 . 5 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 1 7 	 9 3 2 2 . 8 7 	 6 8 1 	 2 . 5 0 	 1 3 . 6 9 	 1 6 0 2 . 9 7 	 4 7 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 1 8 	 9 9 9 0 . 9 2 	 6 5 3 	 2 . 4 8 	 1 5 . 3 0 	 2 4 7 7 . 5 1 	 3 4 . 1 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 1 9 	 9 9 7 7 . 6 8 	 6 7 3 	 2 . 7 7 	 1 4 . 8 3 	 2 8 2 4 . 7 3 	 4 0 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 2 0 	 1 2 0 1 3 . 7 5 	 6 7 7 	 2 . 6 6 	 1 7 . 7 5 	 2 4 7 7 . 5 1 	 3 4 . 1 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 2 1 	 4 8 0 . 2 4 	 4 7 3 	 1 . 5 4 	 1 . 0 2 	 4 2 0 . 8 7 	 2 8 . 9 8 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 2 2 	 9 4 0 9 . 7 1 	 6 8 8 	 2 . 5 1 	 1 3 . 6 8 	 1 6 0 2 . 9 7 	 4 7 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 2 3 	 1 0 1 9 9 . 9 9 	 6 6 3 	 2 . 5 9 	 1 5 . 3 8 	 2 4 7 6 . 5 0 	 3 5 . 0 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 2 4 	 1 1 2 0 7 . 9 3 	 6 7 3 	 2 . 8 0 	 1 6 . 6 5 	 3 1 5 3 . 5 7 	 4 5 . 1 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 2 5 	 1 1 0 2 6 . 8 0 	 6 5 5 	 2 . 8 0 	 1 6 . 8 3 	 3 1 5 3 . 5 7 	 4 2 . 2 0 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 2 6 	 9 8 7 1 . 3 2 	 7 0 5 	 2 . 5 5 	 1 4 . 0 0 	 2 8 2 4 . 7 3 	 4 4 . 2 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 2 7 	 1 0 5 3 4 . 6 6 	 6 5 3 	 2 . 4 9 	 1 6 . 1 3 	 2 4 7 6 . 5 0 	 4 5 . 8 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 2 8 	 9 8 9 2 . 4 4 	 6 9 8 	 2 . 6 1 	 1 4 . 1 7 	 1 9 4 2 . 8 0 	 4 0 . 9 0 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 2 9 	 9 6 8 4 . 8 3 	 6 7 2 	 2 . 6 6 	 1 4 . 4 1 	 1 6 0 8 . 1 6 	 3 5 . 5 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 3 0 	 9 3 3 2 . 0 2 	 6 7 5 	 2 . 5 1 	 1 3 . 8 3 	 2 4 2 9 . 9 9 	 4 7 . 3 3 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 3 1 	 1 0 2 3 6 . 2 1 	 7 2 8 	 2 . 4 5 	 1 4 . 0 6 	 4 6 4 0 . 0 0 	 5 7 . 1 4 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 3 2 	 9 8 2 1 . 2 5 	 6 9 7 	 2 . 5 5 	 1 4 . 0 9 	 2 8 2 4 . 7 3 	 4 4 . 0 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 3 3 	 9 8 5 . 6 0 	 1 0 6 	 2 . 2 5 	 9 . 3 0 	 1 1 2 8 . 2 0 	 6 4 . 8 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 3 4 	 1 1 8 9 9 . 8 3 	 6 7 7 	 2 . 5 5 	 1 7 . 5 8 	 2 4 7 7 . 5 1 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 3 5 	 7 6 9 7 . 6 2 	 5 3 7 	 2 . 5 8 	 1 4 . 3 3 	 1 5 0 3 . 5 0 	 6 4 . 8 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 3 6 	 9 8 5 . 6 0 	 1 0 6 	 2 . 2 5 	 9 . 3 0 	 1 1 2 8 . 2 0 	 6 4 . 8 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 3 7 	 9 0 2 8 . 7 2 	 6 5 4 	 2 . 6 6 	 1 3 . 8 1 	 1 6 0 8 . 1 6 	 3 5 . 7 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 3 8 	 1 0 7 2 8 . 8 1 	 6 5 5 	 2 . 4 9 	 1 6 . 3 8 	 4 2 5 0 . 6 9 	 5 1 . 0 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 3 9 	 9 3 9 6 . 2 7 	 6 8 8 	 2 . 5 0 	 1 3 . 6 6 	 1 6 0 2 . 9 7 	 4 7 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 4 0 	 1 1 7 8 6 . 8 5 	 6 6 8 	 2 . 5 6 	 1 7 . 6 4 	 2 4 7 7 . 5 1 	 3 4 . 0 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 4 1 	 2 3 2 6 . 8 5 	 2 1 4 	 2 . 4 4 	 1 0 . 8 7 	 2 0 0 6 . 1 6 	 6 5 . 8 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 4 2 	 1 0 5 6 7 . 1 3 	 6 4 7 	 2 . 4 6 	 1 6 . 3 3 	 2 6 0 5 . 7 9 	 3 7 . 9 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 4 3 	 1 0 1 2 9 . 0 3 	 6 5 8 	 2 . 4 8 	 1 5 . 3 9 	 2 4 7 7 . 5 1 	 3 4 . 1 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 4 4 	 1 2 2 4 3 . 4 6 	 6 7 7 	 2 . 6 4 	 1 8 . 0 8 	 2 4 7 7 . 5 1 	 3 5 . 5 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 4 5 	 8 7 0 3 . 2 1 	 6 6 6 	 2 . 4 6 	 1 3 . 0 7 	 3 7 5 0 . 8 1 	 5 3 . 1 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 4 6 	 1 2 2 2 6 . 0 6 	 6 8 6 	 2 . 5 9 	 1 7 . 8 2 	 2 4 7 7 . 5 1 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 4 7 	 2 3 1 7 . 4 4 	 3 1 5 	 2 . 0 4 	 7 . 3 6 	 2 1 6 3 . 6 5 	 7 5 . 6 0 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 4 8 	 1 2 3 9 0 . 4 7 	 6 7 2 	 2 . 7 1 	 1 8 . 4 4 	 2 4 7 7 . 5 1 	 3 4 . 7 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 4 9 	 1 2 3 3 4 . 8 7 	 6 8 2 	 2 . 6 2 	 1 8 . 0 9 	 2 4 7 7 . 5 1 	 3 5 . 5 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 5 0 	 9 6 7 6 . 7 8 	 6 5 9 	 2 . 5 8 	 1 4 . 6 8 	 2 4 7 7 . 5 1 	 3 7 . 7 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 5 1 	 9 3 5 9 . 0 3 	 6 9 1 	 2 . 5 1 	 1 3 . 5 4 	 1 6 0 2 . 9 7 	 4 8 . 1 3 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 5 2 	 8 0 1 1 . 8 6 	 6 8 1 	 2 . 2 7 	 1 1 . 7 6 	 1 6 0 2 . 9 7 	 4 7 . 7 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 5 3 	 1 2 6 4 2 . 7 3 	 6 7 0 	 2 . 8 1 	 1 8 . 8 7 	 2 7 0 0 . 1 6 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 5 4 	 9 2 2 1 . 2 6 	 6 8 3 	 2 . 5 0 	 1 3 . 5 0 	 1 6 0 2 . 9 7 	 4 7 . 8 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 5 5 	 1 1 5 5 7 . 6 3 	 6 7 7 	 2 . 6 0 	 1 7 . 0 7 	 1 9 4 6 . 1 2 	 3 4 . 2 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 5 6 	 9 3 0 0 . 1 8 	 6 8 8 	 2 . 4 9 	 1 3 . 5 2 	 1 6 0 2 . 9 7 	 4 7 . 8 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 5 7 	 9 2 8 3 . 0 5 	 6 8 8 	 2 . 4 8 	 1 3 . 4 9 	 1 6 0 2 . 9 7 	 4 7 . 8 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 5 8 	 9 2 6 . 7 2 	 6 3 2 	 1 . 3 8 	 1 . 4 7 	 1 0 3 3 . 8 5 	 7 1 . 0 4 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 7   	 P i p S t e p = 3 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 3   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 5 9 	 9 3 9 2 . 0 0 	 6 7 6 	 2 . 5 0 	 1 3 . 8 9 	 2 4 2 9 . 9 9 	 4 7 . 0 4 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 6 0 	 1 0 2 3 3 . 5 8 	 7 2 4 	 2 . 5 0 	 1 4 . 1 3 	 5 3 1 7 . 2 6 	 6 7 . 3 7 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 6 1 	 9 8 6 4 . 8 0 	 6 6 9 	 2 . 7 1 	 1 4 . 7 5 	 1 6 0 2 . 9 7 	 3 7 . 8 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 6 2 	 1 1 5 9 3 . 4 1 	 6 6 2 	 2 . 6 0 	 1 7 . 5 1 	 2 4 7 7 . 5 1 	 3 4 . 2 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 6 3 	 1 0 8 6 6 . 7 5 	 6 5 8 	 2 . 5 1 	 1 6 . 5 1 	 4 2 5 0 . 6 9 	 5 0 . 9 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 6 4 	 1 2 5 8 1 . 4 7 	 6 5 9 	 2 . 8 2 	 1 9 . 0 9 	 1 9 8 7 . 2 8 	 3 5 . 4 0 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 6 5 	 1 4 3 4 9 . 5 7 	 6 6 8 	 3 . 0 1 	 2 1 . 4 8 	 4 2 5 0 . 6 9 	 4 1 . 9 2 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 6 6 	 9 3 2 8 . 8 1 	 6 8 4 	 2 . 5 2 	 1 3 . 6 4 	 1 6 0 2 . 9 7 	 4 7 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 6 7 	 5 0 8 3 . 9 5 	 5 6 0 	 2 . 6 9 	 9 . 0 8 	 6 6 3 . 6 0 	 3 3 . 0 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 6 8 	 1 3 2 . 9 2 	 1 6 	 1 . 9 8 	 8 . 3 1 	 9 0 3 . 6 4 	 8 4 . 2 5 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 7   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 8 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 6 9 	 1 0 8 8 5 . 1 2 	 6 6 1 	 2 . 8 4 	 1 6 . 4 7 	 2 1 5 9 . 9 3 	 3 1 . 6 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 7 0 	 9 3 2 2 . 8 7 	 6 8 1 	 2 . 5 0 	 1 3 . 6 9 	 1 6 0 2 . 9 7 	 4 7 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 7 1 	 9 2 2 8 . 0 5 	 6 8 6 	 2 . 4 9 	 1 3 . 4 5 	 1 6 0 2 . 9 7 	 4 7 . 8 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 7 2 	 1 2 2 2 6 . 0 6 	 6 8 6 	 2 . 5 9 	 1 7 . 8 2 	 2 4 7 7 . 5 1 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 7 3 	 9 0 9 0 . 2 2 	 6 6 3 	 2 . 5 0 	 1 3 . 7 1 	 3 7 5 0 . 8 1 	 5 0 . 6 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 7 4 	 8 2 1 7 . 8 6 	 7 1 5 	 2 . 3 8 	 1 1 . 4 9 	 2 4 6 2 . 5 9 	 5 5 . 0 4 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 7 5 	 9 7 3 5 . 6 8 	 6 7 6 	 2 . 5 5 	 1 4 . 4 0 	 2 4 2 9 . 9 9 	 4 7 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 7 6 	 1 2 2 1 0 . 4 9 	 6 8 1 	 2 . 6 2 	 1 7 . 9 3 	 2 4 7 7 . 5 1 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 7 7 	 9 8 5 . 6 0 	 1 0 6 	 2 . 2 5 	 9 . 3 0 	 1 1 2 8 . 2 0 	 6 4 . 8 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 7 8 	 9 3 2 8 . 8 8 	 6 8 4 	 2 . 5 2 	 1 3 . 6 4 	 1 6 0 2 . 9 7 	 4 7 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 7 9 	 9 3 4 9 . 6 8 	 7 1 8 	 2 . 5 9 	 1 3 . 0 2 	 1 7 9 3 . 1 0 	 5 3 . 6 4 % 	 D e f a u l t P r o f i t = 1 4   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 8 0 	 1 1 9 1 2 . 3 1 	 6 6 4 	 2 . 6 2 	 1 7 . 9 4 	 2 4 7 7 . 5 1 	 3 3 . 9 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 8 1 	 1 4 4 4 2 . 7 5 	 6 5 9 	 3 . 0 3 	 2 1 . 9 2 	 4 2 5 0 . 6 9 	 4 1 . 7 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 8 2 	 1 5 1 . 7 0 	 6 1 	 1 . 3 1 	 2 . 4 9 	 1 1 0 4 . 6 9 	 9 5 . 7 7 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 2   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 2 4   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 8 3 	 1 0 3 2 . 6 8 	 1 0 6 	 2 . 3 2 	 9 . 7 4 	 1 1 2 8 . 2 0 	 6 4 . 8 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 8 4 	 1 1 9 2 2 . 1 3 	 6 8 3 	 2 . 5 5 	 1 7 . 4 6 	 2 4 7 7 . 5 1 	 4 0 . 2 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 8 5 	 3 7 2 . 3 0 	 5 6 	 1 . 9 1 	 6 . 6 5 	 8 1 0 . 8 2 	 6 5 . 3 3 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 5   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 5 6   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 8 6 	 1 0 1 9 1 . 5 6 	 6 7 6 	 2 . 6 5 	 1 5 . 0 8 	 1 9 0 6 . 4 4 	 5 7 . 0 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 8 7 	 1 0 2 0 5 . 6 5 	 6 6 2 	 2 . 4 6 	 1 5 . 4 2 	 2 4 7 7 . 5 1 	 3 4 . 1 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 8 8 	 9 2 1 0 . 9 2 	 6 8 1 	 2 . 4 9 	 1 3 . 5 3 	 1 6 0 2 . 9 7 	 4 7 . 8 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 8 9 	 9 2 0 4 . 4 3 	 6 9 1 	 2 . 5 2 	 1 3 . 3 2 	 1 6 0 2 . 9 7 	 4 7 . 8 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 9 0 	 1 2 6 8 1 . 2 9 	 6 5 8 	 2 . 8 3 	 1 9 . 2 7 	 1 9 8 7 . 2 8 	 3 5 . 2 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 9 1 	 1 0 1 3 8 . 3 6 	 6 5 8 	 2 . 4 8 	 1 5 . 4 1 	 2 4 7 7 . 5 1 	 3 4 . 1 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 9 2 	 1 0 5 7 3 . 7 4 	 6 6 0 	 2 . 4 7 	 1 6 . 0 2 	 4 2 5 0 . 6 9 	 5 1 . 8 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 9 3 	 1 2 8 6 0 . 3 9 	 6 5 7 	 2 . 7 1 	 1 9 . 5 7 	 2 4 6 3 . 2 3 	 3 8 . 1 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 9 4 	 1 0 7 3 9 . 9 4 	 6 5 7 	 2 . 4 8 	 1 6 . 3 5 	 2 6 0 5 . 7 9 	 3 7 . 9 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 9 5 	 1 0 0 7 9 . 8 8 	 6 5 4 	 2 . 5 0 	 1 5 . 4 1 	 2 4 7 6 . 5 0 	 3 3 . 5 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 9 6 	 1 0 7 3 5 . 7 7 	 6 5 0 	 2 . 8 6 	 1 6 . 5 2 	 2 4 2 9 . 9 9 	 4 1 . 0 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 9 7 	 1 2 5 9 4 . 6 9 	 6 5 0 	 2 . 8 2 	 1 9 . 3 8 	 1 9 8 7 . 2 8 	 3 4 . 4 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 9 8 	 1 0 2 0 5 . 6 5 	 6 6 2 	 2 . 4 6 	 1 5 . 4 2 	 2 4 7 7 . 5 1 	 3 4 . 1 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 4 9 9 	 1 2 5 1 7 . 6 9 	 6 8 8 	 2 . 6 0 	 1 8 . 1 9 	 2 4 7 7 . 5 1 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 0 0 	 9 6 4 0 . 1 9 	 6 6 9 	 2 . 6 5 	 1 4 . 4 1 	 1 6 0 8 . 1 6 	 3 5 . 5 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 0 1 	 7 1 0 . 0 9 	 5 8 1 	 1 . 4 9 	 1 . 2 2 	 3 3 7 . 1 7 	 2 2 . 0 7 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 7   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 4 0   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 0 2 	 1 0 8 9 1 . 1 8 	 6 9 2 	 2 . 4 9 	 1 5 . 7 4 	 3 1 5 3 . 5 7 	 4 5 . 5 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 0   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 0 3 	 1 0 1 0 6 . 7 5 	 6 5 6 	 2 . 4 8 	 1 5 . 4 1 	 2 4 7 7 . 5 1 	 3 4 . 1 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 0 4 	 9 7 3 2 . 9 7 	 6 7 5 	 2 . 6 5 	 1 4 . 4 2 	 1 6 0 8 . 1 6 	 3 5 . 5 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 0 5 	 1 0 1 4 0 . 1 2 	 6 5 3 	 2 . 7 4 	 1 5 . 5 3 	 3 7 5 0 . 8 1 	 4 7 . 3 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 0 6 	 1 0 1 9 9 . 9 9 	 6 6 3 	 2 . 5 9 	 1 5 . 3 8 	 2 4 7 6 . 5 0 	 3 5 . 0 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 0 7 	 1 0 1 1 4 . 5 6 	 6 5 6 	 2 . 4 9 	 1 5 . 4 2 	 2 4 7 6 . 5 0 	 3 3 . 5 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 0 8 	 1 2 5 2 3 . 6 3 	 6 5 1 	 2 . 7 9 	 1 9 . 2 4 	 3 3 4 6 . 4 1 	 4 6 . 1 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 0 9 	 1 1 2 1 9 . 7 5 	 6 7 9 	 2 . 4 9 	 1 6 . 5 2 	 2 4 7 7 . 5 1 	 4 2 . 3 8 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 1 0 	 9 8 3 2 . 8 5 	 6 8 8 	 2 . 5 3 	 1 4 . 2 9 	 1 5 8 5 . 3 6 	 3 3 . 2 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 1 1 	 1 2 4 3 1 . 8 9 	 6 7 5 	 2 . 6 6 	 1 8 . 4 2 	 2 4 6 3 . 2 3 	 3 4 . 7 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 1 2 	 9 8 6 6 . 0 4 	 6 6 4 	 2 . 6 4 	 1 4 . 8 6 	 2 4 7 7 . 5 1 	 3 3 . 9 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 1 3 	 9 8 1 2 . 9 5 	 6 6 5 	 2 . 6 2 	 1 4 . 7 6 	 2 4 7 7 . 5 1 	 3 4 . 1 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 1 4 	 9 4 0 6 . 5 6 	 6 4 4 	 2 . 7 9 	 1 4 . 6 1 	 1 6 2 0 . 7 0 	 3 4 . 1 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 1 5 	 1 3 8 9 8 . 6 6 	 6 8 8 	 2 . 6 7 	 2 0 . 2 0 	 2 6 1 4 . 8 8 	 3 6 . 9 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 1 6 	 1 0 6 3 . 7 8 	 1 0 7 	 2 . 1 9 	 9 . 9 4 	 1 1 2 8 . 2 0 	 6 4 . 8 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 3   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 3 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 1 7 	 1 5 5 6 . 7 2 	 2 4 6 	 2 . 1 9 	 6 . 3 3 	 1 7 0 1 . 5 5 	 7 0 . 5 6 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 7   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 1 8 	 7 4 3 . 7 8 	 5 6 	 2 . 8 6 	 1 3 . 2 8 	 1 1 9 0 . 3 9 	 8 5 . 0 0 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 6 6   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 1 9 	 1 0 6 7 1 . 2 7 	 6 5 3 	 2 . 4 5 	 1 6 . 3 4 	 2 6 0 5 . 7 9 	 3 7 . 9 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 2 0 	 1 2 5 3 3 . 8 2 	 6 6 4 	 2 . 8 1 	 1 8 . 8 8 	 2 7 0 0 . 1 6 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 2 1 	 1 2 0 5 4 . 4 0 	 6 5 9 	 2 . 8 6 	 1 8 . 2 9 	 2 1 5 9 . 9 3 	 3 1 . 4 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 2 2 	 1 2 4 3 1 . 8 8 	 6 5 1 	 2 . 6 4 	 1 9 . 1 0 	 2 4 6 3 . 2 3 	 3 6 . 8 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 2 3 	 1 9 4 . 6 4 	 1 6 	 2 . 2 0 	 1 2 . 1 7 	 9 3 4 . 0 8 	 8 5 . 8 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 2 4 	 1 1 4 5 9 . 2 7 	 6 7 7 	 2 . 5 9 	 1 6 . 9 3 	 1 9 4 6 . 1 2 	 3 4 . 2 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 2 5 	 1 0 5 3 4 . 6 6 	 6 5 3 	 2 . 4 9 	 1 6 . 1 3 	 2 4 7 6 . 5 0 	 4 5 . 8 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 2 6 	 3 3 6 . 4 3 	 2 5 1 	 1 . 5 2 	 1 . 3 4 	 4 3 7 . 3 8 	 3 2 . 6 3 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 5   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 2 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 2 7 	 1 0 0 5 6 . 8 8 	 6 5 8 	 2 . 6 8 	 1 5 . 2 8 	 2 4 7 6 . 5 0 	 3 5 . 0 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 2 8 	 1 2 8 7 0 . 6 7 	 6 8 1 	 2 . 6 7 	 1 8 . 9 0 	 2 4 6 3 . 2 3 	 3 1 . 8 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 2 9 	 1 6 2 0 . 5 3 	 1 7 4 	 2 . 8 3 	 9 . 3 1 	 1 6 6 9 . 6 8 	 7 0 . 6 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 3 0 	 1 1 3 2 7 . 2 8 	 6 5 7 	 2 . 9 2 	 1 7 . 2 4 	 2 1 5 9 . 9 3 	 3 1 . 4 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 3 1 	 9 8 5 5 . 5 2 	 7 0 2 	 2 . 4 5 	 1 4 . 0 4 	 1 9 4 2 . 8 0 	 5 6 . 2 8 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 3   	 R i s k = 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 3 2 	 1 0 1 3 3 . 8 9 	 6 5 9 	 2 . 6 1 	 1 5 . 3 8 	 2 4 7 6 . 5 0 	 3 5 . 0 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 3 3 	 5 9 9 . 8 5 	 6 8 8 	 1 . 3 4 	 0 . 8 7 	 1 5 0 0 . 5 4 	 9 5 . 5 8 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 3 4 	 3 0 5 5 . 3 3 	 5 4 2 	 2 . 0 6 	 5 . 6 4 	 2 0 9 3 . 5 8 	 5 4 . 8 6 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 6   	 P i p S t e p = 3 2   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 3 5 	 1 4 3 5 0 . 9 4 	 6 7 0 	 3 . 0 1 	 2 1 . 4 2 	 4 2 5 0 . 6 9 	 4 1 . 8 9 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 3 6 	 1 1 3 3 5 . 1 5 	 6 7 1 	 2 . 6 3 	 1 6 . 8 9 	 3 1 5 3 . 5 7 	 4 2 . 9 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 6 6   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 3 7 	 9 1 4 6 . 3 4 	 6 6 8 	 2 . 6 0 	 1 3 . 6 9 	 1 6 0 8 . 1 6 	 3 3 . 8 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 3 8 	 1 3 0 5 5 . 8 7 	 6 7 1 	 2 . 6 8 	 1 9 . 4 6 	 2 4 6 3 . 2 3 	 3 6 . 7 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 3 9 	 9 8 9 9 . 3 7 	 7 4 2 	 2 . 5 0 	 1 3 . 3 4 	 2 4 6 2 . 5 9 	 4 1 . 0 1 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 4 0 	 2 3 2 7 . 9 5 	 2 1 4 	 2 . 4 5 	 1 0 . 8 8 	 2 0 0 6 . 1 6 	 6 5 . 8 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 4 1 	 1 2 7 5 6 . 9 6 	 6 5 7 	 2 . 8 3 	 1 9 . 4 2 	 1 9 8 7 . 2 8 	 3 5 . 1 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 4 2 	 9 7 2 6 . 2 6 	 6 5 8 	 2 . 6 2 	 1 4 . 7 8 	 2 4 7 7 . 5 1 	 3 4 . 1 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 4 3 	 1 2 5 5 2 . 4 7 	 6 5 9 	 2 . 8 3 	 1 9 . 0 5 	 1 9 8 7 . 2 8 	 3 6 . 2 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 4 4 	 1 6 7 . 1 3 	 5 7 	 1 . 4 9 	 2 . 9 3 	 1 1 0 4 . 6 9 	 9 4 . 9 8 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 0   	 S e c o n d P r o f i t P e r s e n t = 2 4   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 4 5 	 1 0 1 4 7 . 3 7 	 6 7 1 	 2 . 5 7 	 1 5 . 1 2 	 2 4 2 9 . 9 9 	 4 2 . 6 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 4 6 	 9 5 0 6 . 9 7 	 7 5 3 	 2 . 4 6 	 1 2 . 6 3 	 2 4 6 2 . 5 9 	 4 1 . 9 1 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 4 7 	 1 2 3 3 4 . 8 7 	 6 8 2 	 2 . 6 2 	 1 8 . 0 9 	 2 4 7 7 . 5 1 	 3 5 . 5 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 4 8 	 9 0 2 9 . 3 8 	 6 7 2 	 2 . 5 1 	 1 3 . 4 4 	 1 9 4 2 . 8 0 	 5 7 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 4 9 	 1 0 5 4 7 . 3 7 	 6 7 7 	 2 . 5 3 	 1 5 . 5 8 	 4 6 4 0 . 0 0 	 5 6 . 6 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 5 0 	 2 7 9 . 1 8 	 2 4 	 2 . 4 5 	 1 1 . 6 3 	 1 0 2 9 . 3 0 	 9 0 . 0 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 5 1 	 1 0 0 6 3 . 5 3 	 6 5 7 	 2 . 6 1 	 1 5 . 3 2 	 2 4 7 6 . 5 0 	 3 5 . 0 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 5 2 	 9 9 3 5 . 7 9 	 7 4 6 	 2 . 6 0 	 1 3 . 3 2 	 1 9 4 2 . 8 0 	 4 1 . 0 1 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 6 4   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 5 3 	 1 0 6 9 8 . 4 0 	 6 5 6 	 2 . 4 4 	 1 6 . 3 1 	 2 6 0 5 . 7 9 	 3 7 . 9 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 5 4 	 1 2 4 7 5 . 7 8 	 6 9 1 	 2 . 5 9 	 1 8 . 0 5 	 2 4 7 7 . 5 1 	 4 0 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 5 5 	 9 6 0 7 . 9 1 	 6 5 5 	 2 . 7 0 	 1 4 . 6 7 	 1 6 2 0 . 7 0 	 3 6 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 5 6 	 1 0 7 0 4 . 1 2 	 6 5 8 	 2 . 4 2 	 1 6 . 2 7 	 4 2 5 0 . 6 9 	 5 0 . 6 0 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 5 7 	 8 9 0 8 . 0 7 	 7 2 1 	 2 . 3 4 	 1 2 . 3 6 	 1 4 7 1 . 9 7 	 4 7 . 5 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 5 8 	 1 3 0 2 9 . 3 7 	 6 6 2 	 2 . 8 6 	 1 9 . 6 8 	 1 9 8 7 . 2 8 	 3 5 . 7 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 5 9 	 1 2 0 2 3 . 7 0 	 6 7 6 	 2 . 7 6 	 1 7 . 7 9 	 3 1 5 3 . 5 7 	 4 5 . 5 0 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 6 0 	 9 9 3 5 . 7 9 	 7 4 6 	 2 . 6 0 	 1 3 . 3 2 	 1 9 4 2 . 8 0 	 4 1 . 0 1 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 6 4   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 6 1 	 2 3 2 6 . 8 5 	 2 1 4 	 2 . 4 4 	 1 0 . 8 7 	 2 0 0 6 . 1 6 	 6 5 . 8 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 6 2 	 1 2 4 9 9 . 1 4 	 6 7 3 	 2 . 6 3 	 1 8 . 5 7 	 2 4 6 3 . 2 3 	 3 1 . 8 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 6 3 	 1 1 4 9 . 6 7 	 1 0 6 	 2 . 5 2 	 1 0 . 8 5 	 1 1 2 8 . 2 0 	 6 4 . 8 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 6 4 	 1 2 7 7 3 . 2 7 	 6 5 7 	 2 . 8 3 	 1 9 . 4 4 	 1 9 8 7 . 2 8 	 3 5 . 0 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 6 5 	 8 9 6 9 . 4 1 	 6 6 2 	 2 . 6 6 	 1 3 . 5 5 	 1 6 2 0 . 7 0 	 3 6 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 6 6 	 1 2 0 1 7 . 1 1 	 6 7 3 	 2 . 6 7 	 1 7 . 8 6 	 2 4 7 7 . 5 1 	 3 4 . 0 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 6 7 	 2 8 0 . 4 8 	 2 7 5 	 1 . 5 1 	 1 . 0 2 	 4 2 7 . 3 5 	 3 2 . 6 9 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 5   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 6 8 	 8 9 1 3 . 0 8 	 6 6 3 	 2 . 7 3 	 1 3 . 4 4 	 1 6 2 0 . 7 0 	 3 6 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 6 9 	 1 4 2 6 9 . 9 8 	 6 5 9 	 2 . 9 8 	 2 1 . 6 5 	 4 2 5 0 . 6 9 	 4 2 . 4 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 7 0 	 1 0 5 8 7 . 0 5 	 5 3 2 	 2 . 5 5 	 1 9 . 9 0 	 5 4 3 5 . 0 7 	 6 4 . 8 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 7 1 	 1 2 1 4 8 . 5 5 	 6 8 2 	 2 . 6 1 	 1 7 . 8 1 	 2 4 7 7 . 5 1 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 7 2 	 1 3 2 5 6 . 8 1 	 6 7 6 	 2 . 6 7 	 1 9 . 6 1 	 2 4 6 3 . 2 3 	 3 6 . 9 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 7 3 	 1 2 3 9 0 . 4 7 	 6 7 2 	 2 . 7 1 	 1 8 . 4 4 	 2 4 7 7 . 5 1 	 3 4 . 7 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 7 4 	 1 0 2 3 7 . 7 0 	 7 2 9 	 2 . 5 0 	 1 4 . 0 4 	 4 6 4 0 . 0 0 	 5 7 . 1 4 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 7 5 	 2 3 3 0 . 8 3 	 2 1 6 	 2 . 4 1 	 1 0 . 7 9 	 2 1 4 1 . 7 3 	 7 0 . 6 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 7 6 	 9 4 4 5 . 7 5 	 6 8 0 	 2 . 5 1 	 1 3 . 8 9 	 1 9 4 2 . 8 0 	 5 4 . 0 3 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 7 7 	 9 6 0 0 . 1 1 	 6 5 6 	 2 . 6 2 	 1 4 . 6 3 	 2 4 7 7 . 5 1 	 3 7 . 7 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 7 8 	 1 2 1 8 0 . 3 9 	 6 7 9 	 2 . 6 5 	 1 7 . 9 4 	 2 4 7 7 . 5 1 	 3 4 . 0 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 7 9 	 1 4 2 9 9 . 1 0 	 6 5 9 	 3 . 2 3 	 2 1 . 7 0 	 3 0 1 5 . 6 8 	 3 1 . 1 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 8 0 	 3 8 3 . 0 7 	 1 9 9 	 1 . 3 9 	 1 . 9 2 	 1 0 7 8 . 2 2 	 7 8 . 0 1 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 8 1 	 5 6 7 . 4 8 	 1 5 2 	 1 . 9 1 	 3 . 7 3 	 8 3 2 . 1 3 	 5 9 . 6 6 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 3   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 8 4   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 8 2 	 9 8 3 9 . 5 9 	 6 5 9 	 2 . 6 8 	 1 4 . 9 3 	 2 4 7 7 . 5 1 	 3 3 . 9 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 8 3 	 1 0 7 4 9 . 1 8 	 6 5 3 	 2 . 8 3 	 1 6 . 4 6 	 2 1 5 9 . 9 3 	 3 1 . 6 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 3   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 8 4 	 1 1 8 6 9 . 4 8 	 6 6 2 	 2 . 6 5 	 1 7 . 9 3 	 2 4 7 7 . 5 1 	 3 4 . 7 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 8 5 	 1 4 4 8 0 . 3 0 	 6 6 4 	 2 . 9 9 	 2 1 . 8 1 	 4 2 5 0 . 6 9 	 4 1 . 7 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 8 6 	 9 5 6 . 4 1 	 5 3 2 	 1 . 7 3 	 1 . 8 0 	 1 3 7 0 . 8 7 	 7 3 . 6 4 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 8 7 	 1 1 2 4 3 . 2 1 	 6 6 6 	 2 . 4 8 	 1 6 . 8 8 	 4 2 5 0 . 6 9 	 4 8 . 2 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 8 8 	 1 0 7 2 7 . 0 5 	 6 4 7 	 2 . 5 1 	 1 6 . 5 8 	 4 5 8 4 . 3 2 	 5 6 . 8 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 4   	 R i s k = 3 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 8 9 	 1 1 6 2 0 . 2 7 	 6 8 3 	 2 . 5 7 	 1 7 . 0 1 	 1 9 4 6 . 1 2 	 3 4 . 2 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 9 0 	 1 0 0 9 6 . 0 9 	 7 0 0 	 2 . 6 1 	 1 4 . 4 2 	 1 9 4 2 . 8 0 	 3 5 . 5 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 9 1 	 1 1 5 5 . 3 0 	 8 8 4 	 1 . 5 5 	 1 . 3 1 	 1 5 7 3 . 4 3 	 8 7 . 6 9 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 9 2 	 9 1 9 . 6 7 	 9 3 4 	 1 . 4 0 	 0 . 9 8 	 1 1 5 3 . 0 3 	 7 3 . 8 9 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 2 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 9 3 	 1 2 4 4 1 . 9 1 	 6 6 8 	 2 . 6 5 	 1 8 . 6 3 	 2 4 6 3 . 2 3 	 3 1 . 9 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 9 4 	 9 8 9 4 . 3 9 	 7 0 3 	 2 . 5 5 	 1 4 . 0 7 	 2 8 2 4 . 7 3 	 4 4 . 0 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 9 5 	 1 0 1 0 6 . 7 5 	 6 5 6 	 2 . 4 8 	 1 5 . 4 1 	 2 4 7 7 . 5 1 	 3 4 . 1 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 9 6 	 1 7 7 0 8 . 4 0 	 6 9 5 	 3 . 1 0 	 2 5 . 4 8 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 9 7 	 9 4 4 5 . 4 5 	 6 8 1 	 2 . 6 1 	 1 3 . 8 7 	 1 9 4 2 . 8 0 	 5 7 . 4 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 9 8 	 1 2 0 4 3 . 1 6 	 6 8 8 	 2 . 5 4 	 1 7 . 5 0 	 2 4 7 7 . 5 1 	 4 0 . 2 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 5 9 9 	 1 2 2 2 6 . 0 6 	 6 8 6 	 2 . 5 9 	 1 7 . 8 2 	 2 4 7 7 . 5 1 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 0 0 	 1 0 2 2 3 . 5 6 	 6 5 5 	 2 . 4 6 	 1 5 . 6 1 	 4 2 5 0 . 6 9 	 5 3 . 0 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 0 1 	 9 9 6 5 . 2 4 	 6 8 6 	 2 . 5 2 	 1 4 . 5 3 	 3 8 3 2 . 3 0 	 6 9 . 9 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 0 2 	 9 6 8 9 . 7 9 	 6 5 3 	 2 . 6 5 	 1 4 . 8 4 	 2 4 7 7 . 5 1 	 3 4 . 1 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 0 3 	 1 1 6 2 0 . 2 7 	 6 8 3 	 2 . 5 7 	 1 7 . 0 1 	 1 9 4 6 . 1 2 	 3 4 . 2 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 0 4 	 1 1 3 3 9 . 3 5 	 6 6 3 	 2 . 5 3 	 1 7 . 1 0 	 2 4 7 7 . 5 1 	 3 4 . 9 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 0 5 	 6 7 2 . 4 1 	 1 4 5 	 2 . 0 4 	 4 . 6 4 	 8 4 2 . 8 7 	 5 6 . 8 7 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 6   	 P i p S t e p = 3 2   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 0 6 	 1 4 1 0 8 . 7 1 	 6 5 4 	 3 . 1 5 	 2 1 . 5 7 	 3 0 1 5 . 6 8 	 3 4 . 9 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 0 7 	 8 7 5 2 . 0 6 	 6 6 6 	 2 . 6 5 	 1 3 . 1 4 	 1 6 0 2 . 9 7 	 3 6 . 6 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 0 8 	 8 3 2 8 . 5 4 	 5 1 8 	 2 . 4 5 	 1 6 . 0 8 	 4 5 2 1 . 6 6 	 6 5 . 0 0 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 0 9 	 1 1 1 8 9 . 8 5 	 6 7 2 	 2 . 5 3 	 1 6 . 6 5 	 1 9 4 6 . 1 2 	 3 4 . 2 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 1 0 	 1 7 7 . 9 6 	 2 0 	 2 . 2 1 	 8 . 9 0 	 9 9 6 . 7 2 	 9 2 . 8 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 1 1 	 1 0 0 3 0 . 5 4 	 6 5 3 	 2 . 4 5 	 1 5 . 3 6 	 2 4 7 7 . 5 1 	 3 4 . 1 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 1 2 	 9 8 8 5 . 6 4 	 7 0 6 	 2 . 4 6 	 1 4 . 0 0 	 1 9 4 2 . 8 0 	 5 6 . 2 8 % 	 D e f a u l t P r o f i t = 1 6   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 3   	 R i s k = 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 1 3 	 1 0 1 3 9 . 6 2 	 6 5 6 	 2 . 4 9 	 1 5 . 4 6 	 2 4 7 7 . 5 1 	 3 4 . 1 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 1 4 	 1 0 0 6 0 . 0 0 	 6 5 4 	 2 . 5 9 	 1 5 . 3 8 	 2 4 7 6 . 5 0 	 3 5 . 0 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 1 5 	 1 1 6 9 8 . 6 8 	 6 5 7 	 2 . 9 7 	 1 7 . 8 1 	 3 1 5 3 . 5 7 	 4 2 . 1 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 1 6 	 9 7 0 4 . 5 3 	 6 5 5 	 2 . 5 7 	 1 4 . 8 2 	 2 4 7 7 . 5 1 	 3 7 . 8 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 1 7 	 1 2 5 3 3 . 8 2 	 6 6 4 	 2 . 8 1 	 1 8 . 8 8 	 2 7 0 0 . 1 6 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 1 8 	 1 4 3 2 0 . 7 1 	 6 6 2 	 2 . 9 8 	 2 1 . 6 3 	 2 4 2 9 . 9 9 	 3 5 . 3 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 1 9 	 1 1 6 2 0 . 2 7 	 6 8 3 	 2 . 5 7 	 1 7 . 0 1 	 1 9 4 6 . 1 2 	 3 4 . 2 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 2 0 	 1 0 1 4 . 0 3 	 7 4 7 	 1 . 3 4 	 1 . 3 6 	 9 8 9 . 3 2 	 7 1 . 9 4 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 8   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 2 1 	 9 8 3 7 . 5 6 	 6 6 1 	 2 . 6 9 	 1 4 . 8 8 	 1 9 8 7 . 2 8 	 3 5 . 3 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 2 2 	 9 6 8 2 . 3 8 	 6 5 5 	 2 . 5 6 	 1 4 . 7 8 	 2 4 7 7 . 5 1 	 3 7 . 8 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 2 3 	 1 0 3 3 5 . 5 7 	 6 5 1 	 2 . 4 3 	 1 5 . 8 8 	 2 4 7 7 . 5 1 	 4 6 . 6 1 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 2 4 	 9 0 5 5 . 7 3 	 6 7 2 	 2 . 5 1 	 1 3 . 4 8 	 1 9 4 2 . 8 0 	 5 7 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 2 5 	 8 1 9 . 2 4 	 5 3 3 	 1 . 5 2 	 1 . 5 4 	 7 4 5 . 7 1 	 7 1 . 2 9 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 2 6 	 1 2 1 7 9 . 9 1 	 6 8 1 	 2 . 6 1 	 1 7 . 8 9 	 2 4 7 7 . 5 1 	 3 4 . 2 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 2 7 	 6 4 9 5 . 8 7 	 6 9 9 	 2 . 1 2 	 9 . 2 9 	 1 9 0 6 . 4 4 	 6 2 . 5 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 2 8 	 1 2 9 8 3 . 5 0 	 6 6 3 	 2 . 8 2 	 1 9 . 5 8 	 1 9 8 7 . 2 8 	 3 4 . 4 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 2 9 	 1 2 7 5 5 . 1 6 	 6 7 1 	 2 . 7 3 	 1 9 . 0 1 	 2 4 6 3 . 2 3 	 3 2 . 1 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 3 0 	 8 8 2 . 2 3 	 4 2 8 	 1 . 5 6 	 2 . 0 6 	 1 6 5 4 . 2 0 	 9 0 . 3 8 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 5   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 4 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 3 1 	 2 2 7 0 . 4 7 	 2 1 4 	 2 . 4 1 	 1 0 . 6 1 	 2 0 0 6 . 1 6 	 6 7 . 0 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 3 2 	 8 2 3 . 9 2 	 4 8 1 	 1 . 5 4 	 1 . 7 1 	 4 0 0 . 5 7 	 2 8 . 3 3 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 3 3 	 1 0 0 9 2 . 2 1 	 6 5 7 	 2 . 5 3 	 1 5 . 3 6 	 2 4 7 7 . 5 1 	 3 4 . 1 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 3 4 	 1 1 7 6 7 . 9 5 	 6 6 5 	 2 . 5 8 	 1 7 . 7 0 	 2 4 7 7 . 5 1 	 3 4 . 0 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 3 5 	 1 0 1 1 9 . 8 7 	 6 5 8 	 2 . 4 7 	 1 5 . 3 8 	 2 4 7 7 . 5 1 	 3 4 . 1 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 3 6 	 1 2 6 5 6 . 0 0 	 6 7 1 	 2 . 7 2 	 1 8 . 8 6 	 2 4 6 3 . 2 3 	 3 1 . 9 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 3 7 	 1 2 1 0 0 . 0 6 	 6 7 8 	 2 . 5 9 	 1 7 . 8 5 	 2 4 7 7 . 5 1 	 4 0 . 2 9 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 3 8 	 1 2 3 0 3 . 6 2 	 6 5 3 	 2 . 9 8 	 1 8 . 8 4 	 4 2 5 9 . 5 8 	 4 2 . 3 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 3 9 	 1 2 7 7 5 . 5 8 	 6 7 7 	 2 . 6 9 	 1 8 . 8 7 	 2 4 6 3 . 2 3 	 3 1 . 8 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 4 0 	 1 2 6 0 8 . 0 2 	 6 5 7 	 2 . 8 2 	 1 9 . 1 9 	 2 7 0 0 . 1 6 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 4 1 	 2 2 8 . 0 0 	 2 0 	 2 . 0 5 	 1 1 . 4 0 	 7 5 5 . 6 3 	 6 9 . 7 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 4   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 4 2 	 9 2 0 5 . 1 8 	 6 8 1 	 2 . 4 8 	 1 3 . 5 2 	 1 9 4 2 . 8 0 	 5 7 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 4 3 	 1 0 4 5 7 . 2 3 	 6 6 3 	 2 . 4 7 	 1 5 . 7 7 	 4 2 5 0 . 6 9 	 5 2 . 6 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 4 4 	 8 9 0 3 . 8 7 	 6 4 1 	 2 . 7 0 	 1 3 . 8 9 	 1 6 2 0 . 7 0 	 3 5 . 7 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 4 5 	 1 0 3 8 7 . 9 6 	 6 5 7 	 2 . 4 4 	 1 5 . 8 1 	 2 4 7 7 . 5 1 	 4 6 . 6 0 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 4 6 	 1 2 6 1 8 . 1 2 	 6 5 7 	 2 . 6 5 	 1 9 . 2 1 	 2 4 6 3 . 2 3 	 3 6 . 8 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 4 7 	 1 0 6 6 7 . 1 2 	 6 5 8 	 2 . 5 1 	 1 6 . 2 1 	 4 2 5 0 . 6 9 	 5 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 4 8 	 9 8 6 9 . 8 0 	 6 9 6 	 2 . 5 8 	 1 4 . 1 8 	 1 9 4 2 . 8 0 	 5 6 . 7 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 4 9 	 1 2 5 1 7 . 6 9 	 6 8 8 	 2 . 6 0 	 1 8 . 1 9 	 2 4 7 7 . 5 1 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 5 0 	 1 1 7 3 7 . 9 0 	 6 6 9 	 2 . 5 7 	 1 7 . 5 5 	 2 4 7 7 . 5 1 	 3 4 . 2 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 5 1 	 1 2 1 7 9 . 9 1 	 6 8 1 	 2 . 6 1 	 1 7 . 8 9 	 2 4 7 7 . 5 1 	 3 4 . 2 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 5 2 	 1 2 6 1 8 . 1 2 	 6 5 7 	 2 . 6 5 	 1 9 . 2 1 	 2 4 6 3 . 2 3 	 3 6 . 8 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 5 3 	 1 1 1 8 9 . 8 5 	 6 7 2 	 2 . 5 3 	 1 6 . 6 5 	 1 9 4 6 . 1 2 	 3 4 . 2 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 5 4 	 4 0 4 . 3 0 	 2 6 4 	 1 . 6 3 	 1 . 5 3 	 4 3 8 . 0 1 	 3 3 . 5 9 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 5   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 4 2   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 5 5 	 1 2 7 0 3 . 1 2 	 6 7 1 	 2 . 7 3 	 1 8 . 9 3 	 2 4 6 3 . 2 3 	 3 2 . 1 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 5 6 	 1 1 3 6 9 . 0 0 	 6 6 9 	 2 . 8 4 	 1 6 . 9 9 	 2 4 2 9 . 9 9 	 3 9 . 1 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 5 7 	 1 1 1 8 9 . 8 5 	 6 7 2 	 2 . 5 3 	 1 6 . 6 5 	 1 9 4 6 . 1 2 	 3 4 . 2 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 5 8 	 1 2 5 3 3 . 8 2 	 6 6 4 	 2 . 8 1 	 1 8 . 8 8 	 2 7 0 0 . 1 6 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 5 9 	 1 3 0 5 5 . 8 7 	 6 7 1 	 2 . 6 8 	 1 9 . 4 6 	 2 4 6 3 . 2 3 	 3 6 . 7 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 6 0 	 1 0 3 6 2 . 2 1 	 6 4 6 	 2 . 6 9 	 1 6 . 0 4 	 1 6 5 4 . 8 5 	 3 4 . 1 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 6 1 	 1 2 6 7 2 . 6 3 	 6 7 8 	 2 . 6 7 	 1 8 . 6 9 	 2 4 6 3 . 2 3 	 3 2 . 0 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 6 2 	 1 2 7 6 2 . 5 8 	 6 5 5 	 2 . 6 9 	 1 9 . 4 8 	 2 4 6 3 . 2 3 	 3 6 . 7 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 6 3 	 1 1 3 5 9 . 5 9 	 6 6 7 	 2 . 8 4 	 1 7 . 0 3 	 2 4 2 9 . 9 9 	 3 9 . 1 0 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 6 4 	 1 0 5 3 4 . 6 6 	 6 5 3 	 2 . 4 9 	 1 6 . 1 3 	 2 4 7 6 . 5 0 	 4 5 . 8 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 6 5 	 2 4 7 0 . 3 2 	 2 6 2 	 2 . 4 8 	 9 . 4 3 	 2 6 3 9 . 1 0 	 9 1 . 2 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 6 6 	 5 8 6 . 6 9 	 6 5 3 	 1 . 3 6 	 0 . 9 0 	 9 7 9 . 7 4 	 6 3 . 8 0 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 6 7 	 1 0 2 3 6 . 0 6 	 7 2 8 	 2 . 4 5 	 1 4 . 0 6 	 4 6 4 0 . 0 0 	 5 7 . 1 4 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 6 8 	 1 4 3 0 4 . 0 4 	 6 5 9 	 3 . 2 3 	 2 1 . 7 1 	 3 0 1 5 . 6 8 	 3 1 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 6 9 	 1 4 4 0 3 . 1 8 	 6 5 7 	 3 . 0 0 	 2 1 . 9 2 	 4 2 5 0 . 6 9 	 4 1 . 7 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 7 0 	 1 2 6 2 9 . 7 1 	 6 5 9 	 2 . 8 4 	 1 9 . 1 6 	 2 7 0 0 . 1 6 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 7 1 	 8 9 7 8 . 2 2 	 6 6 2 	 2 . 6 7 	 1 3 . 5 6 	 1 6 2 0 . 7 0 	 3 6 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 7 2 	 1 3 0 0 3 . 0 2 	 6 6 5 	 2 . 7 0 	 1 9 . 5 5 	 2 4 6 3 . 2 3 	 3 8 . 2 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 7 3 	 1 0 4 0 0 . 1 6 	 6 5 3 	 2 . 4 8 	 1 5 . 9 3 	 4 6 4 0 . 0 0 	 5 7 . 0 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 7 4 	 1 2 4 3 9 . 0 3 	 6 7 3 	 2 . 7 2 	 1 8 . 4 8 	 2 4 7 7 . 5 1 	 3 4 . 7 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 7 5 	 1 0 3 2 . 6 8 	 1 0 6 	 2 . 3 2 	 9 . 7 4 	 1 1 2 8 . 2 0 	 6 4 . 8 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 7 6 	 1 0 6 6 9 . 7 4 	 6 6 7 	 2 . 4 9 	 1 6 . 0 0 	 4 6 4 0 . 0 0 	 5 6 . 6 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 7 7 	 1 1 7 4 9 . 9 9 	 6 8 0 	 2 . 5 0 	 1 7 . 2 8 	 2 4 7 7 . 5 1 	 4 0 . 2 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 7 8 	 1 2 4 9 6 . 4 3 	 6 8 7 	 2 . 6 6 	 1 8 . 1 9 	 2 4 7 7 . 5 1 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 7 9 	 1 2 0 9 4 . 3 4 	 6 7 3 	 2 . 6 3 	 1 7 . 9 7 	 2 4 7 7 . 5 1 	 3 4 . 0 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 8 0 	 5 9 9 . 0 3 	 6 3 9 	 1 . 3 7 	 0 . 9 4 	 9 7 9 . 7 4 	 6 3 . 2 4 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 8 1 	 1 2 0 7 7 . 0 6 	 6 7 9 	 2 . 6 6 	 1 7 . 7 9 	 2 4 7 7 . 5 1 	 3 4 . 1 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 8 2 	 8 4 4 4 . 9 5 	 5 2 4 	 2 . 4 8 	 1 6 . 1 2 	 4 5 2 1 . 6 6 	 6 5 . 0 0 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 8 3 	 1 0 4 8 0 . 1 0 	 6 6 8 	 2 . 5 5 	 1 5 . 6 9 	 1 9 0 6 . 4 4 	 5 7 . 0 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 8 4 	 8 5 0 . 8 4 	 5 0 5 	 1 . 8 3 	 1 . 6 8 	 4 2 0 . 8 7 	 2 7 . 5 0 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 6 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 8 5 	 1 2 6 8 9 . 9 7 	 6 6 5 	 2 . 8 3 	 1 9 . 0 8 	 1 9 8 7 . 2 8 	 3 5 . 4 0 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 8 6 	 1 3 1 4 9 . 2 3 	 6 7 1 	 2 . 6 8 	 1 9 . 6 0 	 2 4 6 3 . 2 3 	 3 7 . 6 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 8 7 	 1 1 4 0 1 . 6 7 	 6 6 2 	 2 . 5 2 	 1 7 . 2 2 	 4 2 5 0 . 6 9 	 4 7 . 6 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 8 8 	 1 4 4 4 2 . 7 5 	 6 5 9 	 3 . 0 3 	 2 1 . 9 2 	 4 2 5 0 . 6 9 	 4 1 . 7 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 8 9 	 1 0 5 6 8 . 7 9 	 6 6 8 	 2 . 5 4 	 1 5 . 8 2 	 2 4 7 6 . 5 0 	 4 5 . 8 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 9 0 	 1 2 6 0 4 . 2 8 	 6 6 2 	 2 . 8 6 	 1 9 . 0 4 	 1 9 8 7 . 2 8 	 3 3 . 4 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 9 1 	 1 1 7 4 5 . 6 4 	 6 6 6 	 2 . 5 8 	 1 7 . 6 4 	 2 4 7 7 . 5 1 	 3 5 . 3 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 9 2 	 1 0 8 1 1 . 7 4 	 5 2 4 	 2 . 5 4 	 2 0 . 6 3 	 5 4 3 5 . 0 7 	 6 4 . 8 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 9 3 	 1 1 9 6 3 . 7 8 	 6 6 3 	 2 . 6 6 	 1 8 . 0 4 	 2 4 7 7 . 5 1 	 3 4 . 6 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 9 4 	 1 2 9 3 5 . 6 5 	 6 6 2 	 2 . 7 1 	 1 9 . 5 4 	 2 4 6 3 . 2 3 	 3 8 . 4 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 9 5 	 8 9 2 4 . 8 4 	 6 5 8 	 2 . 5 2 	 1 3 . 5 6 	 3 7 5 0 . 8 1 	 5 1 . 4 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 9 6 	 1 4 3 5 7 . 9 1 	 6 5 8 	 3 . 1 6 	 2 1 . 8 2 	 3 0 1 5 . 6 8 	 3 4 . 7 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 9 7 	 1 2 0 6 0 . 4 9 	 6 6 0 	 2 . 8 6 	 1 8 . 2 7 	 2 1 5 9 . 9 3 	 3 1 . 4 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 9 8 	 1 3 6 2 1 . 3 4 	 6 7 5 	 2 . 7 0 	 2 0 . 1 8 	 2 4 6 3 . 2 3 	 3 7 . 5 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 6 9 9 	 1 0 5 6 8 . 7 9 	 6 6 8 	 2 . 5 4 	 1 5 . 8 2 	 2 4 7 6 . 5 0 	 4 5 . 8 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 0 0 	 1 0 4 3 8 . 0 0 	 6 6 0 	 2 . 4 8 	 1 5 . 8 2 	 2 4 7 7 . 5 1 	 4 6 . 6 0 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 0 1 	 1 2 1 4 8 . 2 7 	 6 8 2 	 2 . 6 1 	 1 7 . 8 1 	 2 4 7 7 . 5 1 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 0 2 	 5 3 4 5 . 2 1 	 5 1 3 	 2 . 4 9 	 1 0 . 4 2 	 1 5 0 3 . 5 0 	 6 4 . 8 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 0 3 	 1 1 2 4 1 . 2 2 	 6 7 3 	 2 . 5 8 	 1 6 . 7 0 	 3 1 3 2 . 2 5 	 4 0 . 1 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 0 4 	 1 1 7 6 7 . 9 5 	 6 6 5 	 2 . 5 8 	 1 7 . 7 0 	 2 4 7 7 . 5 1 	 3 4 . 0 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 0 5 	 1 2 6 8 3 . 6 9 	 6 6 2 	 2 . 6 3 	 1 9 . 1 6 	 2 4 6 3 . 2 3 	 3 6 . 7 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 0 6 	 1 3 8 5 6 . 4 3 	 6 7 7 	 2 . 7 0 	 2 0 . 4 7 	 3 1 8 3 . 8 2 	 3 5 . 9 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 0 7 	 7 5 3 9 . 7 4 	 5 4 2 	 2 . 5 4 	 1 3 . 9 1 	 1 8 8 6 . 9 6 	 6 4 . 8 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 0 8 	 1 2 9 6 0 . 5 6 	 6 6 0 	 2 . 9 0 	 1 9 . 6 4 	 1 9 8 7 . 2 8 	 3 0 . 8 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 0 9 	 1 1 9 3 6 . 6 4 	 6 6 3 	 2 . 9 8 	 1 8 . 0 0 	 3 1 0 3 . 4 2 	 3 3 . 3 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 1 0 	 1 2 6 2 2 . 2 1 	 6 7 0 	 2 . 8 1 	 1 8 . 8 4 	 4 2 5 0 . 6 9 	 4 7 . 6 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 1 1 	 1 2 5 6 0 . 7 2 	 6 7 8 	 2 . 7 3 	 1 8 . 5 3 	 2 4 7 7 . 5 1 	 3 4 . 0 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 1 2 	 9 1 0 4 . 2 1 	 6 5 8 	 2 . 6 8 	 1 3 . 8 4 	 1 6 0 8 . 1 6 	 3 5 . 7 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 1 3 	 1 3 7 0 7 . 4 6 	 6 8 2 	 2 . 8 1 	 2 0 . 1 0 	 2 4 6 3 . 2 3 	 3 0 . 9 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 1 4 	 1 2 0 8 7 . 8 5 	 6 6 0 	 2 . 6 6 	 1 8 . 3 1 	 2 4 6 3 . 2 3 	 3 1 . 3 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 1 5 	 1 2 8 2 0 . 2 7 	 6 6 9 	 2 . 8 1 	 1 9 . 1 6 	 1 9 8 7 . 2 8 	 3 6 . 3 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 1 6 	 1 3 9 8 6 . 8 9 	 6 8 3 	 2 . 7 1 	 2 0 . 4 8 	 3 1 8 3 . 8 2 	 3 5 . 9 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 1 7 	 1 3 9 4 8 . 9 4 	 7 0 6 	 2 . 6 6 	 1 9 . 7 6 	 2 6 1 4 . 8 8 	 2 9 . 8 1 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 1 8 	 1 2 4 3 5 . 0 1 	 6 7 2 	 2 . 7 5 	 1 8 . 5 0 	 2 4 7 7 . 5 1 	 3 4 . 0 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 1 9 	 1 2 0 9 7 . 8 5 	 6 7 5 	 2 . 6 7 	 1 7 . 9 2 	 2 4 7 7 . 5 1 	 3 4 . 0 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 2 0 	 1 1 2 3 . 4 7 	 6 5 9 	 1 . 2 7 	 1 . 7 0 	 1 4 6 2 . 2 8 	 7 0 . 1 1 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 4   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 2 1 	 1 1 7 8 4 . 4 9 	 6 7 0 	 2 . 6 0 	 1 7 . 5 9 	 2 4 7 7 . 5 1 	 3 4 . 0 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 2 2 	 4 5 9 . 3 0 	 3 7 3 	 1 . 7 1 	 1 . 2 3 	 7 6 2 . 6 2 	 5 1 . 3 2 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 2 3 	 1 2 2 1 0 . 4 9 	 6 8 1 	 2 . 6 2 	 1 7 . 9 3 	 2 4 7 7 . 5 1 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 2 4 	 9 0 2 6 . 1 1 	 5 2 7 	 2 . 6 8 	 1 7 . 1 3 	 2 2 9 1 . 3 6 	 6 4 . 8 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 2 5 	 1 2 7 1 8 . 0 1 	 6 6 0 	 2 . 8 6 	 1 9 . 2 7 	 1 9 8 7 . 2 8 	 3 5 . 2 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 2 6 	 1 2 5 3 8 . 1 6 	 6 7 9 	 2 . 7 0 	 1 8 . 4 7 	 2 4 7 7 . 5 1 	 3 4 . 7 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 2 7 	 9 9 4 2 . 3 3 	 6 6 9 	 2 . 5 0 	 1 4 . 8 6 	 2 4 2 9 . 9 9 	 4 2 . 6 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 2 8 	 1 2 9 5 4 . 2 2 	 6 5 8 	 2 . 8 6 	 1 9 . 6 9 	 1 9 8 7 . 2 8 	 3 6 . 0 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 2 9 	 1 2 5 0 5 . 2 1 	 6 5 6 	 2 . 8 6 	 1 9 . 0 6 	 1 9 8 7 . 2 8 	 3 3 . 4 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 3 0 	 1 1 6 6 5 . 6 8 	 6 6 5 	 2 . 6 2 	 1 7 . 5 4 	 2 4 7 7 . 5 1 	 3 3 . 8 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 3 1 	 1 2 7 8 1 . 6 6 	 6 7 0 	 2 . 8 0 	 1 9 . 0 8 	 1 9 8 7 . 2 8 	 3 6 . 3 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 3 2 	 1 1 6 0 9 . 4 4 	 6 7 2 	 2 . 5 6 	 1 7 . 2 8 	 2 4 7 7 . 5 1 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 3 3 	 9 8 3 9 . 4 9 	 6 8 2 	 2 . 6 1 	 1 4 . 4 3 	 2 5 2 4 . 6 8 	 4 5 . 9 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 3 4 	 1 1 5 5 6 . 6 1 	 6 6 1 	 2 . 6 2 	 1 7 . 4 8 	 2 4 7 7 . 5 1 	 3 4 . 0 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 3 5 	 1 2 9 1 4 . 5 4 	 6 6 8 	 2 . 7 4 	 1 9 . 3 3 	 2 4 6 3 . 2 3 	 3 6 . 6 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 3 6 	 1 2 0 9 7 . 7 0 	 6 5 6 	 2 . 6 5 	 1 8 . 4 4 	 2 4 6 3 . 2 3 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 3 7 	 1 1 9 1 8 . 2 3 	 6 5 5 	 2 . 8 6 	 1 8 . 2 0 	 2 1 5 9 . 9 3 	 3 1 . 6 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 3 8 	 1 2 9 4 5 . 3 6 	 6 6 6 	 2 . 7 0 	 1 9 . 4 4 	 2 4 6 3 . 2 3 	 3 8 . 6 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 3 9 	 9 8 5 . 6 0 	 1 0 6 	 2 . 2 5 	 9 . 3 0 	 1 1 2 8 . 2 0 	 6 4 . 8 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 6   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 4 0 	 1 2 6 1 3 . 8 7 	 6 8 4 	 2 . 6 2 	 1 8 . 4 4 	 2 4 6 3 . 2 3 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 4 1 	 1 3 8 9 8 . 6 6 	 6 8 8 	 2 . 6 7 	 2 0 . 2 0 	 2 6 1 4 . 8 8 	 3 6 . 9 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 4 2 	 1 0 0 8 0 . 9 3 	 5 3 5 	 3 . 0 4 	 1 8 . 8 4 	 1 3 9 0 . 5 0 	 6 4 . 8 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 4 3 	 9 0 9 2 . 4 3 	 6 6 4 	 2 . 5 0 	 1 3 . 6 9 	 3 7 5 0 . 8 1 	 5 0 . 6 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 4 4 	 1 2 7 7 3 . 2 7 	 6 5 7 	 2 . 8 3 	 1 9 . 4 4 	 1 9 8 7 . 2 8 	 3 5 . 0 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 4 5 	 1 2 5 3 8 . 1 6 	 6 7 9 	 2 . 7 0 	 1 8 . 4 7 	 2 4 7 7 . 5 1 	 3 4 . 7 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 4 6 	 1 0 9 2 4 . 8 2 	 6 6 2 	 2 . 8 6 	 1 6 . 5 0 	 3 1 5 3 . 5 7 	 4 4 . 1 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 4 7 	 1 1 2 6 1 . 0 5 	 6 6 6 	 2 . 5 1 	 1 6 . 9 1 	 4 2 5 0 . 6 9 	 4 8 . 1 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 4 8 	 1 1 7 5 9 . 8 7 	 6 7 4 	 2 . 5 9 	 1 7 . 4 5 	 2 4 7 7 . 5 1 	 3 4 . 1 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 4 9 	 1 3 7 3 5 . 6 8 	 6 5 9 	 3 . 0 2 	 2 0 . 8 4 	 4 2 5 0 . 6 9 	 4 4 . 0 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 5 0 	 1 2 6 9 6 . 2 7 	 6 8 4 	 2 . 6 3 	 1 8 . 5 6 	 2 4 6 3 . 2 3 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 5 1 	 8 5 1 . 4 8 	 6 4 2 	 1 . 6 1 	 1 . 3 3 	 7 1 7 . 0 0 	 3 9 . 5 7 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 4 2   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 5 2 	 1 0 1 9 1 . 0 5 	 6 5 5 	 2 . 5 2 	 1 5 . 5 6 	 4 2 5 0 . 6 9 	 5 3 . 4 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 5 3 	 7 7 5 . 0 7 	 5 2 9 	 1 . 5 1 	 1 . 4 7 	 3 9 3 . 3 3 	 2 8 . 6 9 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 1 . 3   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 5 4 	 1 2 4 2 0 . 8 8 	 6 5 2 	 2 . 6 4 	 1 9 . 0 5 	 2 4 6 3 . 2 3 	 3 8 . 1 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 5 5 	 1 1 6 2 1 . 1 2 	 6 5 5 	 2 . 7 0 	 1 7 . 7 4 	 2 4 6 3 . 2 3 	 3 4 . 9 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 5 6 	 1 1 7 9 1 . 5 5 	 6 6 9 	 2 . 5 7 	 1 7 . 6 3 	 2 4 7 7 . 5 1 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 5 7 	 9 1 0 3 . 2 8 	 6 5 6 	 2 . 7 0 	 1 3 . 8 8 	 1 6 0 8 . 1 6 	 3 5 . 7 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 5 8 	 1 0 4 3 7 . 8 7 	 6 5 7 	 2 . 6 2 	 1 5 . 8 9 	 1 6 5 4 . 8 5 	 3 4 . 8 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 5 9 	 1 2 3 6 7 . 0 1 	 8 2 9 	 2 . 7 8 	 1 4 . 9 2 	 3 1 5 3 . 5 7 	 5 2 . 0 5 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 6   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 6 0 	 1 2 6 0 8 . 0 2 	 6 5 7 	 2 . 8 2 	 1 9 . 1 9 	 2 7 0 0 . 1 6 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 6 1 	 1 2 7 5 7 . 4 4 	 6 6 5 	 2 . 8 3 	 1 9 . 1 8 	 1 9 8 7 . 2 8 	 3 5 . 3 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 6 2 	 1 2 1 8 7 . 4 5 	 6 7 5 	 2 . 5 8 	 1 8 . 0 6 	 2 4 6 3 . 2 3 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 6 3 	 8 7 6 4 . 8 5 	 6 6 4 	 2 . 5 6 	 1 3 . 2 0 	 2 4 2 9 . 9 9 	 4 7 . 9 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 6 4 	 1 2 9 8 3 . 5 0 	 6 6 3 	 2 . 8 2 	 1 9 . 5 8 	 1 9 8 7 . 2 8 	 3 4 . 4 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 6 5 	 1 2 4 7 5 . 7 8 	 6 9 1 	 2 . 5 9 	 1 8 . 0 5 	 2 4 7 7 . 5 1 	 4 0 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 6 6 	 1 2 5 1 7 . 6 9 	 6 8 8 	 2 . 6 0 	 1 8 . 1 9 	 2 4 7 7 . 5 1 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 6 7 	 1 0 6 1 4 . 0 8 	 6 5 6 	 2 . 4 2 	 1 6 . 1 8 	 2 4 7 6 . 5 0 	 4 5 . 8 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 6 8 	 1 2 4 1 7 . 9 6 	 6 7 8 	 2 . 6 5 	 1 8 . 3 2 	 2 4 6 3 . 2 3 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 6 9 	 1 2 1 5 6 . 7 5 	 6 8 3 	 2 . 6 4 	 1 7 . 8 0 	 2 4 7 7 . 5 1 	 3 4 . 1 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 7 0 	 1 2 3 2 0 . 7 9 	 6 7 2 	 2 . 7 1 	 1 8 . 3 3 	 2 4 7 7 . 5 1 	 3 4 . 8 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 7 1 	 1 2 0 1 3 . 7 5 	 6 7 7 	 2 . 6 6 	 1 7 . 7 5 	 2 4 7 7 . 5 1 	 3 4 . 1 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 7 2 	 1 3 1 7 1 . 7 0 	 6 7 2 	 2 . 6 9 	 1 9 . 6 0 	 2 4 6 3 . 2 3 	 3 7 . 0 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 7 3 	 9 9 7 3 . 9 8 	 6 9 5 	 2 . 6 0 	 1 4 . 3 5 	 1 9 0 6 . 4 4 	 5 5 . 5 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 7 4 	 1 0 1 5 3 . 6 6 	 6 6 4 	 2 . 6 5 	 1 5 . 2 9 	 2 4 7 6 . 5 0 	 3 5 . 0 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 7 5 	 1 2 5 1 3 . 8 2 	 6 7 1 	 2 . 6 7 	 1 8 . 6 5 	 2 4 6 3 . 2 3 	 3 4 . 7 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 7 6 	 1 2 5 6 0 . 7 2 	 6 7 8 	 2 . 7 3 	 1 8 . 5 3 	 2 4 7 7 . 5 1 	 3 4 . 0 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 7 7 	 1 2 8 3 9 . 3 4 	 6 7 9 	 2 . 6 8 	 1 8 . 9 1 	 2 4 6 3 . 2 3 	 3 1 . 8 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 7 8 	 1 3 0 6 0 . 5 4 	 6 6 3 	 2 . 7 3 	 1 9 . 7 0 	 2 4 6 3 . 2 3 	 3 7 . 2 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 7 9 	 1 0 5 6 8 . 7 9 	 6 6 8 	 2 . 5 4 	 1 5 . 8 2 	 2 4 7 6 . 5 0 	 4 5 . 8 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 8 0 	 9 7 0 0 . 0 2 	 6 5 3 	 2 . 6 5 	 1 4 . 8 5 	 2 4 7 7 . 5 1 	 3 4 . 1 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 8 1 	 1 0 5 7 8 . 4 2 	 6 7 1 	 2 . 5 5 	 1 5 . 7 7 	 2 4 2 9 . 9 9 	 4 0 . 5 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 8 2 	 1 2 7 1 5 . 9 0 	 6 7 3 	 2 . 7 1 	 1 8 . 8 9 	 4 2 5 0 . 6 9 	 4 6 . 9 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 3   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 6 6   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 8 3 	 1 2 6 4 2 . 7 3 	 6 7 0 	 2 . 8 1 	 1 8 . 8 7 	 2 7 0 0 . 1 6 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 8 4 	 1 1 6 9 1 . 7 6 	 6 5 8 	 2 . 7 6 	 1 7 . 7 7 	 3 1 5 3 . 5 7 	 4 2 . 5 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 8 5 	 1 4 2 7 8 . 5 1 	 6 5 9 	 3 . 0 4 	 2 1 . 6 7 	 4 2 5 0 . 6 9 	 4 2 . 0 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 8 6 	 9 5 2 6 . 5 0 	 6 5 6 	 2 . 5 4 	 1 4 . 5 2 	 1 9 8 7 . 2 8 	 3 6 . 7 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 8 7 	 1 4 3 3 5 . 4 7 	 6 6 0 	 3 . 0 9 	 2 1 . 7 2 	 3 0 1 5 . 6 8 	 3 1 . 6 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 8 8 	 1 2 7 7 0 . 3 1 	 6 7 7 	 2 . 6 9 	 1 8 . 8 6 	 2 4 6 3 . 2 3 	 3 1 . 8 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 8 9 	 1 1 2 4 8 . 5 7 	 6 5 7 	 2 . 9 0 	 1 7 . 1 2 	 2 1 5 9 . 9 3 	 3 1 . 5 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 9 0 	 1 0 2 4 1 . 4 7 	 6 6 2 	 2 . 4 7 	 1 5 . 4 7 	 2 4 7 7 . 5 1 	 3 4 . 1 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 9 1 	 1 9 4 . 6 4 	 1 6 	 2 . 2 0 	 1 2 . 1 7 	 9 3 4 . 0 8 	 8 5 . 8 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 7   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 9 2 	 1 4 2 0 0 . 6 7 	 6 6 4 	 3 . 0 5 	 2 1 . 3 9 	 4 2 5 0 . 6 9 	 4 2 . 0 2 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 9 3 	 1 4 0 7 . 1 0 	 1 6 0 	 2 . 6 5 	 8 . 7 9 	 1 7 1 9 . 6 9 	 8 0 . 1 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 8 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 9 4 	 1 1 3 3 2 . 3 2 	 6 5 7 	 2 . 9 2 	 1 7 . 2 5 	 2 1 5 9 . 9 3 	 3 1 . 4 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 9 5 	 1 2 5 0 7 . 8 4 	 6 5 4 	 2 . 8 8 	 1 9 . 1 3 	 4 2 5 0 . 6 9 	 4 6 . 4 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 9 6 	 1 0 6 7 1 . 1 8 	 6 6 7 	 2 . 4 9 	 1 6 . 0 0 	 4 6 4 0 . 0 0 	 5 6 . 6 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 9 7 	 1 3 7 2 5 . 4 7 	 6 7 7 	 2 . 7 1 	 2 0 . 2 7 	 2 4 6 3 . 2 3 	 3 6 . 0 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 9 8 	 1 2 0 1 3 . 7 5 	 6 7 7 	 2 . 6 6 	 1 7 . 7 5 	 2 4 7 7 . 5 1 	 3 4 . 1 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 7 9 9 	 1 4 7 5 0 . 4 0 	 6 7 2 	 3 . 0 7 	 2 1 . 9 5 	 3 8 9 2 . 3 5 	 3 6 . 5 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 0 0 	 1 2 6 1 3 . 8 7 	 6 8 4 	 2 . 6 2 	 1 8 . 4 4 	 2 4 6 3 . 2 3 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 0 1 	 1 2 0 4 1 . 7 3 	 6 5 4 	 2 . 8 6 	 1 8 . 4 1 	 2 1 5 9 . 9 3 	 3 1 . 4 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 0 2 	 1 1 5 2 7 . 2 1 	 6 6 3 	 2 . 5 6 	 1 7 . 3 9 	 2 4 7 7 . 5 1 	 3 4 . 2 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 0 3 	 1 2 9 8 3 . 6 9 	 6 6 0 	 2 . 7 2 	 1 9 . 6 7 	 2 4 6 3 . 2 3 	 3 7 . 2 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 0 4 	 1 5 1 . 7 0 	 6 1 	 1 . 3 1 	 2 . 4 9 	 1 1 0 4 . 6 9 	 9 5 . 7 7 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 2   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 2 4   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 0 5 	 1 2 6 1 2 . 9 6 	 6 5 7 	 2 . 8 5 	 1 9 . 2 0 	 2 7 0 0 . 1 6 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 0 6 	 1 2 8 7 0 . 6 7 	 6 8 1 	 2 . 6 7 	 1 8 . 9 0 	 2 4 6 3 . 2 3 	 3 1 . 8 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 0 7 	 7 4 4 3 . 7 1 	 6 8 6 	 2 . 7 3 	 1 0 . 8 5 	 2 0 9 8 . 7 0 	 3 4 . 2 0 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 6   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 0 8 	 1 0 0 5 7 . 4 0 	 6 7 1 	 2 . 5 9 	 1 4 . 9 9 	 2 4 2 9 . 9 9 	 4 1 . 7 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 0 9 	 1 4 3 4 9 . 7 0 	 6 6 4 	 2 . 9 9 	 2 1 . 6 1 	 4 2 5 0 . 6 9 	 4 1 . 5 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 1 0 	 1 2 5 9 8 . 6 5 	 6 7 8 	 2 . 6 8 	 1 8 . 5 8 	 2 4 6 3 . 2 3 	 3 1 . 1 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 1 1 	 1 2 1 5 1 . 0 2 	 6 6 5 	 2 . 6 9 	 1 8 . 2 7 	 2 4 7 7 . 5 1 	 3 4 . 9 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 1 2 	 1 1 5 0 3 . 7 9 	 6 7 4 	 2 . 4 6 	 1 7 . 0 7 	 2 4 7 7 . 5 1 	 4 0 . 2 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 1 3 	 1 2 7 8 0 . 0 5 	 6 7 7 	 2 . 7 0 	 1 8 . 8 8 	 2 4 6 3 . 2 3 	 3 1 . 9 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 1 4 	 1 2 7 1 0 . 7 6 	 6 7 1 	 2 . 7 2 	 1 8 . 9 4 	 2 4 6 3 . 2 3 	 3 2 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 1 5 	 2 8 1 6 . 4 7 	 6 5 3 	 1 . 6 2 	 4 . 3 1 	 1 0 8 4 . 3 1 	 4 7 . 7 0 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 5   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 0   	 S e c o n d P r o f i t P e r s e n t = 2 6   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 1 6 	 1 2 2 2 6 . 0 6 	 6 8 6 	 2 . 5 9 	 1 7 . 8 2 	 2 4 7 7 . 5 1 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 1 7 	 1 2 0 1 8 . 8 8 	 6 6 3 	 2 . 9 5 	 1 8 . 1 3 	 3 1 5 3 . 5 7 	 4 1 . 3 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 1 8 	 1 1 2 4 8 . 5 7 	 6 5 7 	 2 . 9 0 	 1 7 . 1 2 	 2 1 5 9 . 9 3 	 3 1 . 5 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 1 9 	 1 4 8 . 7 4 	 6 1 	 1 . 3 0 	 2 . 4 4 	 1 1 0 4 . 6 9 	 9 6 . 0 1 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 2   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 2 4   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 2 0 	 1 4 2 7 5 . 5 9 	 6 5 4 	 3 . 2 2 	 2 1 . 8 3 	 3 0 1 5 . 6 8 	 3 1 . 0 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 2 1 	 7 9 3 9 . 6 5 	 6 9 7 	 2 . 5 0 	 1 1 . 3 9 	 2 0 9 8 . 7 0 	 3 4 . 2 0 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 2 2 	 1 2 4 2 . 1 6 	 3 9 7 	 2 . 0 7 	 3 . 1 3 	 4 3 7 . 1 2 	 2 5 . 3 1 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 0   	 S e c o n d P r o f i t P e r s e n t = 5 6   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 2 3 	 1 2 4 3 6 . 0 4 	 6 6 2 	 2 . 8 4 	 1 8 . 7 9 	 2 7 0 0 . 1 6 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 2 4 	 1 2 0 8 8 . 9 3 	 6 6 6 	 2 . 6 7 	 1 8 . 1 5 	 2 4 6 3 . 2 3 	 3 4 . 1 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 2 5 	 1 2 7 6 4 . 3 6 	 6 6 4 	 2 . 8 5 	 1 9 . 2 2 	 1 9 8 7 . 2 8 	 3 6 . 1 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 2 6 	 1 2 1 2 6 . 6 6 	 6 7 1 	 2 . 6 0 	 1 8 . 0 7 	 2 4 6 3 . 2 3 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 2 7 	 1 2 9 6 6 . 3 2 	 6 6 5 	 2 . 7 1 	 1 9 . 5 0 	 2 4 6 3 . 2 3 	 3 6 . 8 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 2 8 	 1 2 9 9 8 . 6 1 	 6 6 5 	 2 . 7 0 	 1 9 . 5 5 	 2 4 6 3 . 2 3 	 3 8 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 2 9 	 1 4 1 6 2 . 0 2 	 6 5 3 	 3 . 0 4 	 2 1 . 6 9 	 4 2 5 0 . 6 9 	 4 2 . 0 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 3 0 	 1 2 3 6 0 . 0 3 	 6 6 8 	 2 . 6 4 	 1 8 . 5 0 	 2 4 6 3 . 2 3 	 3 2 . 1 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 3 1 	 1 2 1 0 3 . 2 1 	 6 7 5 	 2 . 6 7 	 1 7 . 9 3 	 2 4 7 7 . 5 1 	 3 4 . 0 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 3 2 	 1 2 0 8 3 . 8 0 	 6 6 5 	 2 . 6 7 	 1 8 . 1 7 	 2 4 7 7 . 5 1 	 3 4 . 7 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 3 3 	 1 2 4 3 5 . 0 1 	 6 7 2 	 2 . 7 5 	 1 8 . 5 0 	 2 4 7 7 . 5 1 	 3 4 . 0 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 3 4 	 1 2 6 6 4 . 1 1 	 6 7 1 	 2 . 7 2 	 1 8 . 8 7 	 2 4 6 3 . 2 3 	 3 2 . 1 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 3 5 	 1 3 9 9 6 . 4 6 	 6 9 7 	 2 . 7 1 	 2 0 . 0 8 	 2 6 1 4 . 8 8 	 3 5 . 2 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 3 6 	 1 2 5 8 4 . 4 8 	 6 7 7 	 2 . 6 2 	 1 8 . 5 9 	 2 4 6 3 . 2 3 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 3 7 	 1 3 0 5 5 . 8 7 	 6 7 1 	 2 . 6 8 	 1 9 . 4 6 	 2 4 6 3 . 2 3 	 3 6 . 7 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 3 8 	 1 0 1 8 7 . 2 5 	 6 6 8 	 2 . 4 7 	 1 5 . 2 5 	 2 4 2 9 . 9 9 	 4 1 . 8 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 3 9 	 1 4 4 9 8 . 9 7 	 6 6 9 	 3 . 0 5 	 2 1 . 6 7 	 2 4 2 9 . 9 9 	 3 4 . 2 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 4 0 	 6 4 9 . 9 3 	 4 4 3 	 1 . 4 1 	 1 . 4 7 	 1 2 4 9 . 8 2 	 7 7 . 9 7 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 5   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 4 1 	 1 2 6 4 2 . 1 5 	 6 5 5 	 2 . 8 6 	 1 9 . 3 0 	 1 9 8 7 . 2 8 	 3 3 . 3 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 4 2 	 4 9 7 . 1 0 	 4 9 0 	 1 . 4 9 	 1 . 0 1 	 1 2 4 5 . 7 4 	 8 1 . 8 8 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 4 3 	 1 8 1 . 5 8 	 2 0 	 2 . 2 3 	 9 . 0 8 	 9 9 6 . 7 2 	 9 2 . 9 1 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 4 4 	 1 1 1 5 5 . 1 6 	 6 7 6 	 2 . 5 3 	 1 6 . 5 0 	 1 9 4 7 . 5 8 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 4 5 	 1 2 3 4 2 . 6 5 	 6 7 3 	 2 . 7 1 	 1 8 . 3 4 	 2 4 7 7 . 5 1 	 3 4 . 8 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 4 6 	 7 0 7 1 . 6 0 	 7 0 0 	 2 . 0 4 	 1 0 . 1 0 	 2 0 6 9 . 3 0 	 5 4 . 8 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 4 7 	 1 3 9 3 7 . 9 6 	 7 0 2 	 2 . 6 7 	 1 9 . 8 5 	 2 6 1 4 . 8 8 	 2 9 . 8 1 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 4 8 	 1 1 6 5 3 . 2 9 	 6 5 7 	 2 . 6 9 	 1 7 . 7 4 	 2 4 6 3 . 2 3 	 3 4 . 9 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 4 9 	 1 2 7 5 7 . 4 4 	 6 6 5 	 2 . 8 3 	 1 9 . 1 8 	 1 9 8 7 . 2 8 	 3 5 . 3 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 5 0 	 1 2 1 8 0 . 3 9 	 6 7 9 	 2 . 6 5 	 1 7 . 9 4 	 2 4 7 7 . 5 1 	 3 4 . 0 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 5 1 	 1 6 0 2 . 2 2 	 9 1 8 	 1 . 3 2 	 1 . 7 5 	 2 4 3 2 . 8 8 	 9 4 . 4 4 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 2   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 5 2 	 1 0 9 0 7 . 6 6 	 6 8 4 	 2 . 5 1 	 1 5 . 9 5 	 3 1 3 2 . 2 5 	 4 0 . 3 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 5 3 	 1 2 6 2 1 . 4 5 	 6 8 4 	 2 . 6 2 	 1 8 . 4 5 	 2 4 6 3 . 2 3 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 5 4 	 1 4 1 6 1 . 5 0 	 6 5 3 	 3 . 0 4 	 2 1 . 6 9 	 4 2 5 0 . 6 9 	 4 2 . 0 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 5 5 	 1 5 3 8 9 . 8 0 	 6 5 9 	 3 . 0 4 	 2 3 . 3 5 	 2 6 9 0 . 8 8 	 3 0 . 3 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 5 6 	 1 0 3 6 2 . 2 1 	 6 4 6 	 2 . 6 9 	 1 6 . 0 4 	 1 6 5 4 . 8 5 	 3 4 . 1 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 5 7 	 1 2 3 7 5 . 1 8 	 6 5 5 	 2 . 9 1 	 1 8 . 8 9 	 1 9 8 7 . 2 8 	 3 2 . 6 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 5 8 	 1 2 3 9 5 . 9 3 	 6 8 3 	 2 . 6 3 	 1 8 . 1 5 	 2 4 7 7 . 5 1 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 5 9 	 1 7 7 . 9 6 	 2 0 	 2 . 2 1 	 8 . 9 0 	 9 9 6 . 7 2 	 9 2 . 8 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 6 0 	 1 2 2 2 3 . 2 5 	 6 6 9 	 2 . 6 4 	 1 8 . 2 7 	 2 4 6 3 . 2 3 	 3 1 . 1 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 6 1 	 1 2 0 6 4 . 1 7 	 6 7 6 	 2 . 5 8 	 1 7 . 8 5 	 2 4 7 7 . 5 1 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 6 2 	 1 2 1 7 9 . 9 1 	 6 8 1 	 2 . 6 1 	 1 7 . 8 9 	 2 4 7 7 . 5 1 	 3 4 . 2 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 6 3 	 1 3 7 0 7 . 2 0 	 6 8 2 	 2 . 8 1 	 2 0 . 1 0 	 2 4 6 3 . 2 3 	 3 0 . 9 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 6 4 	 1 2 3 2 9 . 8 3 	 6 6 2 	 2 . 8 3 	 1 8 . 6 3 	 2 7 0 0 . 1 6 	 3 3 . 5 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 6 5 	 1 2 5 1 9 . 9 3 	 6 6 0 	 2 . 8 2 	 1 8 . 9 7 	 1 9 8 7 . 2 8 	 3 6 . 5 0 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 6 6 	 1 3 3 0 5 . 0 0 	 6 6 8 	 2 . 9 2 	 1 9 . 9 2 	 1 9 8 7 . 2 8 	 2 9 . 9 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 6 7 	 1 3 1 7 2 . 8 4 	 6 7 1 	 2 . 6 9 	 1 9 . 6 3 	 2 4 6 3 . 2 3 	 3 6 . 9 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 6 8 	 1 4 2 2 0 . 6 8 	 6 6 1 	 3 . 1 2 	 2 1 . 5 1 	 3 0 1 5 . 6 8 	 3 4 . 9 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 6 9 	 1 1 0 5 8 . 4 3 	 6 6 0 	 2 . 8 9 	 1 6 . 7 6 	 1 7 1 6 . 0 7 	 3 0 . 1 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 7 0 	 1 2 6 7 0 . 2 2 	 6 7 1 	 2 . 7 3 	 1 8 . 8 8 	 2 4 6 3 . 2 3 	 3 2 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 7 1 	 1 2 6 3 1 . 7 2 	 6 6 4 	 2 . 8 6 	 1 9 . 0 2 	 2 7 0 0 . 1 6 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 7 2 	 1 2 5 2 7 . 5 5 	 6 5 6 	 2 . 9 2 	 1 9 . 1 0 	 3 1 0 3 . 4 2 	 4 0 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 7 3 	 1 1 5 8 4 . 1 4 	 6 7 9 	 2 . 6 0 	 1 7 . 0 6 	 1 9 4 6 . 1 2 	 3 4 . 2 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 7 4 	 1 2 6 1 8 . 1 2 	 6 5 7 	 2 . 6 5 	 1 9 . 2 1 	 2 4 6 3 . 2 3 	 3 6 . 8 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 7 5 	 2 9 7 2 . 5 1 	 6 0 1 	 2 . 0 7 	 4 . 9 5 	 1 5 7 9 . 0 3 	 4 2 . 7 8 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 3   	 P i p S t e p = 3 4   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 8 4   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 7 6 	 1 4 4 7 5 . 7 1 	 6 6 4 	 3 . 1 3 	 2 1 . 8 0 	 3 0 1 5 . 6 8 	 3 4 . 7 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 7 7 	 5 3 8 . 4 1 	 4 8 1 	 1 . 4 5 	 1 . 1 2 	 1 2 0 1 . 3 7 	 7 1 . 1 1 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 7 8 	 1 2 0 1 7 . 1 1 	 6 7 3 	 2 . 6 7 	 1 7 . 8 6 	 2 4 7 7 . 5 1 	 3 4 . 0 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 7 9 	 1 2 5 3 8 . 1 6 	 6 7 9 	 2 . 7 0 	 1 8 . 4 7 	 2 4 7 7 . 5 1 	 3 4 . 7 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 8 0 	 1 1 7 8 6 . 9 6 	 6 7 2 	 2 . 5 6 	 1 7 . 5 4 	 2 4 7 7 . 5 1 	 3 4 . 2 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 8 1 	 1 4 0 2 9 . 1 6 	 6 5 3 	 3 . 0 6 	 2 1 . 4 8 	 4 2 5 0 . 6 9 	 4 2 . 0 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 8 2 	 1 7 7 3 7 . 7 9 	 6 9 6 	 3 . 1 0 	 2 5 . 4 9 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 8 3 	 7 8 8 7 . 4 8 	 6 9 9 	 2 . 2 0 	 1 1 . 2 8 	 1 5 8 5 . 3 6 	 5 1 . 7 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 8 4 	 1 3 3 5 9 . 2 8 	 6 6 5 	 2 . 7 2 	 2 0 . 0 9 	 2 4 6 3 . 2 3 	 3 7 . 7 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 8 5 	 1 1 6 0 9 . 4 4 	 6 7 2 	 2 . 5 6 	 1 7 . 2 8 	 2 4 7 7 . 5 1 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 8 6 	 1 2 9 2 9 . 1 5 	 6 5 6 	 2 . 8 5 	 1 9 . 7 1 	 1 9 8 7 . 2 8 	 3 5 . 7 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 8 7 	 1 2 4 3 3 . 2 6 	 6 7 3 	 2 . 7 2 	 1 8 . 4 7 	 2 4 7 7 . 5 1 	 3 4 . 7 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 8 8 	 1 2 4 8 6 . 3 3 	 6 8 2 	 2 . 6 2 	 1 8 . 3 1 	 2 4 6 3 . 2 3 	 4 0 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 8 9 	 7 2 6 6 . 5 1 	 6 8 4 	 2 . 5 2 	 1 0 . 6 2 	 1 8 3 6 . 4 1 	 4 1 . 6 4 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 6   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 9 0 	 1 2 6 7 4 . 2 4 	 6 6 3 	 2 . 8 1 	 1 9 . 1 2 	 2 7 0 0 . 1 6 	 3 2 . 3 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 9 1 	 1 2 9 4 2 . 2 5 	 6 6 7 	 2 . 8 5 	 1 9 . 4 0 	 2 7 0 0 . 1 6 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 9 2 	 1 3 0 5 5 . 8 7 	 6 7 1 	 2 . 6 8 	 1 9 . 4 6 	 2 4 6 3 . 2 3 	 3 6 . 7 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 9 3 	 1 4 0 9 7 . 3 4 	 6 4 8 	 3 . 1 7 	 2 1 . 7 6 	 3 0 1 5 . 6 8 	 3 4 . 7 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 9 4 	 1 3 8 9 8 . 1 8 	 6 7 8 	 2 . 7 4 	 2 0 . 5 0 	 3 1 8 3 . 8 2 	 3 5 . 9 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 9 5 	 1 4 3 9 5 . 4 1 	 6 8 1 	 2 . 8 1 	 2 1 . 1 4 	 3 1 7 0 . 6 9 	 3 4 . 7 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 9 6 	 1 1 7 3 7 . 9 0 	 6 6 9 	 2 . 5 7 	 1 7 . 5 5 	 2 4 7 7 . 5 1 	 3 4 . 2 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 9 7 	 1 3 4 8 1 . 1 8 	 6 6 3 	 2 . 7 9 	 2 0 . 3 3 	 2 4 6 3 . 2 3 	 3 7 . 3 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 9 8 	 1 7 5 . 7 0 	 2 0 	 2 . 1 8 	 8 . 7 8 	 9 9 6 . 7 2 	 9 3 . 0 4 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 8 9 9 	 8 6 8 7 . 3 0 	 6 9 6 	 2 . 9 1 	 1 2 . 4 8 	 2 0 9 8 . 7 0 	 3 2 . 6 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 0 0 	 1 1 7 8 7 . 7 9 	 6 7 0 	 2 . 6 0 	 1 7 . 5 9 	 2 4 7 7 . 5 1 	 3 4 . 0 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 0 1 	 1 4 2 3 3 . 8 8 	 6 6 3 	 3 . 0 1 	 2 1 . 4 7 	 4 2 5 0 . 6 9 	 4 1 . 9 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 0 2 	 1 2 7 1 8 . 0 1 	 6 6 0 	 2 . 8 6 	 1 9 . 2 7 	 1 9 8 7 . 2 8 	 3 5 . 2 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 0 3 	 1 1 9 3 0 . 1 2 	 6 6 6 	 2 . 6 7 	 1 7 . 9 1 	 2 4 7 7 . 5 1 	 3 3 . 8 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 0 4 	 1 3 5 2 1 . 6 5 	 6 5 4 	 2 . 9 1 	 2 0 . 6 8 	 4 2 5 0 . 6 9 	 4 0 . 4 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 0 5 	 1 2 6 1 9 . 5 4 	 6 5 9 	 2 . 8 3 	 1 9 . 1 5 	 1 9 8 7 . 2 8 	 3 5 . 3 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 0 6 	 8 5 4 6 . 4 7 	 6 9 0 	 2 . 8 7 	 1 2 . 3 9 	 2 0 9 8 . 7 0 	 3 2 . 6 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 0 7 	 5 1 4 . 3 0 	 3 9 1 	 1 . 6 4 	 1 . 3 2 	 5 3 0 . 1 9 	 5 1 . 7 8 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 1   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 0 8 	 1 1 8 5 5 . 6 9 	 6 5 8 	 3 . 0 1 	 1 8 . 0 2 	 3 1 0 3 . 4 2 	 3 3 . 4 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 0 9 	 1 1 2 2 5 . 9 8 	 6 6 3 	 2 . 5 3 	 1 6 . 9 3 	 3 3 6 3 . 5 1 	 4 0 . 3 3 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 1 0 	 1 2 3 9 3 . 8 3 	 6 6 0 	 2 . 6 8 	 1 8 . 7 8 	 2 4 6 3 . 2 3 	 3 2 . 2 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 1 1 	 1 2 2 3 1 . 3 8 	 6 6 2 	 2 . 8 2 	 1 8 . 4 8 	 2 7 0 0 . 1 6 	 3 3 . 7 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 1 2 	 1 2 6 8 9 . 3 7 	 6 6 3 	 2 . 6 3 	 1 9 . 1 4 	 2 4 6 3 . 2 3 	 3 6 . 7 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 1 3 	 1 1 9 0 2 . 5 1 	 6 8 9 	 2 . 5 7 	 1 7 . 2 8 	 2 4 7 7 . 5 1 	 4 0 . 2 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 1 4 	 1 4 3 5 1 . 9 6 	 6 8 9 	 2 . 7 2 	 2 0 . 8 3 	 2 6 1 4 . 8 8 	 3 5 . 7 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 1 5 	 1 0 3 5 . 5 5 	 4 0 9 	 1 . 7 7 	 2 . 5 3 	 1 0 2 9 . 9 7 	 5 2 . 6 0 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 6 0   	 S e c o n d P r o f i t P e r s e n t = 3 6   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 1 6 	 1 2 5 0 5 . 2 1 	 6 5 6 	 2 . 8 6 	 1 9 . 0 6 	 1 9 8 7 . 2 8 	 3 3 . 4 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 1 7 	 1 2 4 0 5 . 4 8 	 6 5 4 	 2 . 8 6 	 1 8 . 9 7 	 2 7 0 0 . 1 6 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 1 8 	 1 2 5 3 3 . 8 2 	 6 6 4 	 2 . 8 1 	 1 8 . 8 8 	 2 7 0 0 . 1 6 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 1 9 	 1 2 9 4 0 . 5 2 	 6 5 7 	 2 . 8 8 	 1 9 . 7 0 	 1 9 8 7 . 2 8 	 3 5 . 7 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 2 0 	 1 3 0 5 7 . 0 9 	 6 6 3 	 2 . 8 3 	 1 9 . 6 9 	 1 9 8 7 . 2 8 	 3 6 . 0 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 2 1 	 1 2 6 8 9 . 9 7 	 6 6 5 	 2 . 8 3 	 1 9 . 0 8 	 1 9 8 7 . 2 8 	 3 5 . 4 0 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 2 2 	 1 6 7 4 9 . 6 4 	 6 9 3 	 3 . 0 9 	 2 4 . 1 7 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 2 3 	 1 4 4 0 1 . 2 5 	 6 7 3 	 2 . 9 2 	 2 1 . 4 0 	 2 4 2 9 . 9 9 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 2 4 	 1 0 3 7 3 . 6 8 	 6 8 8 	 2 . 5 8 	 1 5 . 0 8 	 1 6 0 2 . 9 7 	 3 1 . 3 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 2 5 	 1 3 7 8 9 . 4 7 	 6 8 8 	 2 . 7 8 	 2 0 . 0 4 	 2 4 6 3 . 2 3 	 3 0 . 9 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 2 6 	 7 3 6 8 . 3 0 	 7 1 8 	 2 . 0 7 	 1 0 . 2 6 	 2 0 6 9 . 3 0 	 5 9 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 2 7 	 1 3 7 2 5 . 2 9 	 6 7 9 	 2 . 6 8 	 2 0 . 2 1 	 2 6 1 4 . 8 8 	 3 7 . 0 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 2 8 	 1 2 1 8 7 . 2 6 	 6 4 8 	 2 . 9 9 	 1 8 . 8 1 	 4 2 5 9 . 5 8 	 4 2 . 2 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 2 9 	 1 2 9 3 3 . 0 9 	 6 6 4 	 2 . 7 1 	 1 9 . 4 8 	 2 4 6 3 . 2 3 	 3 6 . 7 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 3 0 	 1 1 7 4 3 . 0 7 	 6 7 1 	 2 . 6 1 	 1 7 . 5 0 	 2 4 7 7 . 5 1 	 3 4 . 2 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 3 1 	 6 7 7 . 3 5 	 2 3 2 	 1 . 9 5 	 2 . 9 2 	 1 3 5 6 . 9 9 	 8 4 . 1 0 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 3 2 	 1 2 9 5 9 . 0 0 	 6 6 0 	 2 . 9 0 	 1 9 . 6 3 	 1 9 8 7 . 2 8 	 3 0 . 8 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 3 3 	 1 2 4 8 1 . 8 2 	 6 8 7 	 2 . 5 9 	 1 8 . 1 7 	 2 4 7 7 . 5 1 	 3 9 . 8 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 3 4 	 1 1 7 8 9 . 4 1 	 6 6 1 	 2 . 9 5 	 1 7 . 8 4 	 3 1 5 3 . 5 7 	 4 2 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 3 5 	 1 4 2 0 2 . 4 3 	 6 5 4 	 3 . 0 7 	 2 1 . 7 2 	 4 2 5 0 . 6 9 	 4 2 . 0 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 3 6 	 1 2 8 5 0 . 8 6 	 6 5 8 	 2 . 8 7 	 1 9 . 5 3 	 1 9 8 7 . 2 8 	 3 5 . 0 0 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 3 7 	 1 2 1 4 7 . 0 0 	 6 7 6 	 2 . 5 7 	 1 7 . 9 7 	 2 4 7 7 . 5 1 	 3 3 . 7 0 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 6 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 3 8 	 2 1 1 . 2 8 	 1 8 9 	 1 . 3 3 	 1 . 1 2 	 8 7 2 . 1 9 	 7 5 . 2 0 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 6   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 3 9 	 1 3 0 6 0 . 5 4 	 6 6 3 	 2 . 7 3 	 1 9 . 7 0 	 2 4 6 3 . 2 3 	 3 7 . 2 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 4 0 	 1 2 1 4 3 . 9 3 	 6 5 9 	 2 . 6 5 	 1 8 . 4 3 	 2 4 6 3 . 2 3 	 3 2 . 4 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 4 1 	 1 1 4 7 7 . 5 6 	 6 7 4 	 2 . 8 2 	 1 7 . 0 3 	 2 4 2 9 . 9 9 	 3 9 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 4 2 	 1 4 3 8 7 . 1 2 	 6 7 0 	 3 . 0 4 	 2 1 . 4 7 	 4 2 5 0 . 6 9 	 4 1 . 9 0 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 4 3 	 1 4 1 4 4 . 1 6 	 6 5 3 	 3 . 1 3 	 2 1 . 6 6 	 4 2 5 0 . 6 9 	 4 1 . 4 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 4 4 	 1 2 0 1 3 . 7 5 	 6 7 7 	 2 . 6 6 	 1 7 . 7 5 	 2 4 7 7 . 5 1 	 3 4 . 1 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 4 5 	 1 2 5 6 0 . 7 2 	 6 7 8 	 2 . 7 3 	 1 8 . 5 3 	 2 4 7 7 . 5 1 	 3 4 . 0 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 4 6 	 1 2 6 4 2 . 7 3 	 6 7 0 	 2 . 8 1 	 1 8 . 8 7 	 2 7 0 0 . 1 6 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 4 7 	 1 2 6 8 9 . 3 7 	 6 6 3 	 2 . 6 3 	 1 9 . 1 4 	 2 4 6 3 . 2 3 	 3 6 . 7 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 4 8 	 1 3 9 6 2 . 7 6 	 6 7 8 	 2 . 7 7 	 2 0 . 5 9 	 2 4 5 3 . 1 2 	 3 6 . 0 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 4 9 	 1 2 4 9 7 . 8 0 	 6 5 6 	 2 . 8 6 	 1 9 . 0 5 	 1 9 8 7 . 2 8 	 3 3 . 4 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 5 0 	 1 2 5 1 7 . 6 9 	 6 8 8 	 2 . 6 0 	 1 8 . 1 9 	 2 4 7 7 . 5 1 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 5 1 	 1 3 1 4 9 . 2 3 	 6 7 1 	 2 . 6 8 	 1 9 . 6 0 	 2 4 6 3 . 2 3 	 3 7 . 6 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 5 2 	 1 1 7 6 9 . 6 3 	 6 6 7 	 2 . 6 2 	 1 7 . 6 5 	 2 4 7 7 . 5 1 	 3 4 . 0 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 5 3 	 1 2 4 6 2 . 2 6 	 6 7 3 	 2 . 7 5 	 1 8 . 5 2 	 2 4 7 7 . 5 1 	 3 4 . 0 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 5 4 	 1 3 0 8 0 . 1 3 	 6 6 9 	 2 . 6 7 	 1 9 . 5 5 	 2 4 6 3 . 2 3 	 3 8 . 1 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 5 5 	 1 2 5 0 9 . 2 6 	 6 7 4 	 2 . 7 5 	 1 8 . 5 6 	 2 4 7 7 . 5 1 	 3 4 . 0 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 5 6 	 1 1 8 3 4 . 6 3 	 6 7 4 	 2 . 5 6 	 1 7 . 5 6 	 2 4 7 7 . 5 1 	 4 0 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 5 7 	 7 6 3 0 . 2 0 	 6 7 1 	 2 . 9 7 	 1 1 . 3 7 	 1 5 8 5 . 3 6 	 2 9 . 8 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 1 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 5 8 	 1 2 5 1 9 . 5 2 	 6 6 1 	 2 . 8 2 	 1 8 . 9 4 	 1 9 8 7 . 2 8 	 3 6 . 5 0 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 5 9 	 1 2 1 8 0 . 3 9 	 6 7 9 	 2 . 6 5 	 1 7 . 9 4 	 2 4 7 7 . 5 1 	 3 4 . 0 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 6 0 	 1 2 6 9 6 . 2 7 	 6 8 4 	 2 . 6 3 	 1 8 . 5 6 	 2 4 6 3 . 2 3 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 6 1 	 1 2 3 6 6 . 7 7 	 8 3 1 	 2 . 7 9 	 1 4 . 8 8 	 3 1 5 3 . 5 7 	 5 2 . 0 5 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 6   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 6 2 	 1 2 1 4 5 . 9 4 	 6 6 5 	 2 . 7 0 	 1 8 . 2 6 	 2 4 7 7 . 5 1 	 3 4 . 0 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 6 3 	 1 0 6 4 2 . 8 5 	 6 8 8 	 2 . 5 6 	 1 5 . 4 7 	 2 4 2 9 . 9 9 	 4 1 . 3 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 6 4 	 1 2 6 2 3 . 4 8 	 6 5 9 	 2 . 8 7 	 1 9 . 1 6 	 2 7 0 0 . 1 6 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 6 5 	 9 0 7 9 . 4 2 	 6 8 5 	 2 . 5 4 	 1 3 . 2 5 	 2 0 9 8 . 7 0 	 3 4 . 0 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 6 6 	 1 3 2 2 3 . 6 7 	 6 6 9 	 2 . 6 6 	 1 9 . 7 7 	 2 4 6 3 . 2 3 	 3 7 . 2 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 6 7 	 1 0 9 9 . 1 6 	 4 7 2 	 1 . 6 6 	 2 . 3 3 	 4 1 1 . 7 2 	 3 3 . 2 4 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 6 8 	 1 2 6 6 7 . 4 4 	 6 7 1 	 2 . 7 3 	 1 8 . 8 8 	 2 4 6 3 . 2 3 	 3 2 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 6 9 	 1 3 5 8 4 . 3 0 	 6 5 3 	 2 . 9 0 	 2 0 . 8 0 	 4 2 5 0 . 6 9 	 4 1 . 4 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 7 0 	 1 3 6 9 3 . 7 7 	 6 6 7 	 2 . 7 5 	 2 0 . 5 3 	 2 4 6 3 . 2 3 	 3 7 . 1 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 6 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 7 1 	 1 3 0 5 9 . 3 8 	 6 6 7 	 2 . 7 0 	 1 9 . 5 8 	 2 4 6 3 . 2 3 	 3 7 . 6 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 7 2 	 1 2 5 3 2 . 3 6 	 6 8 4 	 2 . 6 1 	 1 8 . 3 2 	 2 4 6 3 . 2 3 	 4 0 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 7 3 	 1 2 6 4 4 . 5 7 	 6 8 2 	 2 . 6 3 	 1 8 . 5 4 	 2 4 6 3 . 2 3 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 7 4 	 1 2 6 1 2 . 6 0 	 6 5 4 	 2 . 8 6 	 1 9 . 2 9 	 1 9 8 7 . 2 8 	 3 3 . 5 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 7 5 	 1 2 9 4 0 . 5 2 	 6 5 7 	 2 . 8 8 	 1 9 . 7 0 	 1 9 8 7 . 2 8 	 3 5 . 7 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 7 6 	 1 3 0 1 4 . 5 0 	 6 7 9 	 2 . 7 1 	 1 9 . 1 7 	 2 4 6 3 . 2 3 	 3 1 . 7 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 7 7 	 1 2 6 6 0 . 5 7 	 6 6 5 	 2 . 8 2 	 1 9 . 0 4 	 1 9 8 7 . 2 8 	 3 5 . 6 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 7 8 	 1 4 1 6 2 . 0 2 	 6 5 3 	 3 . 0 4 	 2 1 . 6 9 	 4 2 5 0 . 6 9 	 4 2 . 0 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 7 9 	 1 3 8 6 3 . 4 9 	 6 7 7 	 2 . 7 0 	 2 0 . 4 8 	 3 1 8 3 . 8 2 	 3 5 . 9 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 8 0 	 2 2 9 . 6 0 	 1 6 0 	 1 . 4 0 	 1 . 4 3 	 8 8 8 . 2 2 	 8 3 . 6 5 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 5   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 8 1 	 7 6 4 . 8 4 	 5 3 4 	 1 . 5 0 	 1 . 4 3 	 5 3 4 . 3 5 	 3 1 . 1 6 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 8 2 	 1 3 4 4 3 . 0 1 	 6 6 1 	 2 . 7 7 	 2 0 . 3 4 	 2 4 6 3 . 2 3 	 3 7 . 3 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 8 3 	 1 2 5 5 5 . 2 9 	 6 6 6 	 2 . 8 3 	 1 8 . 8 5 	 2 7 0 0 . 1 6 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 8 4 	 1 3 4 6 8 . 4 6 	 6 6 3 	 2 . 7 9 	 2 0 . 3 1 	 2 4 6 3 . 2 3 	 3 7 . 3 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 8 5 	 4 9 3 . 7 6 	 3 8 9 	 1 . 4 0 	 1 . 2 7 	 4 1 4 . 5 8 	 3 6 . 6 1 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 8 6 	 1 4 4 6 8 . 4 0 	 6 6 8 	 3 . 0 4 	 2 1 . 6 6 	 2 4 2 9 . 9 9 	 3 4 . 3 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 8 7 	 1 2 7 8 0 . 0 5 	 6 7 7 	 2 . 7 0 	 1 8 . 8 8 	 2 4 6 3 . 2 3 	 3 1 . 9 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 8 8 	 1 0 8 6 9 . 7 1 	 6 8 6 	 2 . 6 7 	 1 5 . 8 5 	 3 1 3 2 . 2 5 	 3 7 . 9 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 8 9 	 1 2 2 1 . 5 6 	 4 9 4 	 1 . 9 1 	 2 . 4 7 	 6 4 1 . 0 1 	 4 4 . 3 1 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 6 0   	 S e c o n d P r o f i t P e r s e n t = 3 6   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 9 0 	 6 6 4 . 6 4 	 4 1 8 	 1 . 7 0 	 1 . 5 9 	 5 3 0 . 1 9 	 5 1 . 7 8 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 9 1 	 1 4 2 7 8 . 5 1 	 6 5 9 	 3 . 0 4 	 2 1 . 6 7 	 4 2 5 0 . 6 9 	 4 2 . 0 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 9 2 	 1 2 4 9 6 . 0 2 	 6 7 9 	 2 . 7 0 	 1 8 . 4 0 	 2 4 7 7 . 5 1 	 3 4 . 7 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 9 3 	 1 4 3 5 4 . 4 3 	 6 7 1 	 2 . 8 9 	 2 1 . 3 9 	 2 4 2 9 . 9 9 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 9 4 	 1 4 2 4 5 . 2 8 	 6 5 9 	 2 . 9 9 	 2 1 . 6 2 	 4 2 5 0 . 6 9 	 4 2 . 8 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 9 5 	 1 2 3 7 1 . 2 7 	 6 8 3 	 2 . 6 1 	 1 8 . 1 1 	 2 4 7 7 . 5 1 	 3 9 . 8 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 9 6 	 1 2 7 4 1 . 6 0 	 6 7 7 	 2 . 6 9 	 1 8 . 8 2 	 2 4 6 3 . 2 3 	 3 2 . 1 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 9 7 	 1 9 8 . 2 8 	 2 1 	 2 . 2 2 	 9 . 4 4 	 9 0 7 . 3 8 	 8 3 . 2 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 9 8 	 1 2 5 0 5 . 2 1 	 6 5 6 	 2 . 8 6 	 1 9 . 0 6 	 1 9 8 7 . 2 8 	 3 3 . 4 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 3 9 9 9 	 1 0 1 3 0 . 5 2 	 6 7 7 	 2 . 5 9 	 1 4 . 9 6 	 2 4 2 9 . 9 9 	 4 1 . 6 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 0 0 	 1 2 9 0 3 . 3 4 	 6 6 3 	 2 . 8 4 	 1 9 . 4 6 	 1 9 8 7 . 2 8 	 3 5 . 0 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 0 1 	 1 3 1 4 2 . 8 5 	 6 6 8 	 2 . 6 8 	 1 9 . 6 7 	 2 4 6 3 . 2 3 	 3 7 . 1 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 0 2 	 1 4 2 5 6 . 5 6 	 7 0 3 	 2 . 7 5 	 2 0 . 2 8 	 2 9 7 1 . 8 2 	 4 1 . 5 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 0 3 	 1 2 0 6 8 . 4 7 	 6 6 9 	 2 . 6 3 	 1 8 . 0 4 	 2 4 7 7 . 5 1 	 3 4 . 8 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 0 4 	 1 4 2 7 8 . 5 1 	 6 5 9 	 3 . 0 4 	 2 1 . 6 7 	 4 2 5 0 . 6 9 	 4 2 . 0 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 0 5 	 2 4 9 . 3 2 	 2 7 6 	 1 . 4 2 	 0 . 9 0 	 4 7 2 . 4 0 	 3 7 . 4 5 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 5   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 0 6 	 1 2 5 3 1 . 4 4 	 6 5 3 	 2 . 6 8 	 1 9 . 1 9 	 2 4 6 3 . 2 3 	 3 7 . 2 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 0 7 	 1 4 8 4 2 . 1 2 	 7 0 9 	 2 . 6 6 	 2 0 . 9 3 	 2 3 0 4 . 8 7 	 2 9 . 8 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 0 8 	 1 2 2 1 0 . 4 9 	 6 8 1 	 2 . 6 2 	 1 7 . 9 3 	 2 4 7 7 . 5 1 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 0 9 	 1 2 9 5 7 . 9 6 	 6 6 5 	 2 . 7 1 	 1 9 . 4 9 	 2 4 6 3 . 2 3 	 3 6 . 8 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 1 0 	 1 4 3 3 1 . 2 4 	 6 7 5 	 2 . 8 0 	 2 1 . 2 3 	 3 1 7 0 . 6 9 	 3 4 . 7 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 1 1 	 1 2 5 4 1 . 2 1 	 6 8 4 	 2 . 6 1 	 1 8 . 3 4 	 2 4 6 3 . 2 3 	 4 0 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 1 2 	 1 3 2 2 3 . 6 7 	 6 6 9 	 2 . 6 6 	 1 9 . 7 7 	 2 4 6 3 . 2 3 	 3 7 . 2 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 1 3 	 1 2 5 2 4 . 4 9 	 6 6 5 	 2 . 8 4 	 1 8 . 8 3 	 4 2 5 0 . 6 9 	 4 7 . 6 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 1 4 	 1 3 8 0 0 . 7 6 	 6 6 3 	 2 . 9 9 	 2 0 . 8 2 	 4 2 5 0 . 6 9 	 4 4 . 0 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 1 5 	 1 0 7 6 7 . 6 2 	 6 7 9 	 2 . 6 6 	 1 5 . 8 6 	 3 1 3 2 . 2 5 	 3 8 . 3 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 1 6 	 1 4 4 6 0 . 8 0 	 6 6 6 	 3 . 1 0 	 2 1 . 7 1 	 3 0 1 5 . 6 8 	 3 1 . 6 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 1 7 	 1 4 0 2 2 . 2 7 	 6 5 7 	 3 . 1 4 	 2 1 . 3 4 	 3 0 1 5 . 6 8 	 3 4 . 7 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 1 8 	 1 1 8 8 2 . 3 5 	 6 5 9 	 2 . 5 7 	 1 8 . 0 3 	 2 4 6 3 . 2 3 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 1 9 	 1 5 0 5 3 . 0 4 	 6 7 6 	 3 . 0 6 	 2 2 . 2 7 	 2 7 0 0 . 1 6 	 3 1 . 5 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 2 0 	 1 2 5 8 1 . 5 8 	 6 8 2 	 2 . 6 3 	 1 8 . 4 5 	 2 4 6 3 . 2 3 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 2 1 	 1 3 1 3 7 . 6 3 	 6 5 9 	 2 . 9 0 	 1 9 . 9 4 	 1 9 8 7 . 2 8 	 3 0 . 6 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 2 2 	 1 2 9 6 0 . 5 6 	 6 6 0 	 2 . 9 0 	 1 9 . 6 4 	 1 9 8 7 . 2 8 	 3 0 . 8 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 2 3 	 1 1 7 2 9 . 6 9 	 6 6 0 	 2 . 9 5 	 1 7 . 7 7 	 3 1 0 3 . 4 2 	 3 8 . 1 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 2 4 	 1 3 0 8 0 . 1 3 	 6 6 9 	 2 . 6 7 	 1 9 . 5 5 	 2 4 6 3 . 2 3 	 3 8 . 1 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 2 5 	 7 0 6 . 7 3 	 3 9 7 	 1 . 4 5 	 1 . 7 8 	 1 1 3 6 . 3 9 	 6 8 . 7 0 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 8   	 P i p S t e p = 3 4   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 2 6 	 1 3 9 4 8 . 9 4 	 7 0 6 	 2 . 6 6 	 1 9 . 7 6 	 2 6 1 4 . 8 8 	 2 9 . 8 1 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 2 7 	 1 4 1 3 7 . 1 8 	 6 5 6 	 3 . 1 4 	 2 1 . 5 5 	 3 0 1 5 . 6 8 	 3 4 . 9 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 2 8 	 1 3 0 3 6 . 7 3 	 6 6 2 	 2 . 7 2 	 1 9 . 6 9 	 2 4 6 3 . 2 3 	 3 7 . 1 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 2 9 	 1 3 9 9 7 . 7 3 	 6 7 8 	 2 . 8 8 	 2 0 . 6 5 	 3 1 7 0 . 6 9 	 3 1 . 7 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 3 0 	 1 2 8 7 3 . 2 1 	 6 6 7 	 2 . 6 3 	 1 9 . 3 0 	 2 4 6 3 . 2 3 	 3 6 . 9 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 3 1 	 1 0 4 7 3 . 9 6 	 6 5 8 	 2 . 6 1 	 1 5 . 9 2 	 1 6 5 4 . 8 5 	 3 4 . 2 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 3 2 	 1 4 4 4 2 . 7 5 	 6 5 9 	 3 . 0 3 	 2 1 . 9 2 	 4 2 5 0 . 6 9 	 4 1 . 7 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 3 3 	 1 3 2 2 3 . 6 7 	 6 6 9 	 2 . 6 6 	 1 9 . 7 7 	 2 4 6 3 . 2 3 	 3 7 . 2 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 3 4 	 1 2 5 2 4 . 6 1 	 6 6 4 	 2 . 8 1 	 1 8 . 8 6 	 2 7 0 0 . 1 6 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 3 5 	 1 2 5 0 7 . 7 8 	 6 8 7 	 2 . 6 0 	 1 8 . 2 1 	 2 4 7 7 . 5 1 	 4 0 . 0 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 3 6 	 1 2 9 2 9 . 1 5 	 6 5 6 	 2 . 8 5 	 1 9 . 7 1 	 1 9 8 7 . 2 8 	 3 5 . 7 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 3 7 	 1 2 8 6 7 . 3 5 	 6 5 9 	 2 . 9 0 	 1 9 . 5 3 	 1 9 8 7 . 2 8 	 3 5 . 0 0 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 3 8 	 1 2 4 7 8 . 9 0 	 6 7 2 	 2 . 6 3 	 1 8 . 5 7 	 2 4 6 3 . 2 3 	 3 1 . 8 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 3 9 	 1 3 1 9 1 . 1 6 	 6 7 1 	 2 . 7 0 	 1 9 . 6 6 	 2 4 6 3 . 2 3 	 3 8 . 1 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 4 0 	 1 2 6 0 7 . 9 8 	 6 6 1 	 2 . 8 5 	 1 9 . 0 7 	 1 9 8 7 . 2 8 	 3 5 . 4 0 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 4 1 	 1 2 5 1 7 . 6 9 	 6 8 8 	 2 . 6 0 	 1 8 . 1 9 	 2 4 7 7 . 5 1 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 4 2 	 1 2 8 9 0 . 7 0 	 6 5 7 	 2 . 6 9 	 1 9 . 6 2 	 2 4 6 3 . 2 3 	 3 8 . 2 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 4 3 	 1 2 9 6 6 . 3 2 	 6 6 5 	 2 . 7 1 	 1 9 . 5 0 	 2 4 6 3 . 2 3 	 3 6 . 8 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 4 4 	 1 4 0 2 7 . 7 3 	 6 6 2 	 3 . 1 3 	 2 1 . 1 9 	 2 8 2 4 . 7 3 	 3 2 . 8 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 4 5 	 1 2 3 9 0 . 2 0 	 6 8 3 	 2 . 6 2 	 1 8 . 1 4 	 2 4 7 7 . 5 1 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 4 6 	 1 4 4 9 3 . 7 9 	 6 6 4 	 3 . 1 3 	 2 1 . 8 3 	 3 0 1 5 . 6 8 	 3 4 . 7 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 4 7 	 1 2 2 1 0 . 4 9 	 6 8 1 	 2 . 6 2 	 1 7 . 9 3 	 2 4 7 7 . 5 1 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 4 8 	 1 4 4 0 6 . 3 7 	 6 6 4 	 3 . 1 9 	 2 1 . 7 0 	 3 0 1 5 . 6 8 	 3 1 . 1 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 4 9 	 1 3 6 5 9 . 4 2 	 6 6 5 	 2 . 9 2 	 2 0 . 5 4 	 2 4 2 9 . 9 9 	 3 6 . 0 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 5 0 	 1 2 2 7 8 . 6 9 	 6 7 5 	 2 . 6 6 	 1 8 . 1 9 	 2 4 7 7 . 5 1 	 3 5 . 2 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 5 1 	 1 2 6 4 2 . 7 3 	 6 7 0 	 2 . 8 1 	 1 8 . 8 7 	 2 7 0 0 . 1 6 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 5 2 	 1 3 1 0 2 . 0 7 	 6 6 4 	 2 . 7 0 	 1 9 . 7 3 	 2 4 6 3 . 2 3 	 3 7 . 2 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 5 3 	 1 3 9 0 6 . 1 3 	 6 6 9 	 3 . 0 3 	 2 0 . 7 9 	 4 2 5 0 . 6 9 	 4 2 . 7 8 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 3   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 5 4 	 1 4 4 8 7 . 1 7 	 6 6 9 	 3 . 0 4 	 2 1 . 6 5 	 2 4 2 9 . 9 9 	 3 4 . 2 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 5 5 	 1 4 4 8 0 . 3 0 	 6 6 4 	 2 . 9 9 	 2 1 . 8 1 	 4 2 5 0 . 6 9 	 4 1 . 7 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 5 6 	 1 2 8 0 1 . 0 1 	 6 6 7 	 2 . 8 5 	 1 9 . 1 9 	 1 9 8 7 . 2 8 	 3 6 . 3 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 5 7 	 1 1 4 0 4 . 7 1 	 6 7 3 	 2 . 6 2 	 1 6 . 9 5 	 1 9 4 6 . 1 2 	 3 4 . 0 0 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 5 8 	 1 4 9 6 2 . 2 7 	 7 1 5 	 2 . 6 7 	 2 0 . 9 3 	 2 3 0 4 . 8 7 	 2 9 . 8 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 5 9 	 1 2 0 1 4 . 8 7 	 6 7 1 	 2 . 6 3 	 1 7 . 9 1 	 2 4 7 7 . 5 1 	 3 4 . 0 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 6 0 	 1 2 7 7 3 . 2 7 	 6 5 7 	 2 . 8 3 	 1 9 . 4 4 	 1 9 8 7 . 2 8 	 3 5 . 0 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 6 1 	 1 2 2 4 3 . 7 6 	 6 6 4 	 2 . 7 3 	 1 8 . 4 4 	 2 4 7 7 . 5 1 	 3 3 . 8 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 6 2 	 1 4 4 0 6 . 3 7 	 6 6 4 	 3 . 1 9 	 2 1 . 7 0 	 3 0 1 5 . 6 8 	 3 1 . 1 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 6 3 	 1 2 9 7 6 . 6 6 	 6 6 1 	 2 . 8 8 	 1 9 . 6 3 	 2 7 0 0 . 1 6 	 3 5 . 3 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 6 4 	 1 2 4 1 8 . 7 4 	 6 6 8 	 2 . 6 5 	 1 8 . 5 9 	 2 4 6 3 . 2 3 	 3 1 . 8 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 6 5 	 1 2 8 9 0 . 2 0 	 6 6 1 	 2 . 6 6 	 1 9 . 5 0 	 2 4 6 3 . 2 3 	 3 7 . 1 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 6 6 	 1 5 2 0 6 . 3 0 	 6 8 5 	 3 . 0 2 	 2 2 . 2 0 	 2 5 1 5 . 7 0 	 3 3 . 1 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 6 7 	 1 3 8 8 6 . 9 3 	 6 8 3 	 2 . 7 3 	 2 0 . 3 3 	 2 4 6 3 . 2 3 	 3 6 . 0 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 6 8 	 8 6 . 5 5 	 2 8 	 1 . 2 8 	 3 . 0 9 	 8 0 0 . 8 5 	 7 8 . 1 1 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 4   	 P i p S t e p = 2 6   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 5   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 6 9 	 1 3 0 5 5 . 8 7 	 6 7 1 	 2 . 6 8 	 1 9 . 4 6 	 2 4 6 3 . 2 3 	 3 6 . 7 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 7 0 	 1 4 2 8 7 . 6 7 	 6 5 2 	 3 . 0 5 	 2 1 . 9 1 	 4 2 5 0 . 6 9 	 4 1 . 7 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 7 1 	 1 3 0 5 9 . 3 9 	 6 6 3 	 2 . 7 3 	 1 9 . 7 0 	 2 4 6 3 . 2 3 	 3 7 . 2 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 7 2 	 1 3 8 9 8 . 8 2 	 6 8 8 	 2 . 6 7 	 2 0 . 2 0 	 2 6 1 4 . 8 8 	 3 6 . 9 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 7 3 	 1 2 4 9 9 . 1 4 	 6 7 3 	 2 . 6 3 	 1 8 . 5 7 	 2 4 6 3 . 2 3 	 3 1 . 8 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 7 4 	 1 2 9 . 0 9 	 1 2 4 	 1 . 2 7 	 1 . 0 4 	 7 8 5 . 8 6 	 7 3 . 4 5 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 5   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 2 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 7 5 	 1 4 5 6 5 . 8 4 	 6 9 7 	 2 . 7 1 	 2 0 . 9 0 	 3 2 1 6 . 6 6 	 3 6 . 4 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 7 6 	 1 2 9 6 0 . 5 6 	 6 6 0 	 2 . 9 0 	 1 9 . 6 4 	 1 9 8 7 . 2 8 	 3 0 . 8 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 7 7 	 1 2 5 6 0 . 7 2 	 6 7 8 	 2 . 7 3 	 1 8 . 5 3 	 2 4 7 7 . 5 1 	 3 4 . 0 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 7 8 	 1 2 3 4 2 . 6 5 	 6 7 3 	 2 . 7 1 	 1 8 . 3 4 	 2 4 7 7 . 5 1 	 3 4 . 8 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 7 9 	 1 3 3 1 9 . 5 1 	 6 6 6 	 2 . 7 2 	 2 0 . 0 0 	 2 4 6 3 . 2 3 	 3 6 . 7 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 6 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 8 0 	 1 3 4 3 6 . 8 2 	 6 5 8 	 3 . 0 0 	 2 0 . 4 2 	 2 8 2 4 . 7 3 	 3 4 . 6 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 8 1 	 1 4 3 3 5 . 9 9 	 6 6 2 	 2 . 9 8 	 2 1 . 6 6 	 2 4 2 9 . 9 9 	 3 5 . 3 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 8 2 	 1 2 9 6 6 . 0 4 	 6 6 5 	 2 . 7 1 	 1 9 . 5 0 	 2 4 6 3 . 2 3 	 3 6 . 8 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 8 3 	 1 3 1 7 2 . 8 4 	 6 7 1 	 2 . 6 9 	 1 9 . 6 3 	 2 4 6 3 . 2 3 	 3 6 . 9 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 8 4 	 1 2 5 6 0 . 7 2 	 6 7 8 	 2 . 7 3 	 1 8 . 5 3 	 2 4 7 7 . 5 1 	 3 4 . 0 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 8 5 	 1 1 9 7 7 . 8 9 	 6 8 0 	 2 . 6 3 	 1 7 . 6 1 	 2 4 7 7 . 5 1 	 3 5 . 3 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 3   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 8 6 	 1 4 1 6 3 . 0 5 	 6 5 3 	 3 . 0 2 	 2 1 . 6 9 	 4 2 5 0 . 6 9 	 4 2 . 5 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 8 7 	 1 2 8 5 0 . 8 6 	 6 5 8 	 2 . 8 7 	 1 9 . 5 3 	 1 9 8 7 . 2 8 	 3 5 . 0 0 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 8 8 	 1 4 3 4 8 . 1 9 	 6 6 4 	 2 . 9 9 	 2 1 . 6 1 	 4 2 5 0 . 6 9 	 4 1 . 5 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 8 9 	 1 2 7 9 7 . 4 6 	 6 7 0 	 2 . 8 0 	 1 9 . 1 0 	 1 9 8 7 . 2 8 	 3 6 . 3 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 9 0 	 9 9 . 2 4 	 1 2 4 	 1 . 2 1 	 0 . 8 0 	 7 8 5 . 8 6 	 7 3 . 4 4 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 5   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 2 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 9 1 	 1 2 4 8 7 . 9 6 	 6 6 4 	 2 . 8 0 	 1 8 . 8 1 	 2 7 0 0 . 1 6 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 9 2 	 1 4 1 3 4 . 3 1 	 6 5 6 	 3 . 1 4 	 2 1 . 5 5 	 3 0 1 5 . 6 8 	 3 4 . 9 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 9 3 	 1 4 3 4 2 . 4 6 	 6 6 0 	 3 . 1 3 	 2 1 . 7 3 	 3 0 1 5 . 6 8 	 3 1 . 6 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 9 4 	 1 2 4 1 8 . 1 6 	 6 7 8 	 2 . 6 5 	 1 8 . 3 2 	 2 4 6 3 . 2 3 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 9 5 	 1 3 9 0 2 . 2 0 	 6 7 7 	 2 . 7 4 	 2 0 . 5 4 	 3 1 8 3 . 8 2 	 3 5 . 9 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 9 6 	 1 2 5 5 5 . 2 2 	 6 6 5 	 2 . 8 4 	 1 8 . 8 8 	 2 7 0 0 . 1 6 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 9 7 	 1 2 8 7 9 . 9 2 	 6 6 7 	 2 . 6 3 	 1 9 . 3 1 	 2 4 6 3 . 2 3 	 3 6 . 9 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 9 8 	 1 2 6 2 9 . 4 3 	 6 5 9 	 2 . 8 4 	 1 9 . 1 6 	 2 7 0 0 . 1 6 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 0 9 9 	 1 4 2 6 3 . 8 5 	 6 6 0 	 2 . 9 4 	 2 1 . 6 1 	 2 4 2 9 . 9 9 	 3 5 . 3 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 0 0 	 1 2 8 6 6 . 9 0 	 6 6 9 	 2 . 8 2 	 1 9 . 2 3 	 1 9 8 7 . 2 8 	 3 6 . 1 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 0 1 	 1 4 4 4 2 . 8 0 	 6 5 8 	 3 . 0 3 	 2 1 . 9 5 	 4 2 5 0 . 6 9 	 4 1 . 7 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 0 2 	 1 2 7 7 0 . 8 0 	 6 7 5 	 2 . 7 2 	 1 8 . 9 2 	 2 4 6 3 . 2 3 	 3 1 . 9 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 0 3 	 1 2 2 3 6 . 3 9 	 6 5 5 	 2 . 8 2 	 1 8 . 6 8 	 2 7 0 0 . 1 6 	 3 3 . 7 0 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 0 4 	 1 7 4 9 0 . 5 4 	 6 8 4 	 3 . 1 0 	 2 5 . 5 7 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 0 5 	 1 2 4 3 9 . 0 3 	 6 7 3 	 2 . 7 2 	 1 8 . 4 8 	 2 4 7 7 . 5 1 	 3 4 . 7 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 0 6 	 1 2 8 0 2 . 9 1 	 6 7 7 	 2 . 7 0 	 1 8 . 9 1 	 2 4 6 3 . 2 3 	 3 2 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 0 7 	 1 3 1 4 9 . 2 3 	 6 7 1 	 2 . 6 8 	 1 9 . 6 0 	 2 4 6 3 . 2 3 	 3 7 . 6 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 0 8 	 1 2 5 0 4 . 8 1 	 6 6 4 	 2 . 8 0 	 1 8 . 8 3 	 2 7 0 0 . 1 6 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 0 9 	 1 2 3 3 7 . 7 0 	 6 7 3 	 2 . 7 1 	 1 8 . 3 3 	 2 4 7 7 . 5 1 	 3 4 . 8 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 1 0 	 1 2 5 4 1 . 4 9 	 6 5 6 	 2 . 6 6 	 1 9 . 1 2 	 2 4 6 3 . 2 3 	 3 7 . 5 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 1 1 	 1 0 1 3 0 . 5 2 	 6 7 7 	 2 . 5 9 	 1 4 . 9 6 	 2 4 2 9 . 9 9 	 4 1 . 6 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 1 2 	 1 2 1 5 1 . 6 5 	 6 6 5 	 2 . 7 0 	 1 8 . 2 7 	 2 4 7 7 . 5 1 	 3 4 . 6 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 1 3 	 1 2 9 2 9 . 1 5 	 6 5 6 	 2 . 8 5 	 1 9 . 7 1 	 1 9 8 7 . 2 8 	 3 5 . 7 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 1 4 	 3 7 4 . 1 4 	 2 2 8 	 1 . 6 4 	 1 . 6 4 	 8 5 3 . 5 8 	 6 4 . 9 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 5   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 3 4   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 1 5 	 9 6 2 . 6 6 	 7 3 7 	 1 . 4 1 	 1 . 3 1 	 1 1 2 0 . 7 7 	 5 8 . 3 3 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 1 6 	 1 2 6 8 6 . 5 7 	 6 7 1 	 2 . 7 2 	 1 8 . 9 1 	 2 4 6 3 . 2 3 	 3 1 . 9 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 1 7 	 1 2 7 7 0 . 3 1 	 6 7 7 	 2 . 6 9 	 1 8 . 8 6 	 2 4 6 3 . 2 3 	 3 1 . 8 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 1 8 	 1 3 2 0 4 . 5 7 	 6 6 2 	 2 . 9 5 	 1 9 . 9 5 	 1 9 8 7 . 2 8 	 2 9 . 9 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 1 9 	 1 3 0 2 1 . 6 9 	 6 7 1 	 2 . 6 8 	 1 9 . 4 1 	 2 4 6 3 . 2 3 	 3 8 . 5 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 2 0 	 1 3 6 9 7 . 2 8 	 6 8 3 	 2 . 8 1 	 2 0 . 0 5 	 2 4 6 3 . 2 3 	 3 0 . 9 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 2 1 	 1 4 0 1 7 . 9 9 	 6 5 3 	 3 . 0 0 	 2 1 . 4 7 	 4 2 5 0 . 6 9 	 4 2 . 2 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 2 2 	 1 3 9 8 6 . 8 9 	 6 8 3 	 2 . 7 1 	 2 0 . 4 8 	 3 1 8 3 . 8 2 	 3 5 . 9 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 2 3 	 1 3 0 2 1 . 6 9 	 6 7 1 	 2 . 6 8 	 1 9 . 4 1 	 2 4 6 3 . 2 3 	 3 8 . 5 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 2 4 	 1 2 7 9 3 . 4 1 	 6 7 7 	 2 . 7 0 	 1 8 . 9 0 	 2 4 6 3 . 2 3 	 3 2 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 2 5 	 1 2 6 4 1 . 0 4 	 6 6 6 	 2 . 8 0 	 1 8 . 9 8 	 1 9 8 7 . 2 8 	 3 6 . 4 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 2 6 	 1 3 0 5 8 . 0 3 	 6 6 6 	 2 . 9 1 	 1 9 . 6 1 	 1 9 8 7 . 2 8 	 3 0 . 8 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 2 7 	 1 4 1 1 3 . 6 1 	 6 5 7 	 3 . 0 1 	 2 1 . 4 8 	 4 2 5 0 . 6 9 	 4 2 . 0 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 2 8 	 1 5 2 5 5 . 7 7 	 7 1 7 	 2 . 9 4 	 2 1 . 2 8 	 3 3 9 7 . 3 3 	 3 2 . 9 7 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 2 9 	 1 2 0 1 4 . 8 7 	 6 7 1 	 2 . 6 3 	 1 7 . 9 1 	 2 4 7 7 . 5 1 	 3 4 . 0 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 3 0 	 1 3 7 8 4 . 1 5 	 6 6 5 	 2 . 9 2 	 2 0 . 7 3 	 2 4 2 9 . 9 9 	 3 5 . 9 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 3 1 	 1 4 2 7 8 . 5 1 	 6 5 9 	 3 . 0 4 	 2 1 . 6 7 	 4 2 5 0 . 6 9 	 4 2 . 0 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 3 2 	 1 2 2 4 0 . 7 6 	 6 7 3 	 2 . 6 8 	 1 8 . 1 9 	 2 4 6 3 . 2 3 	 3 4 . 0 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 3 3 	 1 4 1 0 3 . 4 8 	 6 4 5 	 3 . 2 0 	 2 1 . 8 7 	 3 0 1 5 . 6 8 	 3 1 . 5 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 3 4 	 1 2 9 3 5 . 6 5 	 6 6 2 	 2 . 7 1 	 1 9 . 5 4 	 2 4 6 3 . 2 3 	 3 8 . 4 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 3 5 	 1 2 5 9 2 . 8 2 	 6 5 4 	 2 . 8 9 	 1 9 . 2 6 	 1 9 8 7 . 2 8 	 3 3 . 3 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 3 6 	 1 4 4 0 7 . 0 9 	 6 7 3 	 2 . 9 2 	 2 1 . 4 1 	 2 4 2 9 . 9 9 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 3 7 	 1 4 2 0 1 . 4 4 	 6 5 4 	 3 . 1 3 	 2 1 . 7 1 	 3 0 1 5 . 6 8 	 3 4 . 7 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 3 8 	 1 4 2 0 2 . 9 5 	 6 5 5 	 3 . 0 1 	 2 1 . 6 8 	 4 2 5 0 . 6 9 	 4 2 . 5 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 3 9 	 1 3 7 2 7 . 8 9 	 6 5 8 	 3 . 0 2 	 2 0 . 8 6 	 4 2 5 0 . 6 9 	 4 4 . 0 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 4 0 	 1 4 2 8 1 . 0 1 	 6 6 3 	 2 . 9 7 	 2 1 . 5 4 	 2 0 4 2 . 1 8 	 3 0 . 5 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 4 1 	 1 2 1 9 . 4 8 	 5 9 7 	 1 . 3 0 	 2 . 0 4 	 1 4 6 2 . 2 8 	 6 7 . 0 3 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 4   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 4 2 	 1 2 8 6 4 . 4 8 	 6 4 9 	 2 . 9 0 	 1 9 . 8 2 	 1 9 8 7 . 2 8 	 3 0 . 6 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 4 3 	 1 3 0 5 8 . 0 3 	 6 6 6 	 2 . 9 1 	 1 9 . 6 1 	 1 9 8 7 . 2 8 	 3 0 . 8 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 4 4 	 1 4 4 1 0 . 7 6 	 6 6 6 	 2 . 9 9 	 2 1 . 6 4 	 2 4 2 9 . 9 9 	 3 4 . 3 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 4 5 	 1 4 3 8 7 . 1 2 	 6 7 0 	 3 . 0 4 	 2 1 . 4 7 	 4 2 5 0 . 6 9 	 4 1 . 9 0 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 4 6 	 1 4 2 5 5 . 8 0 	 6 7 9 	 2 . 9 9 	 2 1 . 0 0 	 2 0 4 2 . 1 8 	 2 9 . 9 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 4 7 	 1 2 4 6 4 . 6 9 	 6 7 3 	 2 . 7 1 	 1 8 . 5 2 	 2 4 6 3 . 2 3 	 3 1 . 1 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 4 8 	 1 4 0 3 1 . 6 0 	 6 4 8 	 3 . 1 6 	 2 1 . 6 5 	 3 0 1 5 . 6 8 	 3 4 . 7 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 4 9 	 1 4 6 8 7 . 8 6 	 7 0 1 	 2 . 7 4 	 2 0 . 9 5 	 3 2 1 6 . 6 6 	 3 6 . 3 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 5 0 	 1 4 2 7 8 . 5 1 	 6 5 9 	 3 . 0 4 	 2 1 . 6 7 	 4 2 5 0 . 6 9 	 4 2 . 0 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 5 1 	 1 2 8 7 3 . 2 1 	 6 6 7 	 2 . 6 3 	 1 9 . 3 0 	 2 4 6 3 . 2 3 	 3 6 . 9 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 5 2 	 1 2 9 6 6 . 3 2 	 6 6 5 	 2 . 7 1 	 1 9 . 5 0 	 2 4 6 3 . 2 3 	 3 6 . 8 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 5 3 	 1 4 1 6 2 . 0 2 	 6 5 3 	 3 . 0 4 	 2 1 . 6 9 	 4 2 5 0 . 6 9 	 4 2 . 0 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 5 4 	 1 4 4 4 2 . 8 0 	 6 5 8 	 3 . 0 3 	 2 1 . 9 5 	 4 2 5 0 . 6 9 	 4 1 . 7 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 5 5 	 6 5 3 . 9 8 	 4 4 3 	 1 . 4 2 	 1 . 4 8 	 1 2 4 9 . 8 2 	 7 7 . 7 8 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 5   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 5 6 	 1 2 9 2 3 . 1 6 	 6 6 3 	 2 . 8 5 	 1 9 . 4 9 	 1 9 8 7 . 2 8 	 3 5 . 1 0 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 5 7 	 1 2 6 3 1 . 9 2 	 6 6 9 	 2 . 7 2 	 1 8 . 8 8 	 2 4 6 3 . 2 3 	 3 2 . 1 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 5 8 	 1 3 7 6 5 . 9 6 	 6 7 8 	 2 . 7 5 	 2 0 . 3 0 	 2 4 6 3 . 2 3 	 3 6 . 0 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 5 9 	 1 3 5 7 4 . 8 3 	 6 4 9 	 2 . 9 5 	 2 0 . 9 2 	 4 2 5 0 . 6 9 	 4 1 . 3 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 6 0 	 1 3 8 8 6 . 9 3 	 6 8 3 	 2 . 7 3 	 2 0 . 3 3 	 2 4 6 3 . 2 3 	 3 6 . 0 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 6 1 	 1 4 0 3 9 . 1 5 	 6 5 8 	 3 . 0 3 	 2 1 . 3 4 	 4 2 5 0 . 6 9 	 4 3 . 5 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 6 2 	 1 3 1 9 1 . 1 6 	 6 7 1 	 2 . 7 0 	 1 9 . 6 6 	 2 4 6 3 . 2 3 	 3 8 . 1 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 6 3 	 1 6 9 2 8 . 2 9 	 7 0 5 	 2 . 9 5 	 2 4 . 0 1 	 3 7 8 3 . 6 4 	 3 5 . 4 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 6 4 	 1 5 1 1 1 . 0 4 	 7 1 1 	 2 . 8 4 	 2 1 . 2 5 	 3 3 9 7 . 3 3 	 3 3 . 1 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 6 5 	 1 2 7 0 7 . 7 0 	 6 6 3 	 2 . 8 3 	 1 9 . 1 7 	 1 9 8 7 . 2 8 	 3 6 . 3 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 6 6 	 9 4 4 . 1 6 	 6 2 2 	 1 . 5 8 	 1 . 5 2 	 1 2 0 1 . 3 7 	 6 4 . 1 3 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 6 7 	 1 2 6 2 7 . 0 0 	 6 5 9 	 2 . 8 7 	 1 9 . 1 6 	 1 9 8 7 . 2 8 	 3 5 . 3 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 6 8 	 1 2 6 3 5 . 2 2 	 6 6 0 	 2 . 6 2 	 1 9 . 1 4 	 2 4 6 3 . 2 3 	 3 8 . 2 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 6 9 	 1 4 7 2 5 . 0 7 	 7 0 0 	 2 . 7 4 	 2 1 . 0 4 	 3 2 1 6 . 6 6 	 3 6 . 2 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 7 0 	 1 5 0 5 5 . 3 5 	 6 7 6 	 3 . 0 6 	 2 2 . 2 7 	 2 7 0 0 . 1 6 	 3 1 . 5 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 7 1 	 1 7 3 1 6 . 7 2 	 6 8 1 	 3 . 0 8 	 2 5 . 4 3 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 7 2 	 1 5 4 6 7 . 3 3 	 6 8 5 	 2 . 9 7 	 2 2 . 5 8 	 2 5 1 5 . 7 0 	 3 2 . 8 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 7 3 	 1 5 2 0 5 . 5 4 	 6 7 0 	 3 . 0 2 	 2 2 . 6 9 	 3 8 9 2 . 3 5 	 3 5 . 6 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 7 4 	 2 6 1 1 . 9 2 	 1 9 2 	 2 . 8 6 	 1 3 . 6 0 	 2 5 6 0 . 8 6 	 7 7 . 5 0 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 7 5 	 1 3 9 8 6 . 8 9 	 6 8 3 	 2 . 7 1 	 2 0 . 4 8 	 3 1 8 3 . 8 2 	 3 5 . 9 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 7 6 	 1 2 9 5 4 . 2 2 	 6 5 8 	 2 . 8 6 	 1 9 . 6 9 	 1 9 8 7 . 2 8 	 3 6 . 0 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 7 7 	 2 0 1 0 . 8 2 	 3 0 9 	 2 . 0 2 	 6 . 5 1 	 2 0 2 8 . 0 9 	 7 9 . 1 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 7 8 	 1 3 8 9 4 . 8 5 	 6 6 5 	 2 . 9 7 	 2 0 . 8 9 	 2 4 2 9 . 9 9 	 3 6 . 0 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 7 9 	 1 7 7 1 4 . 0 0 	 6 9 6 	 3 . 1 0 	 2 5 . 4 5 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 8 0 	 1 2 9 4 7 . 2 5 	 6 6 5 	 2 . 7 1 	 1 9 . 4 7 	 2 4 6 3 . 2 3 	 3 6 . 7 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 8 1 	 1 2 5 8 1 . 4 7 	 6 5 9 	 2 . 8 2 	 1 9 . 0 9 	 1 9 8 7 . 2 8 	 3 5 . 4 0 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 8 2 	 1 2 6 8 9 . 8 3 	 6 5 8 	 2 . 8 7 	 1 9 . 2 9 	 1 9 8 7 . 2 8 	 3 5 . 2 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 8 3 	 1 2 9 4 6 . 0 0 	 6 6 7 	 2 . 7 0 	 1 9 . 4 1 	 2 4 6 3 . 2 3 	 3 8 . 6 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 8 4 	 1 4 2 4 1 . 0 6 	 6 6 1 	 3 . 1 2 	 2 1 . 5 4 	 3 0 1 5 . 6 8 	 3 4 . 9 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 8 5 	 1 2 7 9 0 . 1 2 	 6 6 4 	 2 . 8 4 	 1 9 . 2 6 	 1 9 8 7 . 2 8 	 3 5 . 2 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 8 6 	 1 3 9 0 0 . 7 7 	 6 8 9 	 2 . 7 8 	 2 0 . 1 8 	 2 4 6 3 . 2 3 	 2 9 . 5 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 8 7 	 1 2 8 2 7 . 3 4 	 6 6 3 	 2 . 8 3 	 1 9 . 3 5 	 1 9 8 7 . 2 8 	 3 5 . 2 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 8 8 	 1 4 4 8 0 . 3 0 	 6 6 4 	 2 . 9 9 	 2 1 . 8 1 	 4 2 5 0 . 6 9 	 4 1 . 7 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 8 9 	 1 2 7 9 5 . 0 8 	 6 6 5 	 2 . 8 4 	 1 9 . 2 4 	 1 9 8 7 . 2 8 	 3 5 . 3 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 9 0 	 1 4 4 6 0 . 8 0 	 6 6 6 	 3 . 1 0 	 2 1 . 7 1 	 3 0 1 5 . 6 8 	 3 1 . 6 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 9 1 	 1 0 1 2 5 . 2 4 	 6 7 5 	 2 . 6 0 	 1 5 . 0 0 	 2 4 2 9 . 9 9 	 4 1 . 7 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 9 2 	 1 4 9 9 8 . 2 4 	 7 1 2 	 2 . 8 7 	 2 1 . 0 6 	 5 2 3 3 . 9 3 	 4 7 . 9 9 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 9 3 	 1 3 4 8 0 . 1 5 	 6 7 7 	 2 . 6 4 	 1 9 . 9 1 	 2 4 6 3 . 2 3 	 3 7 . 1 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 9 4 	 1 4 7 5 7 . 4 6 	 6 9 2 	 2 . 7 1 	 2 1 . 3 3 	 3 2 1 6 . 6 6 	 3 4 . 4 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 9 5 	 1 3 8 8 6 . 9 3 	 6 8 3 	 2 . 7 3 	 2 0 . 3 3 	 2 4 6 3 . 2 3 	 3 6 . 0 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 9 6 	 1 5 2 0 7 . 7 9 	 7 1 1 	 2 . 8 5 	 2 1 . 3 9 	 3 3 9 7 . 3 3 	 3 3 . 0 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 9 7 	 1 4 5 6 5 . 8 4 	 6 9 7 	 2 . 7 1 	 2 0 . 9 0 	 3 2 1 6 . 6 6 	 3 6 . 4 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 9 8 	 1 1 5 2 3 . 7 5 	 6 7 5 	 2 . 4 2 	 1 7 . 0 7 	 2 4 2 9 . 9 9 	 3 9 . 7 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 2   	 S e c o n d P r o f i t P e r s e n t = 4 4   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 1 9 9 	 1 2 4 6 2 . 2 6 	 6 7 3 	 2 . 7 5 	 1 8 . 5 2 	 2 4 7 7 . 5 1 	 3 4 . 0 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 0 0 	 1 4 4 8 0 . 3 0 	 6 6 4 	 2 . 9 9 	 2 1 . 8 1 	 4 2 5 0 . 6 9 	 4 1 . 7 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 0 1 	 1 2 9 3 7 . 9 5 	 6 5 8 	 2 . 8 3 	 1 9 . 6 6 	 1 9 8 7 . 2 8 	 3 6 . 1 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 0 2 	 9 5 5 . 1 9 	 9 7 1 	 1 . 5 4 	 0 . 9 8 	 3 0 7 . 9 8 	 2 4 . 9 4 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 8 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 0 3 	 6 5 3 . 9 8 	 4 4 3 	 1 . 4 2 	 1 . 4 8 	 1 2 4 9 . 8 2 	 7 7 . 7 8 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 5   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 0 4 	 1 2 6 8 9 . 9 7 	 6 6 5 	 2 . 8 3 	 1 9 . 0 8 	 1 9 8 7 . 2 8 	 3 5 . 4 0 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 0 5 	 1 4 2 2 8 . 7 0 	 6 5 6 	 3 . 1 1 	 2 1 . 6 9 	 4 2 5 0 . 6 9 	 4 1 . 4 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 0 6 	 1 2 9 5 3 . 8 9 	 6 6 6 	 2 . 6 6 	 1 9 . 4 5 	 2 4 6 3 . 2 3 	 3 8 . 0 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 6 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 0 7 	 1 3 9 8 8 . 7 7 	 6 8 3 	 2 . 7 1 	 2 0 . 4 8 	 3 1 8 3 . 8 2 	 3 5 . 9 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 0 8 	 2 8 9 . 6 9 	 1 5 5 	 1 . 7 2 	 1 . 8 7 	 4 0 5 . 3 7 	 3 8 . 1 8 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 5   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 2 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 0 9 	 1 2 8 4 3 . 4 6 	 6 5 5 	 2 . 6 9 	 1 9 . 6 1 	 2 4 6 3 . 2 3 	 3 8 . 4 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 1 0 	 1 3 5 2 8 . 4 1 	 6 6 9 	 2 . 7 3 	 2 0 . 2 2 	 2 4 6 3 . 2 3 	 3 7 . 5 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 1 1 	 1 2 4 1 7 . 9 6 	 6 7 8 	 2 . 6 5 	 1 8 . 3 2 	 2 4 6 3 . 2 3 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 1 2 	 1 3 1 0 1 . 0 5 	 6 7 1 	 2 . 6 9 	 1 9 . 5 2 	 2 4 6 3 . 2 3 	 3 6 . 7 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 1 3 	 1 3 3 6 0 . 1 5 	 6 7 1 	 2 . 6 4 	 1 9 . 9 1 	 2 4 6 3 . 2 3 	 3 7 . 1 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 1 4 	 1 2 9 6 3 . 5 8 	 6 7 5 	 2 . 7 0 	 1 9 . 2 1 	 2 4 6 3 . 2 3 	 3 6 . 5 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 1 5 	 1 4 4 4 2 . 7 5 	 6 5 9 	 3 . 0 3 	 2 1 . 9 2 	 4 2 5 0 . 6 9 	 4 1 . 7 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 1 6 	 4 9 5 . 5 5 	 4 8 2 	 1 . 4 9 	 1 . 0 3 	 1 2 4 5 . 7 4 	 8 1 . 9 6 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 1 7 	 1 3 7 3 5 . 9 6 	 6 5 9 	 3 . 0 2 	 2 0 . 8 4 	 4 2 5 0 . 6 9 	 4 4 . 0 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 1 8 	 5 0 6 . 7 4 	 2 6 	 3 . 1 9 	 1 9 . 4 9 	 9 2 4 . 2 8 	 7 6 . 7 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 1 9 	 1 2 4 3 9 . 0 3 	 6 7 3 	 2 . 7 2 	 1 8 . 4 8 	 2 4 7 7 . 5 1 	 3 4 . 7 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 2 0 	 1 4 0 5 1 . 8 3 	 6 8 3 	 2 . 7 6 	 2 0 . 5 7 	 2 4 5 3 . 1 2 	 3 5 . 9 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 2 1 	 1 2 0 4 2 . 3 9 	 6 6 5 	 2 . 6 2 	 1 8 . 1 1 	 2 4 6 3 . 2 3 	 3 4 . 7 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 2 2 	 1 4 1 0 3 . 4 1 	 6 5 7 	 2 . 9 7 	 2 1 . 4 7 	 4 2 5 0 . 6 9 	 4 2 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 2 3 	 1 4 6 8 7 . 8 6 	 7 0 1 	 2 . 7 4 	 2 0 . 9 5 	 3 2 1 6 . 6 6 	 3 6 . 3 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 2 4 	 1 5 2 2 5 . 3 7 	 6 6 9 	 3 . 0 3 	 2 2 . 7 6 	 3 8 9 2 . 3 5 	 3 5 . 6 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 2 5 	 1 4 1 6 2 . 0 2 	 6 5 3 	 3 . 0 4 	 2 1 . 6 9 	 4 2 5 0 . 6 9 	 4 2 . 0 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 2 6 	 1 2 4 4 6 . 0 1 	 6 7 3 	 2 . 9 1 	 1 8 . 4 9 	 3 1 0 3 . 4 2 	 3 8 . 5 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 2 7 	 1 4 3 5 6 . 7 5 	 6 6 0 	 3 . 1 3 	 2 1 . 7 5 	 3 0 1 5 . 6 8 	 3 1 . 6 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 2 8 	 1 4 3 4 8 . 1 9 	 6 6 4 	 2 . 9 9 	 2 1 . 6 1 	 4 2 5 0 . 6 9 	 4 1 . 5 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 2 9 	 1 5 2 1 9 . 1 0 	 6 7 6 	 3 . 0 3 	 2 2 . 5 1 	 2 5 1 5 . 7 0 	 3 3 . 0 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 3 0 	 1 8 4 5 1 . 6 1 	 7 0 1 	 2 . 9 4 	 2 6 . 3 2 	 2 9 5 4 . 1 8 	 3 3 . 4 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 3 1 	 1 2 8 1 2 . 5 8 	 6 7 7 	 2 . 7 0 	 1 8 . 9 3 	 2 4 6 3 . 2 3 	 3 2 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 3 2 	 1 2 6 2 1 . 4 5 	 6 8 4 	 2 . 6 2 	 1 8 . 4 5 	 2 4 6 3 . 2 3 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 3 3 	 1 3 9 6 0 . 0 2 	 6 5 8 	 3 . 2 3 	 2 1 . 2 2 	 3 0 1 5 . 6 8 	 3 1 . 0 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 3 4 	 1 2 1 8 1 . 0 4 	 6 7 6 	 2 . 6 3 	 1 8 . 0 2 	 2 4 7 7 . 5 1 	 3 5 . 7 0 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 3 5 	 1 7 5 9 6 . 2 7 	 6 9 2 	 3 . 0 6 	 2 5 . 4 3 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 3 6 	 1 2 6 1 3 . 8 7 	 6 8 4 	 2 . 6 2 	 1 8 . 4 4 	 2 4 6 3 . 2 3 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 3 7 	 1 4 3 5 6 . 4 0 	 6 8 7 	 2 . 7 3 	 2 0 . 9 0 	 3 2 2 5 . 7 9 	 3 6 . 5 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 3 8 	 1 4 3 4 7 . 4 0 	 6 5 8 	 3 . 1 2 	 2 1 . 8 0 	 3 0 1 5 . 6 8 	 3 4 . 7 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 3 9 	 1 0 4 7 2 . 5 4 	 6 7 0 	 2 . 5 7 	 1 5 . 6 3 	 2 4 2 9 . 9 9 	 4 1 . 8 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 4 0 	 1 5 2 0 6 . 5 1 	 6 7 3 	 2 . 9 9 	 2 2 . 6 0 	 3 8 9 2 . 3 5 	 3 5 . 6 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 4 1 	 1 3 3 9 9 . 6 1 	 6 7 2 	 2 . 6 6 	 1 9 . 9 4 	 2 4 6 3 . 2 3 	 3 7 . 1 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 4 2 	 8 4 7 . 5 7 	 5 7 3 	 1 . 4 9 	 1 . 4 8 	 9 7 9 . 7 4 	 5 4 . 7 7 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 4 3 	 1 2 9 0 0 . 9 0 	 6 6 4 	 2 . 6 5 	 1 9 . 4 3 	 2 4 6 3 . 2 3 	 3 7 . 4 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 4 4 	 1 2 7 9 5 . 2 6 	 6 5 9 	 2 . 8 6 	 1 9 . 4 2 	 1 9 8 7 . 2 8 	 3 5 . 1 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 4 5 	 1 4 1 0 0 . 1 8 	 6 5 4 	 3 . 1 1 	 2 1 . 5 6 	 3 0 1 5 . 6 8 	 3 4 . 9 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 4 6 	 1 3 7 4 4 . 7 3 	 6 6 1 	 3 . 0 2 	 2 0 . 7 9 	 4 2 5 0 . 6 9 	 4 3 . 7 0 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 4 7 	 1 2 8 1 6 . 4 5 	 6 7 7 	 2 . 7 0 	 1 8 . 9 3 	 2 4 6 3 . 2 3 	 3 2 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 4 8 	 4 8 8 . 8 9 	 4 8 0 	 1 . 4 7 	 1 . 0 2 	 1 2 4 5 . 7 4 	 8 2 . 3 2 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 4 9 	 1 4 3 4 8 . 1 9 	 6 6 4 	 2 . 9 9 	 2 1 . 6 1 	 4 2 5 0 . 6 9 	 4 1 . 5 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 5 0 	 1 4 2 5 6 . 8 7 	 6 6 3 	 3 . 0 1 	 2 1 . 5 0 	 4 2 5 0 . 6 9 	 4 1 . 8 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 5 1 	 1 3 9 8 6 . 8 9 	 6 8 3 	 2 . 7 1 	 2 0 . 4 8 	 3 1 8 3 . 8 2 	 3 5 . 9 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 5 2 	 1 2 9 8 6 . 6 9 	 6 6 0 	 2 . 7 2 	 1 9 . 6 8 	 2 4 6 3 . 2 3 	 3 7 . 2 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 5 3 	 1 4 7 0 3 . 2 7 	 6 9 5 	 2 . 9 1 	 2 1 . 1 6 	 2 5 1 5 . 7 0 	 3 4 . 4 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 5 4 	 1 2 8 1 9 . 9 9 	 6 5 7 	 2 . 8 7 	 1 9 . 5 1 	 1 9 8 7 . 2 8 	 3 5 . 0 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 5 5 	 1 2 6 6 7 . 4 4 	 6 7 1 	 2 . 7 3 	 1 8 . 8 8 	 2 4 6 3 . 2 3 	 3 2 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 5 6 	 1 4 4 8 0 . 3 0 	 6 6 4 	 2 . 9 9 	 2 1 . 8 1 	 4 2 5 0 . 6 9 	 4 1 . 7 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 5 7 	 1 6 2 0 5 . 9 2 	 7 0 0 	 3 . 1 4 	 2 3 . 1 5 	 2 9 6 8 . 8 8 	 5 3 . 7 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 5 8 	 1 4 2 6 7 . 8 1 	 6 5 9 	 2 . 9 3 	 2 1 . 6 5 	 2 4 2 9 . 9 9 	 3 5 . 2 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 5 9 	 1 2 4 6 1 . 7 0 	 6 7 7 	 2 . 9 1 	 1 8 . 4 1 	 3 1 0 3 . 4 2 	 3 8 . 4 0 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 6 0 	 1 2 5 9 4 . 5 8 	 6 5 1 	 2 . 8 8 	 1 9 . 3 5 	 1 9 8 7 . 2 8 	 3 4 . 9 0 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 6 1 	 1 3 6 9 3 . 7 7 	 6 6 7 	 2 . 7 5 	 2 0 . 5 3 	 2 4 6 3 . 2 3 	 3 7 . 1 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 6 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 6 2 	 1 4 1 5 2 . 5 8 	 6 6 1 	 2 . 9 6 	 2 1 . 4 1 	 4 2 5 0 . 6 9 	 4 3 . 7 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 6 3 	 1 3 1 4 2 . 8 5 	 6 6 8 	 2 . 6 8 	 1 9 . 6 7 	 2 4 6 3 . 2 3 	 3 7 . 1 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 6 4 	 1 2 9 9 3 . 0 6 	 6 6 5 	 2 . 7 0 	 1 9 . 5 4 	 2 4 6 3 . 2 3 	 3 8 . 2 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 6 5 	 1 2 6 7 5 . 3 8 	 6 5 7 	 2 . 8 2 	 1 9 . 2 9 	 1 9 8 7 . 2 8 	 3 5 . 2 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 6 6 	 1 2 9 8 7 . 1 3 	 6 5 9 	 2 . 7 2 	 1 9 . 7 1 	 2 4 6 3 . 2 3 	 3 7 . 2 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 6 7 	 1 4 4 7 9 . 0 1 	 6 5 6 	 3 . 0 8 	 2 2 . 0 7 	 3 8 9 2 . 3 5 	 3 6 . 4 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 6 8 	 1 2 5 6 3 . 3 8 	 6 8 2 	 2 . 6 3 	 1 8 . 4 2 	 2 4 6 3 . 2 3 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 6 9 	 1 3 8 8 2 . 4 0 	 6 7 0 	 2 . 9 0 	 2 0 . 7 2 	 2 4 2 9 . 9 9 	 3 5 . 9 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 7 0 	 1 2 9 0 6 . 6 4 	 6 6 5 	 2 . 8 5 	 1 9 . 4 1 	 2 7 0 0 . 1 6 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 7 1 	 1 4 2 4 1 . 8 5 	 7 0 4 	 2 . 7 4 	 2 0 . 2 3 	 2 9 7 1 . 8 2 	 4 1 . 5 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 7 2 	 6 6 4 . 6 4 	 4 1 8 	 1 . 7 0 	 1 . 5 9 	 5 3 0 . 1 9 	 5 1 . 7 8 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 7 3 	 1 1 9 9 5 . 0 3 	 6 5 5 	 2 . 6 5 	 1 8 . 3 1 	 4 2 5 0 . 6 9 	 4 8 . 8 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 6 4   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 7 4 	 1 2 7 7 5 . 5 8 	 6 7 7 	 2 . 6 9 	 1 8 . 8 7 	 2 4 6 3 . 2 3 	 3 1 . 8 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 7 5 	 1 2 3 9 0 . 4 7 	 6 7 2 	 2 . 7 1 	 1 8 . 4 4 	 2 4 7 7 . 5 1 	 3 4 . 7 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 7 6 	 1 1 1 8 . 2 9 	 6 9 8 	 1 . 3 4 	 1 . 6 0 	 1 6 9 4 . 9 0 	 8 1 . 6 7 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 2   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 7 7 	 1 4 3 8 0 . 9 7 	 6 7 0 	 3 . 0 4 	 2 1 . 4 6 	 4 2 5 0 . 6 9 	 4 1 . 9 2 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 7 8 	 1 2 8 2 9 . 8 7 	 6 6 0 	 2 . 8 6 	 1 9 . 4 4 	 2 7 0 0 . 1 6 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 7 9 	 1 1 1 1 7 . 5 1 	 6 5 8 	 2 . 7 2 	 1 6 . 9 0 	 2 3 4 1 . 9 1 	 3 1 . 5 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 8 0 	 1 3 0 7 5 . 9 2 	 6 7 2 	 2 . 6 7 	 1 9 . 4 6 	 2 4 6 3 . 2 3 	 3 8 . 0 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 6 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 8 1 	 1 3 5 2 8 . 4 1 	 6 6 9 	 2 . 7 3 	 2 0 . 2 2 	 2 4 6 3 . 2 3 	 3 7 . 5 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 8 2 	 1 2 4 3 1 . 8 8 	 6 5 1 	 2 . 6 4 	 1 9 . 1 0 	 2 4 6 3 . 2 3 	 3 6 . 8 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 8 3 	 1 3 8 0 5 . 5 7 	 6 6 2 	 3 . 0 0 	 2 0 . 8 5 	 4 2 5 0 . 6 9 	 4 3 . 9 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 8 4 	 1 3 4 0 8 . 8 2 	 6 7 3 	 2 . 6 6 	 1 9 . 9 2 	 2 4 6 3 . 2 3 	 3 7 . 1 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 8 5 	 1 4 3 5 2 . 4 7 	 6 5 8 	 3 . 1 2 	 2 1 . 8 1 	 3 0 1 5 . 6 8 	 3 4 . 7 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 8 6 	 1 3 7 6 8 . 9 2 	 6 7 7 	 2 . 7 5 	 2 0 . 3 4 	 2 4 6 3 . 2 3 	 3 6 . 0 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 8 7 	 1 3 2 5 6 . 8 1 	 6 7 6 	 2 . 6 7 	 1 9 . 6 1 	 2 4 6 3 . 2 3 	 3 6 . 9 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 8 8 	 1 4 6 8 7 . 1 5 	 7 0 1 	 2 . 7 4 	 2 0 . 9 5 	 3 2 1 6 . 6 6 	 3 6 . 3 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 8 9 	 1 3 6 8 5 . 9 7 	 6 5 8 	 2 . 9 2 	 2 0 . 8 0 	 2 4 2 9 . 9 9 	 3 6 . 0 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 9 0 	 1 4 3 9 0 . 0 1 	 6 5 7 	 3 . 0 8 	 2 1 . 9 0 	 3 8 9 2 . 3 5 	 3 6 . 7 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 9 1 	 1 4 7 4 0 . 7 7 	 6 7 2 	 3 . 1 2 	 2 1 . 9 4 	 3 8 9 2 . 3 5 	 3 6 . 5 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 9 2 	 1 2 5 6 3 . 3 8 	 6 8 2 	 2 . 6 3 	 1 8 . 4 2 	 2 4 6 3 . 2 3 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 9 3 	 1 2 6 1 3 . 8 7 	 6 8 4 	 2 . 6 2 	 1 8 . 4 4 	 2 4 6 3 . 2 3 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 9 4 	 6 6 2 . 3 6 	 3 4 1 	 1 . 4 7 	 1 . 9 4 	 8 3 3 . 5 8 	 5 3 . 3 1 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 2   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 2 4   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 9 5 	 1 2 7 7 1 . 9 5 	 6 6 2 	 2 . 6 4 	 1 9 . 2 9 	 2 4 6 3 . 2 3 	 3 7 . 6 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 9 6 	 1 4 5 6 7 . 1 7 	 6 9 7 	 2 . 7 1 	 2 0 . 9 0 	 3 2 1 6 . 6 6 	 3 6 . 4 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 9 7 	 1 4 4 6 0 . 8 0 	 6 6 6 	 3 . 1 0 	 2 1 . 7 1 	 3 0 1 5 . 6 8 	 3 1 . 6 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 9 8 	 8 2 3 . 9 2 	 4 8 1 	 1 . 5 4 	 1 . 7 1 	 4 0 0 . 5 7 	 2 8 . 3 3 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 2 9 9 	 1 4 4 8 0 . 3 0 	 6 6 4 	 2 . 9 9 	 2 1 . 8 1 	 4 2 5 0 . 6 9 	 4 1 . 7 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 0 0 	 1 3 9 8 1 . 4 5 	 6 8 2 	 2 . 8 3 	 2 0 . 5 0 	 3 1 8 3 . 8 2 	 3 1 . 8 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 0 1 	 1 2 4 8 0 . 5 9 	 6 6 1 	 2 . 9 2 	 1 8 . 8 8 	 1 9 8 7 . 2 8 	 3 2 . 6 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 0 2 	 1 5 0 3 5 . 3 8 	 6 7 6 	 2 . 9 5 	 2 2 . 2 4 	 2 1 4 7 . 8 4 	 3 0 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 0 3 	 1 2 7 0 9 . 2 6 	 6 5 2 	 2 . 8 1 	 1 9 . 4 9 	 1 9 8 7 . 2 8 	 3 4 . 8 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 0 4 	 1 5 0 5 4 . 6 7 	 6 7 2 	 3 . 0 8 	 2 2 . 4 0 	 2 7 0 0 . 1 6 	 2 9 . 9 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 0 5 	 1 7 6 7 5 . 2 5 	 6 9 8 	 3 . 0 5 	 2 5 . 3 2 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 0 6 	 1 3 5 5 0 . 3 3 	 6 5 9 	 3 . 1 5 	 2 0 . 5 6 	 2 8 2 4 . 7 3 	 2 9 . 6 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 0 7 	 1 3 2 7 1 . 2 7 	 6 6 2 	 2 . 7 6 	 2 0 . 0 5 	 2 4 6 3 . 2 3 	 3 7 . 1 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 0 8 	 1 2 3 2 2 . 1 1 	 6 5 5 	 2 . 9 8 	 1 8 . 8 1 	 4 2 5 9 . 5 8 	 4 2 . 3 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 0 9 	 1 4 4 1 2 . 2 4 	 6 8 1 	 2 . 8 3 	 2 1 . 1 6 	 3 1 7 0 . 6 9 	 3 4 . 8 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 1 0 	 4 2 8 . 1 9 	 1 9 1 	 1 . 8 3 	 2 . 2 4 	 1 1 2 5 . 4 9 	 8 3 . 1 8 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 8   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 3 4   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 1 1 	 1 2 4 9 1 . 5 2 	 6 8 2 	 2 . 6 3 	 1 8 . 3 2 	 2 4 7 7 . 5 1 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 1 2 	 1 3 3 3 4 . 3 4 	 6 6 0 	 2 . 8 2 	 2 0 . 2 0 	 2 4 6 3 . 2 3 	 3 7 . 2 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 1 3 	 1 2 5 6 3 . 3 8 	 6 8 2 	 2 . 6 3 	 1 8 . 4 2 	 2 4 6 3 . 2 3 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 1 4 	 1 4 0 0 5 . 6 5 	 6 8 7 	 2 . 8 3 	 2 0 . 3 9 	 2 4 5 3 . 1 2 	 3 0 . 7 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 1 5 	 1 5 2 8 4 . 5 9 	 6 8 0 	 3 . 0 3 	 2 2 . 4 8 	 2 5 1 5 . 7 0 	 3 3 . 3 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 1 6 	 1 2 8 4 2 . 6 3 	 6 6 3 	 2 . 8 3 	 1 9 . 3 7 	 1 9 8 7 . 2 8 	 3 5 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 1 7 	 1 2 7 0 9 . 9 3 	 6 5 0 	 2 . 8 4 	 1 9 . 5 5 	 1 9 8 7 . 2 8 	 3 5 . 9 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 1 8 	 1 6 5 9 4 . 4 0 	 6 8 6 	 3 . 2 1 	 2 4 . 1 9 	 4 3 0 4 . 0 1 	 3 6 . 5 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 1 9 	 1 6 9 7 6 . 0 6 	 7 0 8 	 3 . 0 7 	 2 3 . 9 8 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 2 0 	 1 4 5 8 9 . 9 4 	 6 9 4 	 2 . 9 2 	 2 1 . 0 2 	 2 5 1 5 . 7 0 	 3 4 . 3 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 2 1 	 1 5 0 9 9 . 8 1 	 6 7 5 	 3 . 0 6 	 2 2 . 3 7 	 2 7 0 0 . 1 6 	 3 1 . 6 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 2 2 	 1 5 4 0 6 . 0 6 	 6 8 7 	 3 . 0 1 	 2 2 . 4 3 	 2 5 1 5 . 7 0 	 3 3 . 0 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 2 3 	 1 4 9 1 1 . 8 7 	 6 7 2 	 2 . 9 9 	 2 2 . 1 9 	 2 1 4 7 . 8 4 	 3 0 . 4 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 2 4 	 1 3 4 6 8 . 4 6 	 6 6 3 	 2 . 7 9 	 2 0 . 3 1 	 2 4 6 3 . 2 3 	 3 7 . 3 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 2 5 	 1 1 6 2 1 . 6 7 	 6 8 8 	 2 . 5 4 	 1 6 . 8 9 	 1 9 4 6 . 1 2 	 3 4 . 3 0 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 2 6 	 1 3 9 0 2 . 0 7 	 6 7 7 	 2 . 7 4 	 2 0 . 5 3 	 3 1 8 3 . 8 2 	 3 5 . 9 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 2 7 	 7 5 4 . 5 6 	 7 6 4 	 1 . 3 2 	 0 . 9 9 	 6 7 6 . 5 5 	 4 4 . 8 8 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 7   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 3   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 6   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 2 8 	 1 6 9 7 6 . 2 2 	 7 0 8 	 3 . 0 7 	 2 3 . 9 8 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 2 9 	 1 3 5 8 6 . 0 0 	 6 5 9 	 2 . 8 8 	 2 0 . 6 2 	 4 2 5 0 . 6 9 	 4 0 . 1 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 3 0 	 1 3 4 4 2 . 6 0 	 6 6 2 	 2 . 7 2 	 2 0 . 3 1 	 2 4 6 3 . 2 3 	 3 6 . 3 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 3 1 	 1 4 1 4 7 . 0 1 	 6 5 9 	 3 . 0 4 	 2 1 . 4 7 	 4 2 5 0 . 6 9 	 4 2 . 0 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 3 2 	 1 4 1 7 4 . 2 9 	 6 9 7 	 2 . 7 3 	 2 0 . 3 4 	 2 6 1 4 . 8 8 	 3 5 . 0 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 3 3 	 1 2 2 4 6 . 4 0 	 6 7 2 	 2 . 6 9 	 1 8 . 2 2 	 2 4 6 3 . 2 3 	 3 4 . 0 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 3 4 	 1 6 8 2 5 . 2 6 	 7 1 0 	 3 . 0 7 	 2 3 . 7 0 	 2 5 7 0 . 2 4 	 2 9 . 2 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 3 5 	 1 8 2 8 4 . 8 2 	 6 9 6 	 2 . 9 2 	 2 6 . 2 7 	 2 9 5 4 . 1 8 	 3 3 . 4 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 3 6 	 1 4 1 7 8 . 4 5 	 6 5 5 	 3 . 0 7 	 2 1 . 6 5 	 4 2 5 0 . 6 9 	 4 2 . 0 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 3 7 	 1 3 9 0 0 . 7 7 	 6 8 9 	 2 . 7 8 	 2 0 . 1 8 	 2 4 6 3 . 2 3 	 2 9 . 5 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 3 8 	 1 4 9 6 7 . 1 2 	 7 1 4 	 2 . 6 7 	 2 0 . 9 6 	 2 3 0 4 . 8 7 	 2 9 . 8 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 3 9 	 1 2 9 2 8 . 3 3 	 6 7 3 	 2 . 7 1 	 1 9 . 2 1 	 2 4 6 3 . 2 3 	 3 3 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 4 0 	 1 5 7 9 4 . 7 4 	 7 0 6 	 3 . 0 8 	 2 2 . 3 7 	 2 2 3 3 . 5 4 	 3 3 . 7 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 4 1 	 1 0 0 2 4 . 9 0 	 6 6 2 	 2 . 5 9 	 1 5 . 1 4 	 2 4 7 6 . 5 0 	 3 5 . 4 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 9 2   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 4 2 	 1 3 1 . 1 5 	 1 6 	 1 . 9 7 	 8 . 2 0 	 9 0 3 . 6 4 	 8 4 . 4 6 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 7   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 8 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 4 3 	 1 4 1 0 3 . 4 1 	 6 5 7 	 2 . 9 7 	 2 1 . 4 7 	 4 2 5 0 . 6 9 	 4 2 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 4 4 	 5 9 0 . 2 5 	 2 0 9 	 1 . 8 9 	 2 . 8 2 	 4 7 2 . 8 5 	 4 0 . 7 6 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 4 5 	 1 4 4 2 7 . 8 9 	 6 8 1 	 2 . 8 2 	 2 1 . 1 9 	 3 1 7 0 . 6 9 	 3 4 . 7 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 4 6 	 1 4 1 9 0 . 5 2 	 6 8 9 	 2 . 7 2 	 2 0 . 6 0 	 2 6 1 4 . 8 8 	 3 5 . 9 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 4 7 	 1 4 2 1 9 . 4 3 	 6 5 5 	 3 . 1 6 	 2 1 . 7 1 	 3 0 1 5 . 6 8 	 3 1 . 6 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 4 8 	 1 8 3 6 3 . 9 2 	 7 0 1 	 3 . 0 4 	 2 6 . 2 0 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 4 9 	 1 4 8 1 0 . 2 4 	 7 0 0 	 2 . 7 4 	 2 1 . 1 6 	 3 2 2 3 . 6 0 	 3 5 . 7 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 5 0 	 1 4 2 6 9 . 6 0 	 7 0 5 	 2 . 7 5 	 2 0 . 2 4 	 2 9 7 1 . 8 2 	 4 1 . 4 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 5 1 	 1 3 7 6 8 . 9 2 	 6 7 7 	 2 . 7 5 	 2 0 . 3 4 	 2 4 6 3 . 2 3 	 3 6 . 0 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 5 2 	 1 4 4 1 7 . 7 3 	 6 7 2 	 3 . 0 5 	 2 1 . 4 5 	 4 2 5 0 . 6 9 	 4 1 . 8 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 5 3 	 1 1 6 9 5 . 3 9 	 6 5 9 	 2 . 9 5 	 1 7 . 7 5 	 3 1 0 3 . 4 2 	 3 8 . 1 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 5 4 	 1 4 3 8 2 . 5 9 	 6 7 1 	 3 . 0 5 	 2 1 . 4 3 	 4 2 5 0 . 6 9 	 4 1 . 9 3 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 5 5 	 1 4 2 7 8 . 5 1 	 6 5 9 	 3 . 0 4 	 2 1 . 6 7 	 4 2 5 0 . 6 9 	 4 2 . 0 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 5 6 	 7 9 8 8 . 1 6 	 6 7 6 	 2 . 6 4 	 1 1 . 8 2 	 1 8 3 6 . 4 1 	 2 8 . 9 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 6   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 5 7 	 1 3 9 8 6 . 8 9 	 6 8 3 	 2 . 7 1 	 2 0 . 4 8 	 3 1 8 3 . 8 2 	 3 5 . 9 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 5 8 	 1 3 3 1 8 . 6 1 	 6 6 5 	 2 . 6 8 	 2 0 . 0 3 	 2 4 6 3 . 2 3 	 3 7 . 7 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 5 9 	 1 3 9 6 9 . 9 0 	 6 6 0 	 2 . 9 6 	 2 1 . 1 7 	 4 2 5 0 . 6 9 	 3 9 . 6 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 6 0 	 1 2 7 5 8 . 8 0 	 6 6 4 	 2 . 8 3 	 1 9 . 2 2 	 1 9 8 7 . 2 8 	 3 5 . 2 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 6 1 	 1 5 3 5 . 8 1 	 9 0 0 	 1 . 3 8 	 1 . 7 1 	 9 0 5 . 0 7 	 5 0 . 0 2 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 7   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 6 2 	 1 3 1 4 9 . 2 3 	 6 7 1 	 2 . 6 8 	 1 9 . 6 0 	 2 4 6 3 . 2 3 	 3 7 . 6 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 6 3 	 1 6 3 8 9 . 2 3 	 6 9 3 	 3 . 1 0 	 2 3 . 6 5 	 4 3 0 4 . 0 1 	 3 6 . 7 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 6 4 	 1 2 4 2 5 . 4 2 	 6 7 1 	 2 . 6 9 	 1 8 . 5 2 	 2 4 6 3 . 2 3 	 3 2 . 0 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 6 5 	 1 2 0 0 1 . 8 2 	 6 5 3 	 3 . 0 6 	 1 8 . 3 8 	 2 5 6 0 . 9 6 	 3 5 . 3 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 6 6 	 1 3 9 6 5 . 5 8 	 6 8 3 	 2 . 8 5 	 2 0 . 4 5 	 2 4 5 3 . 1 2 	 3 0 . 6 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 6 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 6 7 	 1 5 4 5 8 . 9 3 	 6 8 5 	 2 . 9 8 	 2 2 . 5 7 	 2 5 1 5 . 7 0 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 6 8 	 1 1 5 3 7 . 9 6 	 6 6 3 	 2 . 9 0 	 1 7 . 4 0 	 3 1 0 3 . 4 2 	 3 9 . 2 0 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 6 9 	 1 4 2 4 9 . 4 1 	 6 6 3 	 3 . 0 1 	 2 1 . 4 9 	 4 2 5 0 . 6 9 	 4 1 . 9 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 7 0 	 1 4 1 2 0 . 2 7 	 7 0 2 	 2 . 6 9 	 2 0 . 1 1 	 2 6 1 4 . 8 8 	 3 5 . 1 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 7 1 	 1 4 3 8 3 . 8 2 	 6 6 9 	 3 . 0 4 	 2 1 . 5 0 	 4 2 5 0 . 6 9 	 4 1 . 9 2 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 7 2 	 1 3 1 4 2 . 8 5 	 6 6 8 	 2 . 6 8 	 1 9 . 6 7 	 2 4 6 3 . 2 3 	 3 7 . 1 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 7 3 	 1 3 1 6 1 . 6 3 	 6 6 4 	 2 . 7 0 	 1 9 . 8 2 	 2 4 6 3 . 2 3 	 3 7 . 3 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 7 4 	 1 4 3 5 7 . 3 0 	 6 7 1 	 2 . 8 9 	 2 1 . 4 0 	 2 4 2 9 . 9 9 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 7 5 	 1 0 4 3 . 9 5 	 2 3 0 	 1 . 9 1 	 4 . 5 4 	 1 1 1 7 . 2 6 	 7 3 . 7 2 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 5   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 0   	 S e c o n d P r o f i t P e r s e n t = 5 6   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 7 6 	 1 0 9 0 2 . 9 8 	 6 7 2 	 2 . 6 2 	 1 6 . 2 2 	 1 6 5 4 . 8 5 	 3 3 . 8 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 7 7 	 1 7 9 5 8 . 5 1 	 6 9 8 	 2 . 9 8 	 2 5 . 7 3 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 7 8 	 1 3 5 6 7 . 1 0 	 6 7 1 	 2 . 7 3 	 2 0 . 2 2 	 2 4 6 3 . 2 3 	 3 7 . 6 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 7 9 	 1 7 7 0 8 . 5 6 	 6 9 5 	 3 . 1 0 	 2 5 . 4 8 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 8 0 	 1 3 8 0 0 . 7 6 	 6 6 3 	 2 . 9 9 	 2 0 . 8 2 	 4 2 5 0 . 6 9 	 4 4 . 0 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 8 1 	 1 2 7 4 3 . 0 2 	 6 6 1 	 2 . 8 7 	 1 9 . 2 8 	 1 9 8 7 . 2 8 	 3 3 . 3 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 8 2 	 6 1 0 . 9 9 	 4 1 2 	 1 . 7 4 	 1 . 4 8 	 1 0 2 7 . 4 8 	 6 8 . 4 9 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 8 3 	 1 3 6 4 8 . 8 6 	 6 6 6 	 2 . 7 1 	 2 0 . 4 9 	 2 4 6 3 . 2 3 	 3 7 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 6 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 8 4 	 1 4 3 8 3 . 6 8 	 6 7 9 	 2 . 7 9 	 2 1 . 1 8 	 3 1 7 0 . 6 9 	 3 4 . 7 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 8 5 	 1 4 6 5 8 . 8 6 	 7 0 0 	 2 . 7 4 	 2 0 . 9 4 	 3 2 1 6 . 6 6 	 3 6 . 4 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 8 6 	 1 4 3 7 4 . 7 6 	 6 6 6 	 2 . 9 9 	 2 1 . 5 8 	 2 4 2 9 . 9 9 	 3 4 . 3 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 8 7 	 1 2 5 5 8 . 1 6 	 6 6 2 	 2 . 8 5 	 1 8 . 9 7 	 1 9 8 7 . 2 8 	 3 3 . 5 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 8 8 	 1 4 1 2 8 . 2 6 	 6 5 3 	 3 . 0 1 	 2 1 . 6 4 	 4 2 5 0 . 6 9 	 4 1 . 7 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 8 9 	 1 4 6 9 4 . 9 2 	 7 0 1 	 2 . 7 4 	 2 0 . 9 6 	 3 2 1 6 . 6 6 	 3 6 . 3 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 9 0 	 1 3 9 8 8 . 7 7 	 6 8 3 	 2 . 7 1 	 2 0 . 4 8 	 3 1 8 3 . 8 2 	 3 5 . 9 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 9 1 	 1 3 6 9 3 . 7 7 	 6 6 7 	 2 . 7 5 	 2 0 . 5 3 	 2 4 6 3 . 2 3 	 3 7 . 1 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 6 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 9 2 	 4 6 0 . 8 7 	 2 6 	 3 . 6 8 	 1 7 . 7 3 	 1 1 1 2 . 1 6 	 9 3 . 0 0 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 9 3 	 1 3 9 0 3 . 4 8 	 6 7 7 	 2 . 7 4 	 2 0 . 5 4 	 3 1 8 3 . 8 2 	 3 5 . 9 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 9 4 	 1 3 0 2 9 . 3 7 	 6 6 2 	 2 . 8 6 	 1 9 . 6 8 	 1 9 8 7 . 2 8 	 3 5 . 7 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 9 5 	 1 3 8 4 3 . 1 8 	 6 5 7 	 3 . 2 3 	 2 1 . 0 7 	 3 0 1 5 . 6 8 	 3 1 . 1 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 9 6 	 1 4 6 2 4 . 0 2 	 7 0 0 	 2 . 7 4 	 2 0 . 8 9 	 3 2 1 6 . 6 6 	 3 6 . 4 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 9 7 	 5 6 2 . 8 5 	 2 9 0 	 1 . 5 6 	 1 . 9 4 	 8 1 8 . 8 1 	 7 2 . 7 4 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 9 8 	 1 4 4 9 3 . 7 9 	 6 6 4 	 3 . 1 3 	 2 1 . 8 3 	 3 0 1 5 . 6 8 	 3 4 . 7 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 3 9 9 	 4 6 3 . 8 2 	 3 5 4 	 1 . 7 8 	 1 . 3 1 	 7 6 2 . 6 2 	 5 1 . 1 6 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 1   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 0 0 	 1 7 5 7 2 . 0 5 	 6 9 2 	 3 . 0 6 	 2 5 . 3 9 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 0 1 	 1 4 3 1 3 . 0 1 	 6 6 6 	 2 . 9 4 	 2 1 . 4 9 	 2 4 2 9 . 9 9 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 0 2 	 6 4 9 . 9 3 	 4 4 3 	 1 . 4 1 	 1 . 4 7 	 1 2 4 9 . 8 2 	 7 7 . 9 7 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 5   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 0 3 	 1 5 4 2 4 . 0 5 	 6 8 7 	 3 . 0 2 	 2 2 . 4 5 	 2 5 1 5 . 7 0 	 3 3 . 0 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 0 4 	 1 4 3 5 0 . 2 3 	 6 5 8 	 3 . 0 4 	 2 1 . 8 1 	 3 8 9 2 . 3 5 	 3 7 . 2 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 0 5 	 5 1 8 . 8 8 	 4 3 	 2 . 5 1 	 1 2 . 0 7 	 6 5 7 . 1 7 	 5 2 . 6 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 0 6 	 5 7 . 8 8 	 2 1 	 1 . 2 8 	 2 . 7 6 	 4 6 1 . 4 7 	 4 4 . 8 4 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 2   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 0 7 	 1 7 8 6 6 . 3 2 	 7 0 6 	 3 . 0 2 	 2 5 . 3 1 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 0 8 	 1 4 4 4 3 . 1 8 	 6 5 9 	 3 . 0 3 	 2 1 . 9 2 	 4 2 5 0 . 6 9 	 4 1 . 7 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 0 9 	 9 8 6 . 1 5 	 7 1 	 2 . 2 8 	 1 3 . 8 9 	 1 3 5 1 . 0 6 	 7 9 . 3 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 1 0 	 1 2 1 7 7 . 7 3 	 6 7 2 	 2 . 6 5 	 1 8 . 1 2 	 2 4 6 3 . 2 3 	 3 4 . 1 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 1 1 	 1 4 1 0 3 . 4 1 	 6 5 7 	 2 . 9 7 	 2 1 . 4 7 	 4 2 5 0 . 6 9 	 4 2 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 1 2 	 1 2 3 8 6 . 9 1 	 6 6 2 	 2 . 9 6 	 1 8 . 7 1 	 4 2 5 9 . 5 8 	 4 2 . 3 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 1 3 	 1 6 4 0 5 . 6 2 	 6 9 3 	 3 . 1 0 	 2 3 . 6 7 	 4 3 0 4 . 0 1 	 3 6 . 7 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 1 4 	 1 3 0 2 4 . 8 9 	 6 6 6 	 2 . 9 2 	 1 9 . 5 6 	 1 9 8 7 . 2 8 	 3 0 . 6 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 1 5 	 1 5 4 2 4 . 6 2 	 6 8 8 	 3 . 0 0 	 2 2 . 4 2 	 2 5 1 5 . 7 0 	 3 3 . 2 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 1 6 	 5 0 6 . 7 4 	 2 6 	 3 . 1 9 	 1 9 . 4 9 	 9 2 4 . 2 8 	 7 6 . 7 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 1 7 	 1 3 4 8 0 . 1 5 	 6 7 7 	 2 . 6 4 	 1 9 . 9 1 	 2 4 6 3 . 2 3 	 3 7 . 1 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 1 8 	 1 4 2 4 4 . 3 1 	 6 4 9 	 3 . 0 4 	 2 1 . 9 5 	 4 2 5 0 . 6 9 	 4 1 . 8 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 1 9 	 1 5 2 1 9 . 2 7 	 7 1 1 	 2 . 9 3 	 2 1 . 4 1 	 3 3 9 7 . 3 3 	 3 2 . 9 8 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 2 0 	 1 4 1 4 6 . 2 6 	 6 5 9 	 3 . 0 4 	 2 1 . 4 7 	 4 2 5 0 . 6 9 	 4 2 . 0 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 2 1 	 1 4 1 0 3 . 4 1 	 6 5 7 	 2 . 9 7 	 2 1 . 4 7 	 4 2 5 0 . 6 9 	 4 2 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 2 2 	 1 3 2 2 4 . 7 3 	 6 6 4 	 2 . 9 1 	 1 9 . 9 2 	 1 9 8 7 . 2 8 	 3 0 . 8 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 2 3 	 1 2 7 5 9 . 4 4 	 6 7 7 	 2 . 6 9 	 1 8 . 8 5 	 2 4 6 3 . 2 3 	 3 2 . 1 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 2 4 	 3 4 3 . 3 2 	 1 8 3 	 1 . 5 6 	 1 . 8 8 	 7 3 9 . 0 1 	 5 6 . 4 8 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 4   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 2 5 	 1 4 2 3 3 . 8 8 	 6 6 3 	 3 . 0 1 	 2 1 . 4 7 	 4 2 5 0 . 6 9 	 4 1 . 9 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 2 6 	 1 3 1 4 9 . 2 3 	 6 7 1 	 2 . 6 8 	 1 9 . 6 0 	 2 4 6 3 . 2 3 	 3 7 . 6 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 2 7 	 1 3 0 5 5 . 8 7 	 6 7 1 	 2 . 6 8 	 1 9 . 4 6 	 2 4 6 3 . 2 3 	 3 6 . 7 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 2 8 	 1 3 0 5 8 . 0 3 	 6 6 6 	 2 . 9 1 	 1 9 . 6 1 	 1 9 8 7 . 2 8 	 3 0 . 8 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 2 9 	 1 3 2 5 7 . 4 0 	 6 5 8 	 2 . 7 2 	 2 0 . 1 5 	 2 4 6 3 . 2 3 	 3 7 . 8 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 3 0 	 1 4 3 9 0 . 0 1 	 6 5 7 	 3 . 0 8 	 2 1 . 9 0 	 3 8 9 2 . 3 5 	 3 6 . 7 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 3 1 	 1 5 2 0 8 . 1 3 	 7 1 1 	 2 . 8 5 	 2 1 . 3 9 	 3 3 9 7 . 3 3 	 3 3 . 0 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 3 2 	 1 4 4 8 0 . 3 0 	 6 6 4 	 2 . 9 9 	 2 1 . 8 1 	 4 2 5 0 . 6 9 	 4 1 . 7 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 3 3 	 1 3 8 9 8 . 6 6 	 6 8 8 	 2 . 6 7 	 2 0 . 2 0 	 2 6 1 4 . 8 8 	 3 6 . 9 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 3 4 	 1 3 1 6 6 . 2 8 	 6 6 4 	 2 . 7 0 	 1 9 . 8 3 	 2 4 6 3 . 2 3 	 3 7 . 2 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 3 5 	 1 2 5 1 5 . 3 6 	 6 6 6 	 2 . 8 3 	 1 8 . 7 9 	 2 7 0 0 . 1 6 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 3 6 	 1 5 4 1 2 . 9 0 	 6 8 6 	 3 . 0 2 	 2 2 . 4 7 	 2 5 1 5 . 7 0 	 3 3 . 0 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 3 7 	 1 1 5 7 8 . 7 8 	 6 7 5 	 2 . 5 5 	 1 7 . 1 5 	 3 3 6 3 . 5 1 	 4 0 . 3 9 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 3 8 	 1 4 0 9 5 . 2 2 	 6 5 9 	 2 . 9 6 	 2 1 . 3 9 	 2 4 2 9 . 9 9 	 3 6 . 8 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 3 9 	 1 4 1 7 5 . 6 2 	 6 5 4 	 3 . 1 3 	 2 1 . 6 8 	 4 2 5 0 . 6 9 	 4 1 . 4 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 4 0 	 1 5 3 3 1 . 8 6 	 6 8 2 	 3 . 0 0 	 2 2 . 4 8 	 2 5 1 5 . 7 0 	 3 3 . 0 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 4 1 	 1 5 0 2 3 . 4 2 	 6 5 5 	 3 . 0 5 	 2 2 . 9 4 	 2 7 0 0 . 1 6 	 2 8 . 8 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 4 2 	 1 4 2 3 0 . 4 8 	 6 5 6 	 3 . 1 6 	 2 1 . 6 9 	 3 0 1 5 . 6 8 	 3 4 . 7 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 4 3 	 1 4 3 4 2 . 1 2 	 6 6 8 	 3 . 0 1 	 2 1 . 4 7 	 4 2 5 0 . 6 9 	 4 1 . 9 1 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 4 4 	 1 4 4 8 0 . 3 0 	 6 6 4 	 2 . 9 9 	 2 1 . 8 1 	 4 2 5 0 . 6 9 	 4 1 . 7 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 4 5 	 1 5 5 1 6 . 3 3 	 6 8 1 	 3 . 0 3 	 2 2 . 7 8 	 2 5 1 5 . 7 0 	 3 3 . 1 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 4 6 	 1 5 2 2 9 . 8 7 	 7 0 9 	 2 . 8 9 	 2 1 . 4 8 	 3 3 9 7 . 3 3 	 3 2 . 9 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 4 7 	 1 3 3 0 7 . 4 6 	 6 7 3 	 2 . 6 9 	 1 9 . 7 7 	 2 4 6 3 . 2 3 	 3 7 . 4 0 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 4 8 	 1 4 2 8 7 . 6 7 	 6 5 2 	 3 . 0 5 	 2 1 . 9 1 	 4 2 5 0 . 6 9 	 4 1 . 7 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 4 9 	 1 5 4 2 4 . 0 5 	 6 8 7 	 3 . 0 2 	 2 2 . 4 5 	 2 5 1 5 . 7 0 	 3 3 . 0 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 5 0 	 1 4 1 6 2 . 0 2 	 6 5 3 	 3 . 0 4 	 2 1 . 6 9 	 4 2 5 0 . 6 9 	 4 2 . 0 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 5 1 	 1 4 3 3 1 . 9 4 	 6 6 0 	 3 . 0 9 	 2 1 . 7 2 	 3 0 1 5 . 6 8 	 3 1 . 6 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 5 2 	 1 5 3 0 7 . 1 3 	 6 8 8 	 3 . 0 6 	 2 2 . 2 5 	 2 5 1 5 . 7 0 	 3 3 . 0 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 5 3 	 1 7 9 3 0 . 9 7 	 7 1 0 	 3 . 0 4 	 2 5 . 2 5 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 5 4 	 1 4 6 8 7 . 1 5 	 7 0 1 	 2 . 7 4 	 2 0 . 9 5 	 3 2 1 6 . 6 6 	 3 6 . 3 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 5 5 	 1 4 1 4 4 . 1 6 	 6 5 3 	 3 . 1 3 	 2 1 . 6 6 	 4 2 5 0 . 6 9 	 4 1 . 4 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 5 6 	 1 3 9 9 4 . 7 2 	 6 5 1 	 2 . 9 7 	 2 1 . 5 0 	 4 2 5 0 . 6 9 	 4 2 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 5 7 	 1 4 7 2 4 . 6 2 	 7 0 1 	 2 . 7 4 	 2 1 . 0 1 	 3 2 1 6 . 6 6 	 3 6 . 1 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 5 8 	 8 0 4 . 8 3 	 9 6 0 	 1 . 3 5 	 0 . 8 4 	 1 1 1 0 . 0 4 	 7 4 . 9 8 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 5 9 	 1 6 6 0 6 . 5 3 	 6 8 8 	 3 . 2 0 	 2 4 . 1 4 	 4 3 0 4 . 0 1 	 3 6 . 4 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 6 0 	 1 4 1 2 4 . 0 0 	 6 5 4 	 3 . 1 5 	 2 1 . 6 0 	 3 0 1 5 . 6 8 	 3 4 . 9 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 6 1 	 1 4 2 7 8 . 5 1 	 6 5 9 	 3 . 0 4 	 2 1 . 6 7 	 4 2 5 0 . 6 9 	 4 2 . 0 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 6 2 	 1 5 0 5 5 . 3 5 	 6 7 6 	 3 . 0 6 	 2 2 . 2 7 	 2 7 0 0 . 1 6 	 3 1 . 5 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 6 3 	 1 4 7 3 2 . 4 8 	 6 9 6 	 2 . 9 1 	 2 1 . 1 7 	 2 5 1 5 . 7 0 	 3 4 . 4 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 6 4 	 1 4 8 8 3 . 6 4 	 6 7 8 	 3 . 1 1 	 2 1 . 9 5 	 2 0 4 2 . 1 8 	 3 5 . 5 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 2   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 6 5 	 1 4 2 2 8 . 7 0 	 6 5 6 	 3 . 1 1 	 2 1 . 6 9 	 4 2 5 0 . 6 9 	 4 1 . 4 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 6 6 	 1 2 3 6 1 . 9 4 	 6 6 8 	 2 . 8 3 	 1 8 . 5 1 	 2 7 0 0 . 1 6 	 3 3 . 7 0 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 6 7 	 1 5 2 0 7 . 7 9 	 7 1 1 	 2 . 8 5 	 2 1 . 3 9 	 3 3 9 7 . 3 3 	 3 3 . 0 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 6 8 	 1 4 2 1 9 . 4 3 	 6 5 5 	 3 . 1 6 	 2 1 . 7 1 	 3 0 1 5 . 6 8 	 3 1 . 6 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 6 9 	 1 5 0 4 7 . 9 4 	 6 7 6 	 3 . 0 6 	 2 2 . 2 6 	 2 7 0 0 . 1 6 	 3 1 . 6 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 7 0 	 1 4 0 1 6 . 1 2 	 6 5 1 	 3 . 0 2 	 2 1 . 5 3 	 4 2 5 0 . 6 9 	 4 2 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 7 1 	 1 5 2 5 2 . 4 6 	 6 5 6 	 3 . 0 5 	 2 3 . 2 5 	 2 7 0 0 . 1 6 	 3 0 . 1 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 7 2 	 1 6 3 8 9 . 2 3 	 6 9 3 	 3 . 1 0 	 2 3 . 6 5 	 4 3 0 4 . 0 1 	 3 6 . 7 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 7 3 	 1 3 9 4 8 . 9 4 	 7 0 6 	 2 . 6 6 	 1 9 . 7 6 	 2 6 1 4 . 8 8 	 2 9 . 8 1 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 7 4 	 1 1 8 0 6 . 0 9 	 6 6 4 	 2 . 5 7 	 1 7 . 7 8 	 2 4 6 3 . 2 3 	 3 4 . 9 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 7 5 	 1 6 2 0 9 . 2 9 	 6 9 9 	 3 . 1 4 	 2 3 . 1 9 	 2 9 6 8 . 8 8 	 5 3 . 8 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 7 6 	 1 4 2 3 3 . 8 8 	 6 6 3 	 3 . 0 1 	 2 1 . 4 7 	 4 2 5 0 . 6 9 	 4 1 . 9 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 7 7 	 1 7 9 5 1 . 9 5 	 7 1 1 	 3 . 0 3 	 2 5 . 2 5 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 7 8 	 1 2 4 6 9 . 7 5 	 6 7 2 	 2 . 7 1 	 1 8 . 5 6 	 2 4 6 3 . 2 3 	 3 1 . 1 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 7 9 	 1 1 3 2 . 6 6 	 7 0 8 	 1 . 3 4 	 1 . 6 0 	 1 6 8 2 . 3 0 	 8 0 . 3 2 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 8 0 	 1 3 7 8 2 . 3 5 	 6 6 9 	 2 . 7 4 	 2 0 . 6 0 	 3 1 8 3 . 8 2 	 3 5 . 8 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 8 1 	 1 5 4 0 6 . 0 6 	 6 8 7 	 3 . 0 1 	 2 2 . 4 3 	 2 5 1 5 . 7 0 	 3 3 . 0 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 8 2 	 1 4 4 2 7 . 8 9 	 6 8 1 	 2 . 8 2 	 2 1 . 1 9 	 3 1 7 0 . 6 9 	 3 4 . 7 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 8 3 	 1 4 0 1 7 . 9 9 	 6 5 3 	 3 . 0 0 	 2 1 . 4 7 	 4 2 5 0 . 6 9 	 4 2 . 2 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 8 4 	 1 7 5 9 6 . 2 7 	 6 9 2 	 3 . 0 6 	 2 5 . 4 3 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 8 5 	 1 7 4 9 0 . 5 4 	 6 8 4 	 3 . 1 0 	 2 5 . 5 7 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 8 6 	 1 4 4 9 8 . 9 7 	 6 6 9 	 3 . 0 5 	 2 1 . 6 7 	 2 4 2 9 . 9 9 	 3 4 . 2 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 8 7 	 1 4 0 0 0 . 8 9 	 6 9 8 	 2 . 7 1 	 2 0 . 0 6 	 2 6 1 4 . 8 8 	 3 5 . 2 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 8 8 	 1 4 6 5 4 . 8 0 	 7 0 0 	 2 . 7 4 	 2 0 . 9 4 	 3 2 1 6 . 6 6 	 3 6 . 4 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 8 9 	 1 4 2 2 0 . 6 8 	 6 6 1 	 3 . 1 2 	 2 1 . 5 1 	 3 0 1 5 . 6 8 	 3 4 . 9 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 9 0 	 4 5 9 . 8 9 	 3 7 3 	 1 . 7 0 	 1 . 2 3 	 7 6 2 . 6 2 	 5 1 . 3 0 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 9 1 	 1 5 1 9 4 . 9 1 	 6 9 3 	 2 . 8 8 	 2 1 . 9 3 	 3 3 9 7 . 3 3 	 3 4 . 0 2 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 9 2 	 1 4 3 8 0 . 9 7 	 6 7 0 	 3 . 0 4 	 2 1 . 4 6 	 4 2 5 0 . 6 9 	 4 1 . 9 2 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 9 3 	 1 7 8 8 6 . 0 6 	 6 9 3 	 3 . 0 1 	 2 5 . 8 1 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 9 4 	 1 4 2 3 2 . 3 0 	 6 5 8 	 2 . 9 9 	 2 1 . 6 3 	 4 2 5 0 . 6 9 	 4 1 . 6 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 9 5 	 1 5 4 1 2 . 9 0 	 6 8 6 	 3 . 0 2 	 2 2 . 4 7 	 2 5 1 5 . 7 0 	 3 3 . 0 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 9 6 	 1 4 7 4 0 . 7 7 	 6 7 2 	 3 . 1 2 	 2 1 . 9 4 	 3 8 9 2 . 3 5 	 3 6 . 5 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 9 7 	 1 4 2 6 9 . 9 8 	 6 5 9 	 2 . 9 8 	 2 1 . 6 5 	 4 2 5 0 . 6 9 	 4 2 . 4 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 9 8 	 1 4 2 7 8 . 5 1 	 6 5 9 	 3 . 0 4 	 2 1 . 6 7 	 4 2 5 0 . 6 9 	 4 2 . 0 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 4 9 9 	 1 6 0 9 2 . 8 3 	 6 7 8 	 3 . 0 5 	 2 3 . 7 4 	 2 9 6 8 . 8 8 	 5 3 . 7 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 0 0 	 1 1 3 6 7 . 8 8 	 6 5 1 	 2 . 9 6 	 1 7 . 4 6 	 3 1 0 3 . 4 2 	 3 9 . 1 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 0 1 	 1 2 6 7 2 . 6 3 	 6 7 8 	 2 . 6 7 	 1 8 . 6 9 	 2 4 6 3 . 2 3 	 3 2 . 0 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 0 2 	 1 4 7 2 1 . 7 6 	 6 7 2 	 3 . 1 2 	 2 1 . 9 1 	 3 8 9 2 . 3 5 	 3 6 . 5 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 0 3 	 1 3 7 8 2 . 3 5 	 6 6 9 	 2 . 7 4 	 2 0 . 6 0 	 3 1 8 3 . 8 2 	 3 5 . 8 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 0 4 	 1 2 6 3 5 . 5 2 	 6 6 0 	 2 . 8 6 	 1 9 . 1 4 	 1 9 8 7 . 2 8 	 3 5 . 2 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 0 5 	 1 4 0 8 6 . 7 8 	 6 6 6 	 2 . 9 6 	 2 1 . 1 5 	 4 2 5 0 . 6 9 	 3 9 . 6 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 0 6 	 1 4 6 4 7 . 3 3 	 6 9 9 	 2 . 7 4 	 2 0 . 9 5 	 3 2 1 6 . 6 6 	 3 6 . 4 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 0 7 	 1 4 1 9 0 . 5 2 	 6 8 9 	 2 . 7 2 	 2 0 . 6 0 	 2 6 1 4 . 8 8 	 3 5 . 9 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 0 8 	 1 2 1 0 8 . 8 1 	 6 7 7 	 2 . 5 9 	 1 7 . 8 9 	 2 4 7 7 . 5 1 	 4 0 . 2 8 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 0 9 	 1 4 2 4 2 . 2 6 	 6 6 2 	 2 . 9 6 	 2 1 . 5 1 	 2 4 2 9 . 9 9 	 3 5 . 4 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 1 0 	 1 4 1 7 5 . 6 2 	 6 5 4 	 3 . 1 3 	 2 1 . 6 8 	 4 2 5 0 . 6 9 	 4 1 . 4 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 1 1 	 4 9 1 . 3 0 	 3 8 1 	 1 . 6 8 	 1 . 2 9 	 3 7 0 . 5 9 	 2 8 . 3 1 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 1 . 6   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 1 2 	 1 4 2 6 3 . 6 3 	 6 6 7 	 3 . 0 3 	 2 1 . 3 8 	 4 2 5 0 . 6 9 	 4 1 . 9 8 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 1 3 	 1 4 2 7 8 . 5 1 	 6 5 9 	 3 . 0 4 	 2 1 . 6 7 	 4 2 5 0 . 6 9 	 4 2 . 0 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 1 4 	 1 4 2 9 5 . 0 0 	 6 6 1 	 3 . 1 3 	 2 1 . 6 3 	 3 0 1 5 . 6 8 	 3 4 . 9 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 1 5 	 1 4 4 1 4 . 6 7 	 6 6 6 	 2 . 8 9 	 2 1 . 6 4 	 2 4 2 9 . 9 9 	 3 5 . 1 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 1 6 	 1 2 4 2 7 . 8 2 	 6 6 1 	 2 . 9 1 	 1 8 . 8 0 	 1 9 8 7 . 2 8 	 3 2 . 6 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 1 7 	 1 3 8 8 6 . 9 3 	 6 8 3 	 2 . 7 3 	 2 0 . 3 3 	 2 4 6 3 . 2 3 	 3 6 . 0 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 1 8 	 1 3 6 5 9 . 4 2 	 6 6 5 	 2 . 9 2 	 2 0 . 5 4 	 2 4 2 9 . 9 9 	 3 6 . 0 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 1 9 	 1 8 2 0 7 . 7 7 	 7 0 4 	 2 . 9 8 	 2 5 . 8 6 	 2 5 7 0 . 2 4 	 3 2 . 8 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 2 0 	 1 3 9 1 8 . 2 3 	 6 7 1 	 2 . 8 0 	 2 0 . 7 4 	 3 1 7 0 . 6 9 	 3 6 . 0 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 2 1 	 1 2 5 9 8 . 6 5 	 6 5 7 	 2 . 8 8 	 1 9 . 1 8 	 1 9 8 7 . 2 8 	 3 2 . 3 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 2 2 	 1 4 2 2 5 . 8 2 	 6 7 1 	 2 . 8 2 	 2 1 . 2 0 	 3 1 7 0 . 6 9 	 3 4 . 7 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 2 3 	 1 5 1 3 5 . 7 6 	 7 0 8 	 2 . 8 7 	 2 1 . 3 8 	 3 3 9 7 . 3 3 	 3 3 . 1 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 2 4 	 1 2 3 4 9 . 4 2 	 6 6 0 	 2 . 8 3 	 1 8 . 7 1 	 2 7 0 0 . 1 6 	 3 3 . 8 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 2 5 	 1 4 4 7 4 . 5 2 	 6 6 6 	 3 . 1 0 	 2 1 . 7 3 	 3 0 1 5 . 6 8 	 3 1 . 6 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 2 6 	 1 3 9 8 6 . 1 4 	 7 0 6 	 2 . 6 9 	 1 9 . 8 1 	 2 6 1 4 . 8 8 	 2 9 . 7 8 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 2 7 	 1 4 1 1 0 . 0 8 	 6 5 9 	 2 . 9 6 	 2 1 . 4 1 	 2 4 2 9 . 9 9 	 3 6 . 7 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 2 8 	 1 4 3 9 6 . 3 3 	 6 8 1 	 2 . 8 1 	 2 1 . 1 4 	 3 1 7 0 . 6 9 	 3 4 . 7 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 2 9 	 1 5 0 5 3 . 7 8 	 6 7 6 	 3 . 0 5 	 2 2 . 2 7 	 2 7 0 0 . 1 6 	 3 1 . 9 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 3 0 	 1 3 4 2 5 . 9 4 	 6 6 1 	 2 . 7 2 	 2 0 . 3 1 	 2 4 6 3 . 2 3 	 3 6 . 2 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 3 1 	 1 3 5 1 8 . 7 7 	 6 5 3 	 2 . 9 2 	 2 0 . 7 0 	 4 2 5 0 . 6 9 	 4 0 . 2 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 3 2 	 1 3 1 3 7 . 6 3 	 6 5 9 	 2 . 9 0 	 1 9 . 9 4 	 1 9 8 7 . 2 8 	 3 0 . 6 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 3 3 	 2 2 2 . 3 9 	 1 8 5 	 1 . 3 4 	 1 . 2 0 	 8 7 2 . 1 9 	 7 4 . 4 9 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 6   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 3 4 	 1 2 3 6 1 . 9 4 	 6 7 2 	 2 . 9 1 	 1 8 . 4 0 	 2 7 4 7 . 8 5 	 3 8 . 5 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 3 5 	 1 4 9 7 5 . 1 9 	 7 1 4 	 2 . 6 7 	 2 0 . 9 7 	 2 3 0 4 . 8 7 	 2 9 . 8 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 3 6 	 1 3 8 7 5 . 5 2 	 6 6 7 	 2 . 9 9 	 2 0 . 8 0 	 4 2 5 0 . 6 9 	 4 2 . 7 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 3   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 3 7 	 1 4 2 3 3 . 8 8 	 6 6 3 	 3 . 0 1 	 2 1 . 4 7 	 4 2 5 0 . 6 9 	 4 1 . 9 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 3 8 	 1 4 1 0 3 . 4 1 	 6 5 7 	 2 . 9 7 	 2 1 . 4 7 	 4 2 5 0 . 6 9 	 4 2 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 3 9 	 1 6 9 1 2 . 3 9 	 6 8 3 	 3 . 0 7 	 2 4 . 7 6 	 2 5 7 0 . 2 4 	 2 9 . 4 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 4 0 	 1 5 7 9 4 . 7 4 	 7 0 6 	 3 . 0 8 	 2 2 . 3 7 	 2 2 3 3 . 5 4 	 3 3 . 7 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 4 1 	 1 8 3 6 1 . 0 1 	 7 0 1 	 3 . 0 4 	 2 6 . 1 9 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 4 2 	 1 4 4 4 3 . 1 8 	 6 5 9 	 3 . 0 3 	 2 1 . 9 2 	 4 2 5 0 . 6 9 	 4 1 . 7 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 4 3 	 1 4 2 8 4 . 2 5 	 6 7 2 	 2 . 9 0 	 2 1 . 2 6 	 3 1 7 0 . 6 9 	 3 0 . 7 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 4   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 4 4 	 1 4 7 5 9 . 7 2 	 6 6 4 	 2 . 9 5 	 2 2 . 2 3 	 2 1 4 7 . 8 4 	 2 9 . 9 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 4 5 	 1 7 5 4 4 . 1 1 	 6 8 7 	 3 . 0 9 	 2 5 . 5 4 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 4 6 	 1 4 2 7 8 . 5 1 	 6 5 9 	 3 . 0 4 	 2 1 . 6 7 	 4 2 5 0 . 6 9 	 4 2 . 0 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 4 7 	 1 4 0 9 3 . 9 2 	 6 5 0 	 3 . 1 2 	 2 1 . 6 8 	 3 0 1 5 . 6 8 	 3 1 . 6 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 4 8 	 9 6 9 . 2 2 	 9 7 2 	 1 . 5 5 	 1 . 0 0 	 3 0 7 . 9 8 	 2 4 . 9 3 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 4 9 	 1 7 5 9 5 . 7 0 	 6 9 2 	 3 . 0 6 	 2 5 . 4 3 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 5 0 	 1 4 6 8 7 . 8 6 	 7 0 1 	 2 . 7 4 	 2 0 . 9 5 	 3 2 1 6 . 6 6 	 3 6 . 3 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 5 1 	 1 2 7 9 0 . 1 2 	 6 6 4 	 2 . 8 4 	 1 9 . 2 6 	 1 9 8 7 . 2 8 	 3 5 . 2 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 5 2 	 1 4 0 1 8 . 4 7 	 6 4 9 	 3 . 1 3 	 2 1 . 6 0 	 3 0 1 5 . 6 8 	 3 1 . 6 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 5 3 	 1 2 3 7 0 . 1 3 	 6 5 6 	 2 . 9 5 	 1 8 . 8 6 	 1 9 8 7 . 2 8 	 3 2 . 6 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 5 4 	 1 1 2 1 7 . 7 2 	 6 6 5 	 2 . 7 2 	 1 6 . 8 7 	 2 3 4 1 . 9 1 	 3 1 . 5 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 5 5 	 1 7 5 9 5 . 7 0 	 6 9 2 	 3 . 0 6 	 2 5 . 4 3 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 5 6 	 1 7 1 3 4 . 7 4 	 6 9 9 	 3 . 0 6 	 2 4 . 5 1 	 2 5 7 0 . 2 4 	 3 2 . 2 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 5 7 	 1 6 6 . 6 5 	 1 2 7 	 1 . 3 3 	 1 . 3 1 	 4 8 1 . 8 7 	 4 2 . 5 0 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 5   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 2 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 5 8 	 1 3 8 8 6 . 9 3 	 6 8 3 	 2 . 7 3 	 2 0 . 3 3 	 2 4 6 3 . 2 3 	 3 6 . 0 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 5 9 	 1 2 7 4 3 . 7 0 	 6 6 3 	 2 . 9 6 	 1 9 . 2 2 	 2 8 2 4 . 7 3 	 3 0 . 9 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 6 0 	 1 5 4 2 4 . 0 5 	 6 8 7 	 3 . 0 2 	 2 2 . 4 5 	 2 5 1 5 . 7 0 	 3 3 . 0 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 6 1 	 1 5 2 4 1 . 7 2 	 7 1 5 	 2 . 9 4 	 2 1 . 3 2 	 3 3 9 7 . 3 3 	 3 3 . 0 3 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 6 2 	 1 1 7 1 2 . 0 7 	 6 6 0 	 2 . 9 7 	 1 7 . 7 5 	 2 0 6 9 . 3 0 	 3 0 . 3 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 6 3 	 1 3 2 0 3 . 8 3 	 6 6 6 	 2 . 6 9 	 1 9 . 8 3 	 2 4 6 3 . 2 3 	 3 7 . 3 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 6 4 	 1 8 1 0 8 . 0 0 	 7 0 1 	 3 . 0 1 	 2 5 . 8 3 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 6 5 	 1 4 4 8 7 . 1 7 	 6 6 9 	 3 . 0 4 	 2 1 . 6 5 	 2 4 2 9 . 9 9 	 3 4 . 2 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 6 6 	 1 2 6 1 1 . 0 9 	 6 5 8 	 2 . 8 3 	 1 9 . 1 7 	 1 9 8 7 . 2 8 	 3 5 . 2 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 6 7 	 1 4 0 3 9 . 1 5 	 6 5 8 	 3 . 0 3 	 2 1 . 3 4 	 4 2 5 0 . 6 9 	 4 3 . 5 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 6 8 	 1 4 2 1 9 . 4 3 	 6 5 5 	 3 . 1 6 	 2 1 . 7 1 	 3 0 1 5 . 6 8 	 3 1 . 6 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 6 9 	 1 1 2 1 7 . 7 2 	 6 6 5 	 2 . 7 2 	 1 6 . 8 7 	 2 3 4 1 . 9 1 	 3 1 . 5 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 7 0 	 1 2 2 9 6 . 2 5 	 6 5 5 	 2 . 8 6 	 1 8 . 7 7 	 2 7 0 0 . 1 6 	 3 2 . 7 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 7 1 	 1 5 0 9 5 . 8 8 	 7 0 8 	 2 . 9 3 	 2 1 . 3 2 	 3 3 9 7 . 3 3 	 3 2 . 9 7 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 7 2 	 1 5 3 2 5 . 5 2 	 6 8 0 	 3 . 0 3 	 2 2 . 5 4 	 2 5 1 5 . 7 0 	 3 3 . 3 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 7 3 	 1 3 9 8 6 . 9 9 	 6 5 1 	 2 . 9 7 	 2 1 . 4 9 	 4 2 5 0 . 6 9 	 4 2 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 7 4 	 1 5 4 6 5 . 0 4 	 6 8 8 	 3 . 0 1 	 2 2 . 4 8 	 2 5 1 5 . 7 0 	 3 3 . 2 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 7 5 	 1 4 4 7 4 . 3 5 	 6 6 9 	 3 . 0 3 	 2 1 . 6 4 	 2 4 2 9 . 9 9 	 3 4 . 2 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 7 6 	 1 4 5 0 5 . 8 7 	 6 7 1 	 2 . 9 8 	 2 1 . 6 2 	 2 0 4 2 . 1 8 	 3 0 . 4 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 7 7 	 1 3 0 5 8 . 0 3 	 6 6 6 	 2 . 9 1 	 1 9 . 6 1 	 1 9 8 7 . 2 8 	 3 0 . 8 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 7 8 	 1 4 1 4 6 . 4 6 	 6 7 2 	 2 . 8 7 	 2 1 . 0 5 	 3 1 7 0 . 6 9 	 3 5 . 8 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 7 9 	 1 2 3 1 2 . 6 8 	 6 5 5 	 2 . 9 0 	 1 8 . 8 0 	 1 9 8 7 . 2 8 	 3 2 . 6 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 8 0 	 1 4 7 7 2 . 7 5 	 6 9 6 	 2 . 9 2 	 2 1 . 2 3 	 2 5 1 5 . 7 0 	 3 4 . 4 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 8 1 	 1 4 2 7 8 . 5 1 	 6 5 9 	 3 . 0 4 	 2 1 . 6 7 	 4 2 5 0 . 6 9 	 4 2 . 0 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 8 2 	 1 4 2 7 5 . 2 3 	 6 6 0 	 3 . 0 2 	 2 1 . 6 3 	 4 2 5 0 . 6 9 	 4 1 . 5 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 8 3 	 1 4 4 0 7 . 0 9 	 6 7 3 	 2 . 9 2 	 2 1 . 4 1 	 2 4 2 9 . 9 9 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 8 4 	 4 2 3 . 6 2 	 3 3 5 	 1 . 4 5 	 1 . 2 6 	 8 7 3 . 5 6 	 5 7 . 3 0 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 8   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 3 4   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 8 5 	 1 4 0 0 5 . 6 5 	 6 8 7 	 2 . 8 3 	 2 0 . 3 9 	 2 4 5 3 . 1 2 	 3 0 . 7 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 8 6 	 1 5 1 9 6 . 4 1 	 6 7 0 	 3 . 0 3 	 2 2 . 6 8 	 3 8 9 2 . 3 5 	 3 5 . 7 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 8 7 	 1 4 2 1 7 . 9 2 	 6 5 5 	 3 . 0 7 	 2 1 . 7 1 	 4 2 5 0 . 6 9 	 4 2 . 0 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 8 8 	 1 4 1 1 0 . 0 8 	 6 5 9 	 2 . 9 6 	 2 1 . 4 1 	 2 4 2 9 . 9 9 	 3 6 . 7 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 8 9 	 1 3 5 8 8 . 2 6 	 6 5 9 	 2 . 8 8 	 2 0 . 6 2 	 4 2 5 0 . 6 9 	 4 0 . 1 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 9 0 	 1 3 9 9 2 . 3 8 	 6 6 0 	 2 . 9 9 	 2 1 . 2 0 	 4 2 5 0 . 6 9 	 3 9 . 6 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 9 1 	 1 4 1 5 2 . 1 2 	 6 5 3 	 2 . 9 8 	 2 1 . 6 7 	 4 2 5 0 . 6 9 	 4 2 . 4 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 9 2 	 1 4 2 8 3 . 9 3 	 6 8 8 	 2 . 7 2 	 2 0 . 7 6 	 2 6 1 4 . 8 8 	 3 5 . 8 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 9 3 	 1 5 4 2 4 . 0 5 	 6 8 7 	 3 . 0 2 	 2 2 . 4 5 	 2 5 1 5 . 7 0 	 3 3 . 0 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 9 4 	 1 5 0 8 0 . 7 0 	 6 9 4 	 2 . 9 3 	 2 1 . 7 3 	 3 3 9 7 . 3 3 	 3 4 . 1 0 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 9 5 	 1 5 8 4 1 . 6 4 	 7 0 7 	 3 . 0 9 	 2 2 . 4 1 	 2 2 3 3 . 5 4 	 3 3 . 7 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 9 6 	 1 7 7 3 7 . 7 9 	 6 9 6 	 3 . 1 0 	 2 5 . 4 9 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 9 7 	 6 1 8 9 . 1 3 	 6 8 9 	 2 . 0 8 	 8 . 9 8 	 1 5 8 5 . 3 6 	 5 0 . 1 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 9 8 	 1 6 2 0 5 . 9 2 	 7 0 0 	 3 . 1 4 	 2 3 . 1 5 	 2 9 6 8 . 8 8 	 5 3 . 7 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 5 9 9 	 1 2 5 6 0 . 3 2 	 6 5 2 	 2 . 8 6 	 1 9 . 2 6 	 1 9 8 7 . 2 8 	 3 5 . 2 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 0 0 	 1 2 1 8 3 . 6 2 	 6 5 7 	 3 . 0 9 	 1 8 . 5 4 	 2 5 6 0 . 9 6 	 3 5 . 1 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 0 1 	 1 5 8 . 9 5 	 2 3 	 1 . 8 7 	 6 . 9 1 	 8 7 7 . 5 6 	 8 5 . 7 7 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 7   	 R i s k = 1 . 5   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 5   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 5 6   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 0 2 	 1 4 1 6 1 . 5 0 	 6 5 3 	 3 . 0 4 	 2 1 . 6 9 	 4 2 5 0 . 6 9 	 4 2 . 0 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 0 3 	 1 2 8 3 7 . 4 4 	 6 6 0 	 2 . 8 9 	 1 9 . 4 5 	 1 9 8 7 . 2 8 	 3 3 . 5 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 0 4 	 1 3 0 2 4 . 8 9 	 6 6 6 	 2 . 9 2 	 1 9 . 5 6 	 1 9 8 7 . 2 8 	 3 0 . 6 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 0 5 	 1 4 4 6 0 . 8 0 	 6 6 6 	 3 . 1 0 	 2 1 . 7 1 	 3 0 1 5 . 6 8 	 3 1 . 6 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 0 6 	 1 4 1 6 1 . 5 0 	 6 5 3 	 3 . 0 4 	 2 1 . 6 9 	 4 2 5 0 . 6 9 	 4 2 . 0 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 0 7 	 1 4 2 1 3 . 4 8 	 6 6 6 	 3 . 0 5 	 2 1 . 3 4 	 2 4 2 9 . 9 9 	 3 4 . 3 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 0 8 	 1 4 4 0 6 . 3 7 	 6 6 4 	 3 . 1 9 	 2 1 . 7 0 	 3 0 1 5 . 6 8 	 3 1 . 1 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 0 9 	 1 7 7 0 8 . 4 0 	 6 9 5 	 3 . 1 0 	 2 5 . 4 8 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 1 0 	 1 4 8 0 3 . 8 5 	 6 9 4 	 2 . 7 1 	 2 1 . 3 3 	 3 2 1 6 . 6 6 	 3 4 . 3 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 1 1 	 1 4 4 8 9 . 3 4 	 6 6 8 	 2 . 9 3 	 2 1 . 6 9 	 2 4 2 9 . 9 9 	 3 5 . 1 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 1 2 	 1 5 0 1 6 . 5 7 	 6 7 5 	 3 . 0 1 	 2 2 . 2 5 	 2 7 0 0 . 1 6 	 3 1 . 5 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 1 3 	 1 4 4 0 3 . 1 8 	 6 5 7 	 3 . 0 0 	 2 1 . 9 2 	 4 2 5 0 . 6 9 	 4 1 . 7 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 1 4 	 1 7 9 1 8 . 1 1 	 7 0 9 	 3 . 0 4 	 2 5 . 2 7 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 1 5 	 1 5 0 7 8 . 3 1 	 6 7 6 	 3 . 0 6 	 2 2 . 3 1 	 2 7 0 0 . 1 6 	 3 1 . 6 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 1 6 	 1 4 1 6 2 . 0 2 	 6 5 3 	 3 . 0 4 	 2 1 . 6 9 	 4 2 5 0 . 6 9 	 4 2 . 0 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 1 7 	 1 5 4 5 8 . 6 0 	 6 8 5 	 2 . 9 8 	 2 2 . 5 7 	 2 5 1 5 . 7 0 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 1 8 	 1 6 1 1 4 . 0 4 	 6 9 4 	 3 . 1 2 	 2 3 . 2 2 	 2 9 6 8 . 8 8 	 5 3 . 7 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 1 9 	 1 5 0 5 8 . 2 2 	 7 1 3 	 2 . 9 7 	 2 1 . 1 2 	 2 7 5 5 . 8 4 	 3 2 . 6 8 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 2 0 	 1 4 5 6 7 . 1 7 	 6 9 7 	 2 . 7 1 	 2 0 . 9 0 	 3 2 1 6 . 6 6 	 3 6 . 4 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 2 1 	 1 4 4 5 2 . 1 2 	 6 6 9 	 2 . 9 3 	 2 1 . 6 0 	 2 4 2 9 . 9 9 	 3 5 . 1 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 2 2 	 1 3 3 8 2 . 7 6 	 6 7 3 	 2 . 6 7 	 1 9 . 8 9 	 2 4 6 3 . 2 3 	 3 7 . 4 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 2 3 	 1 1 6 . 8 1 	 2 7 	 1 . 5 4 	 4 . 3 3 	 9 2 2 . 7 5 	 8 7 . 2 0 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 4   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 5   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 2 4 	 1 5 0 5 3 . 6 2 	 7 2 2 	 2 . 9 2 	 2 0 . 8 5 	 3 3 9 7 . 3 3 	 3 4 . 8 0 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 2 5 	 1 6 2 8 0 . 8 0 	 6 7 1 	 3 . 2 1 	 2 4 . 2 6 	 4 3 0 4 . 0 1 	 3 6 . 8 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 2 6 	 1 5 0 4 1 . 8 6 	 6 7 7 	 2 . 9 5 	 2 2 . 2 2 	 2 1 4 7 . 8 4 	 2 9 . 9 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 2 7 	 1 4 4 0 7 . 0 9 	 6 7 3 	 2 . 9 2 	 2 1 . 4 1 	 2 4 2 9 . 9 9 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 2 8 	 1 4 5 0 4 . 3 1 	 6 6 4 	 3 . 1 3 	 2 1 . 8 4 	 3 0 1 5 . 6 8 	 3 4 . 7 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 2 9 	 1 5 0 0 3 . 5 5 	 6 7 5 	 3 . 0 1 	 2 2 . 2 3 	 2 7 0 0 . 1 6 	 3 1 . 5 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 3 0 	 1 3 9 8 6 . 3 2 	 6 8 1 	 2 . 6 9 	 2 0 . 5 4 	 3 1 8 3 . 8 2 	 3 4 . 9 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 3 1 	 1 4 3 5 0 . 4 5 	 6 5 8 	 3 . 1 2 	 2 1 . 8 1 	 3 0 1 5 . 6 8 	 3 4 . 7 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 3 2 	 1 4 4 8 0 . 3 0 	 6 6 4 	 2 . 9 9 	 2 1 . 8 1 	 4 2 5 0 . 6 9 	 4 1 . 7 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 3 3 	 1 4 3 7 9 . 4 5 	 6 7 1 	 2 . 9 3 	 2 1 . 4 3 	 2 4 2 9 . 9 9 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 3 4 	 1 4 3 4 0 . 9 0 	 6 7 0 	 3 . 0 1 	 2 1 . 4 0 	 4 2 5 0 . 6 9 	 4 1 . 9 2 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 3 5 	 1 5 0 6 0 . 7 3 	 6 7 8 	 2 . 9 9 	 2 2 . 2 1 	 2 1 4 7 . 8 4 	 2 9 . 9 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 3 6 	 1 7 1 7 . 9 5 	 1 7 1 	 2 . 4 4 	 1 0 . 0 5 	 1 6 6 0 . 6 3 	 6 8 . 1 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 3 7 	 1 4 4 0 2 . 4 2 	 6 5 7 	 3 . 0 0 	 2 1 . 9 2 	 4 2 5 0 . 6 9 	 4 1 . 7 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 3 8 	 1 7 7 3 7 . 7 9 	 6 9 6 	 3 . 1 0 	 2 5 . 4 9 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 3 9 	 1 2 7 1 8 . 9 8 	 6 6 8 	 2 . 8 3 	 1 9 . 0 4 	 2 7 0 0 . 1 6 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 4 0 	 1 7 9 8 0 . 3 3 	 7 1 1 	 3 . 0 4 	 2 5 . 2 9 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 4 1 	 2 8 9 5 . 5 0 	 8 7 3 	 1 . 6 1 	 3 . 3 2 	 8 6 0 . 3 5 	 3 1 . 3 7 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 5   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 4 2 	 1 3 0 3 3 . 5 7 	 6 6 5 	 2 . 9 2 	 1 9 . 6 0 	 1 9 8 7 . 2 8 	 3 0 . 8 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 4 3 	 1 4 4 4 3 . 1 8 	 6 5 9 	 3 . 0 3 	 2 1 . 9 2 	 4 2 5 0 . 6 9 	 4 1 . 7 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 4 4 	 1 5 2 0 8 . 6 0 	 7 1 1 	 2 . 8 5 	 2 1 . 3 9 	 3 3 9 7 . 3 3 	 3 3 . 0 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 4 5 	 1 5 5 1 6 . 3 3 	 6 8 1 	 3 . 0 3 	 2 2 . 7 8 	 2 5 1 5 . 7 0 	 3 3 . 1 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 4 6 	 1 4 1 5 1 . 1 3 	 6 5 4 	 2 . 9 9 	 2 1 . 6 4 	 2 4 2 9 . 9 9 	 3 5 . 4 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 4 7 	 1 5 6 8 6 . 0 1 	 6 8 8 	 3 . 0 2 	 2 2 . 8 0 	 2 5 1 5 . 7 0 	 3 2 . 8 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 4 8 	 1 5 0 2 3 . 4 2 	 6 5 5 	 3 . 0 5 	 2 2 . 9 4 	 2 7 0 0 . 1 6 	 2 8 . 8 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 4 9 	 1 4 5 2 3 . 9 6 	 6 6 8 	 3 . 0 0 	 2 1 . 7 4 	 2 4 2 9 . 9 9 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 5 0 	 3 9 2 . 4 1 	 2 7 6 	 1 . 4 6 	 1 . 4 2 	 5 2 9 . 8 5 	 4 0 . 6 3 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 5   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 5 1 	 1 4 4 8 0 . 3 0 	 6 6 4 	 2 . 9 9 	 2 1 . 8 1 	 4 2 5 0 . 6 9 	 4 1 . 7 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 5 2 	 1 5 4 2 6 . 4 5 	 6 8 7 	 3 . 0 2 	 2 2 . 4 5 	 2 5 1 5 . 7 0 	 3 3 . 0 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 5 3 	 1 4 8 6 4 . 2 7 	 7 0 8 	 2 . 7 1 	 2 0 . 9 9 	 3 2 1 6 . 6 6 	 3 0 . 4 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 5 4 	 1 5 0 0 3 . 9 0 	 6 8 4 	 2 . 9 3 	 2 1 . 9 4 	 2 9 6 8 . 8 8 	 3 1 . 9 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 5 5 	 1 4 3 3 9 . 1 3 	 6 5 7 	 3 . 0 6 	 2 1 . 8 3 	 3 8 9 2 . 3 5 	 3 7 . 2 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 5 6 	 2 0 8 1 . 1 3 	 1 7 2 	 3 . 2 7 	 1 2 . 1 0 	 1 6 6 0 . 1 2 	 6 2 . 1 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 5 7 	 1 4 4 8 0 . 3 0 	 6 6 4 	 2 . 9 9 	 2 1 . 8 1 	 4 2 5 0 . 6 9 	 4 1 . 7 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 5 8 	 1 3 9 5 5 . 2 9 	 6 5 8 	 3 . 0 7 	 2 1 . 2 1 	 4 2 5 0 . 6 9 	 4 3 . 0 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 5 9 	 7 1 8 . 0 2 	 5 2 4 	 1 . 6 4 	 1 . 3 7 	 1 2 0 1 . 3 7 	 6 7 . 9 7 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 6 0 	 2 0 6 5 . 7 8 	 1 7 2 	 3 . 1 9 	 1 2 . 0 1 	 1 6 6 1 . 1 9 	 6 2 . 3 7 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 6 1 	 1 5 9 1 3 . 6 6 	 6 9 4 	 3 . 1 5 	 2 2 . 9 3 	 4 3 0 4 . 0 1 	 3 8 . 1 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 6 2 	 1 5 0 5 8 . 2 2 	 7 1 3 	 2 . 9 7 	 2 1 . 1 2 	 2 7 5 5 . 8 4 	 3 2 . 6 8 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 6 3 	 1 5 1 8 5 . 9 1 	 6 6 8 	 2 . 9 9 	 2 2 . 7 3 	 3 8 9 2 . 3 5 	 3 5 . 6 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 6 4 	 4 0 6 . 6 4 	 1 9 3 	 1 . 4 9 	 2 . 1 1 	 9 9 5 . 3 1 	 7 0 . 9 5 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 6 5 	 1 5 1 5 0 . 3 8 	 6 9 8 	 2 . 9 4 	 2 1 . 7 1 	 3 3 9 7 . 3 3 	 3 4 . 0 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 6 6 	 1 4 0 4 2 . 1 0 	 6 6 2 	 3 . 2 2 	 2 1 . 2 1 	 3 0 1 5 . 6 8 	 3 0 . 8 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 6 7 	 1 4 4 8 0 . 3 0 	 6 6 4 	 2 . 9 9 	 2 1 . 8 1 	 4 2 5 0 . 6 9 	 4 1 . 7 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 6 8 	 4 4 8 . 8 2 	 1 7 7 	 1 . 7 2 	 2 . 5 4 	 4 7 4 . 6 3 	 3 4 . 3 3 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 5   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 6 0   	 S e c o n d P r o f i t P e r s e n t = 3 6   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 6 9 	 1 5 8 4 1 . 6 4 	 7 0 7 	 3 . 0 9 	 2 2 . 4 1 	 2 2 3 3 . 5 4 	 3 3 . 7 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 7 0 	 8 4 0 3 . 9 1 	 6 7 8 	 2 . 5 4 	 1 2 . 4 0 	 1 8 3 6 . 4 1 	 2 8 . 9 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 7 1 	 1 4 1 3 9 . 4 0 	 6 6 7 	 2 . 8 7 	 2 1 . 2 0 	 4 2 5 0 . 6 9 	 4 0 . 7 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 7 2 	 1 5 4 2 4 . 0 5 	 6 8 7 	 3 . 0 2 	 2 2 . 4 5 	 2 5 1 5 . 7 0 	 3 3 . 0 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 7 3 	 1 8 2 0 7 . 7 7 	 7 0 4 	 2 . 9 8 	 2 5 . 8 6 	 2 5 7 0 . 2 4 	 3 2 . 8 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 7 4 	 1 4 8 5 2 . 9 3 	 7 0 2 	 2 . 7 4 	 2 1 . 1 6 	 3 2 2 3 . 6 0 	 3 5 . 7 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 7 5 	 1 4 9 9 4 . 1 4 	 6 9 1 	 2 . 9 2 	 2 1 . 7 0 	 2 9 6 8 . 8 8 	 3 2 . 0 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 7 6 	 1 5 0 5 5 . 1 6 	 7 1 2 	 2 . 6 5 	 2 1 . 1 4 	 3 1 7 9 . 6 2 	 3 1 . 7 0 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 7 7 	 1 1 9 7 6 . 6 6 	 6 7 1 	 2 . 6 2 	 1 7 . 8 5 	 2 4 6 3 . 2 3 	 3 5 . 3 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 7 8 	 1 5 1 5 7 . 8 4 	 7 0 7 	 2 . 8 7 	 2 1 . 4 4 	 3 3 9 7 . 3 3 	 3 3 . 0 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 7 9 	 1 3 3 0 5 . 9 7 	 6 4 8 	 2 . 8 9 	 2 0 . 5 3 	 4 2 5 0 . 6 9 	 4 1 . 5 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 8 0 	 1 4 6 2 6 . 4 3 	 6 7 8 	 3 . 0 2 	 2 1 . 5 7 	 4 2 5 0 . 6 9 	 4 1 . 9 4 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 8 1 	 1 3 1 9 7 . 4 7 	 6 7 1 	 2 . 7 6 	 1 9 . 6 7 	 4 2 5 0 . 6 9 	 4 4 . 2 1 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 8 2 	 1 4 5 4 5 . 3 1 	 6 7 4 	 3 . 0 0 	 2 1 . 5 8 	 2 0 4 2 . 1 8 	 3 0 . 0 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 8 3 	 4 9 7 . 1 0 	 4 9 0 	 1 . 4 9 	 1 . 0 1 	 1 2 4 5 . 7 4 	 8 1 . 8 8 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 8 4 	 1 1 6 3 6 . 3 6 	 6 6 5 	 2 . 9 1 	 1 7 . 5 0 	 3 1 0 3 . 4 2 	 3 9 . 0 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 8 5 	 1 5 2 0 6 . 5 1 	 6 7 3 	 2 . 9 9 	 2 2 . 6 0 	 3 8 9 2 . 3 5 	 3 5 . 6 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 8 6 	 1 5 0 2 8 . 1 3 	 6 8 7 	 2 . 9 5 	 2 1 . 8 8 	 2 9 6 8 . 8 8 	 3 2 . 0 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 8 7 	 1 4 4 1 5 . 6 8 	 6 7 1 	 2 . 9 3 	 2 1 . 4 8 	 2 4 2 9 . 9 9 	 4 0 . 0 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 8 8 	 1 4 1 7 8 . 4 5 	 6 5 5 	 3 . 0 7 	 2 1 . 6 5 	 4 2 5 0 . 6 9 	 4 2 . 0 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 8 9 	 1 4 4 1 2 . 2 4 	 6 8 1 	 2 . 8 3 	 2 1 . 1 6 	 3 1 7 0 . 6 9 	 3 4 . 8 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 6 2   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 9 0 	 1 4 2 7 8 . 5 1 	 6 5 9 	 3 . 0 4 	 2 1 . 6 7 	 4 2 5 0 . 6 9 	 4 2 . 0 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 9 1 	 1 7 1 9 5 . 9 9 	 7 0 5 	 2 . 9 9 	 2 4 . 3 9 	 2 5 7 0 . 2 4 	 3 2 . 6 8 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 9 2 	 1 4 2 4 4 . 3 1 	 6 4 9 	 3 . 0 4 	 2 1 . 9 5 	 4 2 5 0 . 6 9 	 4 1 . 8 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 9 3 	 1 5 0 5 3 . 0 4 	 6 7 6 	 3 . 0 6 	 2 2 . 2 7 	 2 7 0 0 . 1 6 	 3 1 . 5 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 9 4 	 1 5 3 9 6 . 3 1 	 6 9 9 	 2 . 9 6 	 2 2 . 0 3 	 2 5 1 5 . 7 0 	 3 3 . 1 8 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 9 5 	 1 5 2 0 8 . 1 3 	 7 1 1 	 2 . 8 5 	 2 1 . 3 9 	 3 3 9 7 . 3 3 	 3 3 . 0 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 9 6 	 1 3 9 6 2 . 7 6 	 6 7 8 	 2 . 7 7 	 2 0 . 5 9 	 2 4 5 3 . 1 2 	 3 6 . 0 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 9 7 	 1 6 2 0 9 . 2 9 	 6 9 9 	 3 . 1 4 	 2 3 . 1 9 	 2 9 6 8 . 8 8 	 5 3 . 8 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 9 8 	 1 4 9 8 9 . 0 9 	 6 9 9 	 2 . 8 9 	 2 1 . 4 4 	 3 3 9 7 . 3 3 	 3 4 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 6 9 9 	 1 3 3 0 9 . 8 8 	 6 7 3 	 2 . 6 9 	 1 9 . 7 8 	 2 4 6 3 . 2 3 	 3 7 . 4 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 0 0 	 1 5 7 9 4 . 7 4 	 7 0 6 	 3 . 0 8 	 2 2 . 3 7 	 2 2 3 3 . 5 4 	 3 3 . 7 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 0 1 	 1 3 8 9 1 . 6 2 	 6 7 8 	 2 . 7 4 	 2 0 . 4 9 	 3 1 8 3 . 8 2 	 3 6 . 0 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 0 2 	 1 5 0 7 8 . 3 1 	 6 7 6 	 3 . 0 6 	 2 2 . 3 1 	 2 7 0 0 . 1 6 	 3 1 . 6 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 0 3 	 1 5 0 7 9 . 6 2 	 6 7 5 	 3 . 0 6 	 2 2 . 3 4 	 2 7 0 0 . 1 6 	 3 1 . 5 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 0 4 	 1 5 3 1 1 . 6 6 	 6 9 0 	 3 . 0 5 	 2 2 . 1 9 	 2 5 1 5 . 7 0 	 3 3 . 0 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 0 5 	 1 4 3 5 3 . 2 4 	 6 5 8 	 3 . 0 5 	 2 1 . 8 1 	 3 8 9 2 . 3 5 	 3 7 . 2 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 0 6 	 1 4 5 7 6 . 3 7 	 6 9 4 	 2 . 9 2 	 2 1 . 0 0 	 2 5 1 5 . 7 0 	 3 4 . 3 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 0 7 	 1 5 4 2 4 . 0 5 	 6 8 7 	 3 . 0 2 	 2 2 . 4 5 	 2 5 1 5 . 7 0 	 3 3 . 0 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 0 8 	 1 5 2 0 6 . 5 1 	 6 7 3 	 2 . 9 9 	 2 2 . 6 0 	 3 8 9 2 . 3 5 	 3 5 . 6 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 0 9 	 1 5 1 8 9 . 3 1 	 6 9 9 	 2 . 9 4 	 2 1 . 7 3 	 3 3 9 7 . 3 3 	 3 4 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 1 0 	 1 5 2 0 8 . 1 3 	 7 1 1 	 2 . 8 5 	 2 1 . 3 9 	 3 3 9 7 . 3 3 	 3 3 . 0 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 1 1 	 1 4 6 8 7 . 8 6 	 7 0 1 	 2 . 7 4 	 2 0 . 9 5 	 3 2 1 6 . 6 6 	 3 6 . 3 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 1 2 	 1 4 3 4 5 . 0 6 	 6 6 0 	 3 . 0 9 	 2 1 . 7 3 	 3 0 1 5 . 6 8 	 3 1 . 6 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 1 3 	 1 5 2 0 5 . 5 4 	 6 7 0 	 3 . 0 2 	 2 2 . 6 9 	 3 8 9 2 . 3 5 	 3 5 . 6 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 1 4 	 1 1 7 1 9 . 3 1 	 6 5 7 	 2 . 9 2 	 1 7 . 8 4 	 3 1 0 3 . 4 2 	 3 8 . 1 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 1 5 	 1 3 2 7 3 . 0 3 	 6 5 0 	 2 . 8 8 	 2 0 . 4 2 	 4 2 5 0 . 6 9 	 3 9 . 9 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 8   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 1 6 	 1 5 0 8 7 . 2 8 	 6 8 2 	 3 . 0 0 	 2 2 . 1 2 	 2 5 1 5 . 7 0 	 3 3 . 0 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 1 7 	 1 4 2 6 1 . 4 8 	 6 5 9 	 3 . 0 2 	 2 1 . 6 4 	 4 2 5 0 . 6 9 	 4 1 . 5 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 1 8 	 1 5 2 1 . 8 0 	 4 3 7 	 1 . 7 3 	 3 . 4 8 	 1 9 4 3 . 3 4 	 8 9 . 0 4 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 7   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 4   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 4 8   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 1 9 	 1 5 2 5 2 . 0 1 	 7 0 8 	 2 . 8 9 	 2 1 . 5 4 	 3 3 9 7 . 3 3 	 3 3 . 0 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 2 0 	 1 6 9 8 1 . 7 8 	 7 0 8 	 3 . 0 7 	 2 3 . 9 9 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 2 1 	 1 7 7 3 7 . 7 9 	 6 9 6 	 3 . 1 0 	 2 5 . 4 9 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 2 2 	 1 6 2 2 3 . 3 3 	 6 8 9 	 3 . 0 7 	 2 3 . 5 5 	 2 5 1 5 . 7 0 	 3 2 . 6 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 2 3 	 1 4 7 7 0 . 1 7 	 6 9 5 	 2 . 9 2 	 2 1 . 2 5 	 2 5 1 5 . 7 0 	 3 4 . 4 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 2 4 	 1 4 6 6 1 . 7 6 	 7 2 2 	 2 . 7 1 	 2 0 . 3 1 	 3 2 1 6 . 6 6 	 3 0 . 8 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 2 5 	 1 4 2 7 8 . 5 1 	 6 5 9 	 3 . 0 4 	 2 1 . 6 7 	 4 2 5 0 . 6 9 	 4 2 . 0 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 2 6 	 1 4 3 7 8 . 7 2 	 6 7 2 	 3 . 0 5 	 2 1 . 4 0 	 4 2 5 0 . 6 9 	 4 1 . 9 3 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 2 7 	 1 8 3 5 3 . 9 6 	 7 0 0 	 3 . 0 5 	 2 6 . 2 2 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 2 8 	 1 4 3 4 8 . 1 9 	 6 6 4 	 2 . 9 9 	 2 1 . 6 1 	 4 2 5 0 . 6 9 	 4 1 . 5 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 2 9 	 1 4 4 8 0 . 3 0 	 6 6 4 	 2 . 9 9 	 2 1 . 8 1 	 4 2 5 0 . 6 9 	 4 1 . 7 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 3 0 	 1 5 0 6 0 . 7 3 	 6 7 8 	 2 . 9 9 	 2 2 . 2 1 	 2 1 4 7 . 8 4 	 2 9 . 9 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 3 1 	 1 4 0 5 0 . 4 9 	 6 4 8 	 3 . 1 7 	 2 1 . 6 8 	 3 0 1 5 . 6 8 	 3 4 . 7 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 3 2 	 1 4 1 7 1 . 3 0 	 7 0 1 	 2 . 7 2 	 2 0 . 2 2 	 2 9 7 1 . 8 2 	 4 1 . 5 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 3 3 	 1 5 3 0 3 . 7 1 	 6 8 9 	 3 . 0 6 	 2 2 . 2 1 	 2 5 1 5 . 7 0 	 3 3 . 0 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 3 4 	 1 4 2 7 8 . 5 1 	 6 5 9 	 3 . 0 4 	 2 1 . 6 7 	 4 2 5 0 . 6 9 	 4 2 . 0 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 3 5 	 1 5 3 0 1 . 8 0 	 6 8 9 	 3 . 0 6 	 2 2 . 2 1 	 2 5 1 5 . 7 0 	 3 3 . 1 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 3 6 	 1 4 4 0 3 . 1 8 	 6 5 7 	 3 . 0 0 	 2 1 . 9 2 	 4 2 5 0 . 6 9 	 4 1 . 7 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 3 7 	 1 5 2 0 3 . 2 7 	 6 8 5 	 3 . 0 3 	 2 2 . 1 9 	 2 5 1 5 . 7 0 	 3 3 . 0 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 3 8 	 1 5 5 5 4 . 5 2 	 6 6 5 	 3 . 2 2 	 2 3 . 3 9 	 3 8 9 2 . 3 5 	 3 4 . 4 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 3 9 	 7 7 8 7 . 6 1 	 6 7 6 	 2 . 8 5 	 1 1 . 5 2 	 1 5 8 5 . 3 6 	 2 8 . 5 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 4 0 	 3 6 5 . 1 6 	 1 9 1 	 1 . 7 2 	 1 . 9 1 	 1 1 2 5 . 4 9 	 8 4 . 6 5 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 8   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 1 6   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 4 1 	 1 7 7 3 7 . 7 9 	 6 9 6 	 3 . 1 0 	 2 5 . 4 9 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 4 2 	 9 5 4 . 8 8 	 9 6 5 	 1 . 5 3 	 0 . 9 9 	 3 0 7 . 9 8 	 2 4 . 9 9 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 4 3 	 1 6 9 7 5 . 8 5 	 7 0 8 	 3 . 0 7 	 2 3 . 9 8 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 4 4 	 1 2 6 8 2 . 0 4 	 6 7 7 	 2 . 7 3 	 1 8 . 7 3 	 2 4 7 7 . 5 1 	 3 3 . 5 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 4 5 	 1 4 2 7 8 . 5 1 	 6 5 9 	 3 . 0 4 	 2 1 . 6 7 	 4 2 5 0 . 6 9 	 4 2 . 0 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 4 6 	 1 7 0 6 . 6 7 	 1 6 8 	 2 . 6 4 	 1 0 . 1 6 	 1 6 6 1 . 6 8 	 6 8 . 5 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 4 7 	 1 4 0 4 1 . 7 8 	 6 4 9 	 3 . 1 3 	 2 1 . 6 4 	 3 0 1 5 . 6 8 	 3 1 . 6 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 4 8 	 1 5 4 3 4 . 1 8 	 6 9 4 	 3 . 0 0 	 2 2 . 2 4 	 2 0 9 7 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 4 9 	 1 6 0 3 8 . 2 4 	 6 9 0 	 3 . 1 2 	 2 3 . 2 4 	 4 3 0 4 . 0 1 	 3 7 . 3 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 5 0 	 1 6 9 7 6 . 0 6 	 7 0 8 	 3 . 0 7 	 2 3 . 9 8 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 5 1 	 1 5 1 9 4 . 7 4 	 7 0 0 	 2 . 9 5 	 2 1 . 7 1 	 3 3 9 7 . 3 3 	 3 4 . 1 0 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 5 2 	 1 6 4 0 5 . 6 2 	 6 9 3 	 3 . 1 0 	 2 3 . 6 7 	 4 3 0 4 . 0 1 	 3 6 . 7 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 5 3 	 1 5 4 2 3 . 1 7 	 6 8 6 	 3 . 0 2 	 2 2 . 4 8 	 2 5 1 5 . 7 0 	 3 3 . 0 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 5 4 	 1 5 3 0 5 . 4 2 	 6 9 0 	 3 . 0 5 	 2 2 . 1 8 	 2 5 1 5 . 7 0 	 3 3 . 0 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 5 5 	 1 4 4 4 2 . 8 0 	 6 5 8 	 3 . 0 3 	 2 1 . 9 5 	 4 2 5 0 . 6 9 	 4 1 . 7 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 5 6 	 1 5 4 3 6 . 1 9 	 6 9 7 	 2 . 9 4 	 2 2 . 1 5 	 2 5 1 5 . 7 0 	 3 3 . 1 4 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 5 7 	 1 7 5 9 5 . 7 0 	 6 9 2 	 3 . 0 6 	 2 5 . 4 3 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 5 8 	 1 7 9 5 7 . 0 1 	 6 9 8 	 2 . 9 8 	 2 5 . 7 3 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 5 9 	 1 5 0 8 0 . 7 0 	 6 9 4 	 2 . 9 3 	 2 1 . 7 3 	 3 3 9 7 . 3 3 	 3 4 . 1 0 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 6 0 	 1 6 0 1 6 . 3 4 	 6 9 6 	 3 . 1 2 	 2 3 . 0 1 	 4 3 0 4 . 0 1 	 3 7 . 7 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 6 1 	 1 5 2 1 1 . 9 7 	 7 0 8 	 2 . 8 8 	 2 1 . 4 9 	 3 3 9 7 . 3 3 	 3 3 . 1 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 6 2 	 1 3 8 8 6 . 9 3 	 6 8 3 	 2 . 7 3 	 2 0 . 3 3 	 2 4 6 3 . 2 3 	 3 6 . 0 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 6 3 	 1 7 5 9 5 . 7 0 	 6 9 2 	 3 . 0 6 	 2 5 . 4 3 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 6 4 	 1 4 7 0 5 . 1 9 	 6 9 6 	 2 . 9 1 	 2 1 . 1 3 	 2 5 1 5 . 7 0 	 3 4 . 4 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 6 5 	 1 5 2 8 7 . 8 9 	 6 7 2 	 3 . 1 1 	 2 2 . 7 5 	 2 7 0 0 . 1 6 	 2 9 . 9 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 6 6 	 1 5 0 5 5 . 3 5 	 6 7 6 	 3 . 0 6 	 2 2 . 2 7 	 2 7 0 0 . 1 6 	 3 1 . 5 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 6 7 	 1 5 8 2 5 . 5 6 	 7 0 5 	 3 . 0 9 	 2 2 . 4 5 	 2 2 3 3 . 5 4 	 3 3 . 7 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 6 8 	 1 6 9 8 1 . 7 8 	 7 0 8 	 3 . 0 7 	 2 3 . 9 9 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 6 9 	 1 6 3 8 7 . 4 7 	 6 9 3 	 3 . 1 0 	 2 3 . 6 5 	 4 3 0 4 . 0 1 	 3 6 . 8 0 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 7 0 	 1 4 5 6 7 . 1 7 	 6 9 7 	 2 . 7 1 	 2 0 . 9 0 	 3 2 1 6 . 6 6 	 3 6 . 4 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 7 1 	 8 2 8 . 5 3 	 5 5 0 	 1 . 6 2 	 1 . 5 1 	 7 6 2 . 8 0 	 4 3 . 6 0 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 6 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 7 2 	 1 2 9 7 0 . 5 8 	 6 6 1 	 2 . 9 6 	 1 9 . 6 2 	 2 7 0 0 . 1 6 	 3 5 . 5 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 7 3 	 1 5 0 0 3 . 9 0 	 6 8 4 	 2 . 9 3 	 2 1 . 9 4 	 2 9 6 8 . 8 8 	 3 1 . 9 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 7 4 	 1 5 0 8 7 . 2 8 	 6 8 2 	 3 . 0 0 	 2 2 . 1 2 	 2 5 1 5 . 7 0 	 3 3 . 0 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 7 5 	 1 7 4 9 0 . 5 4 	 6 8 4 	 3 . 1 0 	 2 5 . 5 7 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 7 6 	 1 5 0 5 3 . 6 2 	 7 2 2 	 2 . 9 2 	 2 0 . 8 5 	 3 3 9 7 . 3 3 	 3 4 . 8 0 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 7 7 	 1 4 5 7 6 . 3 7 	 6 9 4 	 2 . 9 2 	 2 1 . 0 0 	 2 5 1 5 . 7 0 	 3 4 . 3 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 7 8 	 1 4 5 0 3 . 0 6 	 6 6 7 	 3 . 1 0 	 2 1 . 7 4 	 3 0 1 5 . 6 8 	 3 1 . 6 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 7 9 	 1 5 2 0 6 . 5 1 	 6 7 3 	 2 . 9 9 	 2 2 . 6 0 	 3 8 9 2 . 3 5 	 3 5 . 6 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 8 0 	 1 6 8 8 5 . 5 7 	 7 0 4 	 3 . 0 5 	 2 3 . 9 9 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 8 1 	 1 5 0 6 4 . 3 3 	 6 7 7 	 3 . 0 0 	 2 2 . 2 5 	 2 1 4 7 . 8 4 	 3 0 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 8 2 	 1 4 2 7 9 . 0 7 	 7 0 5 	 2 . 7 5 	 2 0 . 2 5 	 2 9 7 1 . 8 2 	 4 1 . 4 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 8 3 	 1 5 0 7 8 . 9 2 	 6 7 5 	 3 . 0 6 	 2 2 . 3 4 	 2 7 0 0 . 1 6 	 3 1 . 6 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 8 4 	 1 4 0 2 7 . 7 3 	 6 6 2 	 3 . 1 3 	 2 1 . 1 9 	 2 8 2 4 . 7 3 	 3 2 . 8 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 8 5 	 1 0 5 1 . 9 1 	 4 6 0 	 1 . 9 2 	 2 . 2 9 	 1 3 7 0 . 8 7 	 7 0 . 6 4 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 8 6 	 1 4 9 9 8 . 2 5 	 7 0 5 	 2 . 9 6 	 2 1 . 2 7 	 3 3 9 7 . 3 3 	 3 3 . 3 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 8 7 	 1 5 3 3 0 . 7 1 	 6 8 2 	 3 . 0 0 	 2 2 . 4 8 	 2 5 1 5 . 7 0 	 3 3 . 0 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 8 8 	 1 6 9 7 9 . 2 5 	 7 0 6 	 3 . 0 7 	 2 4 . 0 5 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 8 9 	 1 4 0 0 5 . 6 5 	 6 8 7 	 2 . 8 3 	 2 0 . 3 9 	 2 4 5 3 . 1 2 	 3 0 . 7 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 9 0 	 1 4 2 4 4 . 3 1 	 6 4 9 	 3 . 0 4 	 2 1 . 9 5 	 4 2 5 0 . 6 9 	 4 1 . 8 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 9 1 	 1 2 9 7 4 . 8 2 	 6 6 5 	 2 . 7 2 	 1 9 . 5 1 	 2 4 6 3 . 2 3 	 3 6 . 7 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 9 2 	 1 2 6 8 7 . 5 1 	 6 8 6 	 2 . 6 5 	 1 8 . 4 9 	 2 4 6 3 . 2 3 	 3 9 . 8 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 9 3 	 1 4 9 3 1 . 8 7 	 7 0 7 	 2 . 9 6 	 2 1 . 1 2 	 2 7 5 5 . 8 4 	 3 2 . 6 8 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 9 4 	 1 4 5 8 9 . 9 4 	 6 9 4 	 2 . 9 2 	 2 1 . 0 2 	 2 5 1 5 . 7 0 	 3 4 . 3 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 9 5 	 1 5 4 5 2 . 8 1 	 6 9 7 	 2 . 9 4 	 2 2 . 1 7 	 2 5 1 5 . 7 0 	 3 3 . 1 2 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 9 6 	 1 7 7 3 3 . 3 3 	 6 9 6 	 3 . 1 0 	 2 5 . 4 8 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 9 7 	 1 5 5 5 4 . 5 2 	 6 6 5 	 3 . 2 2 	 2 3 . 3 9 	 3 8 9 2 . 3 5 	 3 4 . 4 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 9 8 	 9 2 8 . 4 6 	 4 7 0 	 1 . 6 0 	 1 . 9 8 	 5 4 2 . 4 0 	 2 9 . 0 4 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 2 4   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 7 9 9 	 1 5 4 2 4 . 0 5 	 6 8 7 	 3 . 0 2 	 2 2 . 4 5 	 2 5 1 5 . 7 0 	 3 3 . 0 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 0 0 	 1 5 4 4 0 . 8 9 	 6 9 3 	 3 . 0 0 	 2 2 . 2 8 	 2 0 9 7 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 0 1 	 1 8 4 7 8 . 5 8 	 7 0 2 	 2 . 9 4 	 2 6 . 3 2 	 2 9 5 4 . 1 8 	 3 3 . 3 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 0 2 	 9 5 5 . 1 9 	 9 7 1 	 1 . 5 4 	 0 . 9 8 	 3 0 7 . 9 8 	 2 4 . 9 4 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 8 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 0 3 	 1 5 4 3 6 . 1 9 	 6 9 7 	 2 . 9 4 	 2 2 . 1 5 	 2 5 1 5 . 7 0 	 3 3 . 1 4 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 0 4 	 1 5 5 1 3 . 1 9 	 6 5 4 	 3 . 0 7 	 2 3 . 7 2 	 3 3 7 7 . 6 0 	 3 2 . 3 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 0 5 	 1 7 8 5 7 . 6 1 	 7 0 9 	 3 . 0 3 	 2 5 . 1 9 	 2 5 7 0 . 2 4 	 3 2 . 8 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 0 6 	 1 5 4 4 0 . 8 9 	 6 9 3 	 3 . 0 0 	 2 2 . 2 8 	 2 0 9 7 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 0 7 	 1 5 1 8 2 . 7 2 	 7 1 6 	 2 . 9 4 	 2 1 . 2 0 	 3 3 9 7 . 3 3 	 3 2 . 9 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 0 8 	 1 6 2 0 5 . 9 2 	 7 0 0 	 3 . 1 4 	 2 3 . 1 5 	 2 9 6 8 . 8 8 	 5 3 . 7 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 0 9 	 1 5 2 0 8 . 1 3 	 7 1 1 	 2 . 8 5 	 2 1 . 3 9 	 3 3 9 7 . 3 3 	 3 3 . 0 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 1 0 	 1 4 8 7 1 . 5 4 	 7 1 2 	 2 . 6 9 	 2 0 . 8 9 	 2 3 0 4 . 8 7 	 2 9 . 8 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 1 1 	 2 1 6 . 2 2 	 1 0 1 	 1 . 4 2 	 2 . 1 4 	 4 4 4 . 2 1 	 4 1 . 3 9 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 5   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 1 2 	 1 4 5 8 9 . 9 4 	 6 9 4 	 2 . 9 2 	 2 1 . 0 2 	 2 5 1 5 . 7 0 	 3 4 . 3 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 1 3 	 1 5 8 0 5 . 6 3 	 6 7 9 	 3 . 1 2 	 2 3 . 2 8 	 4 3 0 4 . 0 1 	 3 8 . 0 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 1 4 	 1 6 7 4 9 . 6 4 	 6 9 3 	 3 . 0 9 	 2 4 . 1 7 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 1 5 	 1 4 7 9 2 . 8 4 	 6 9 7 	 2 . 9 0 	 2 1 . 2 2 	 2 5 1 5 . 7 0 	 3 4 . 4 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 1 6 	 1 5 2 2 4 . 7 9 	 7 1 1 	 2 . 8 5 	 2 1 . 4 1 	 3 3 9 7 . 3 3 	 3 3 . 0 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 1 7 	 1 4 3 3 9 . 1 3 	 6 5 7 	 3 . 0 6 	 2 1 . 8 3 	 3 8 9 2 . 3 5 	 3 7 . 2 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 1 8 	 1 5 0 5 5 . 3 5 	 6 7 6 	 3 . 0 6 	 2 2 . 2 7 	 2 7 0 0 . 1 6 	 3 1 . 5 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 1 9 	 1 3 5 5 0 . 3 3 	 6 5 9 	 3 . 1 5 	 2 0 . 5 6 	 2 8 2 4 . 7 3 	 2 9 . 6 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 2 0 	 1 3 9 8 8 . 3 5 	 6 5 7 	 2 . 9 9 	 2 1 . 2 9 	 2 4 2 9 . 9 9 	 3 5 . 6 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 2 1 	 1 5 4 2 1 . 6 2 	 6 8 6 	 3 . 0 2 	 2 2 . 4 8 	 2 5 1 5 . 7 0 	 3 3 . 0 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 2 2 	 1 5 2 0 8 . 6 0 	 7 1 1 	 2 . 8 5 	 2 1 . 3 9 	 3 3 9 7 . 3 3 	 3 3 . 0 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 2 3 	 1 4 4 8 7 . 1 7 	 6 6 9 	 3 . 0 4 	 2 1 . 6 5 	 2 4 2 9 . 9 9 	 3 4 . 2 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 2 4 	 1 3 2 5 6 . 4 8 	 6 6 5 	 2 . 9 0 	 1 9 . 9 3 	 1 9 8 7 . 2 8 	 3 0 . 7 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 2 5 	 1 6 1 8 9 . 6 2 	 6 9 9 	 3 . 1 4 	 2 3 . 1 6 	 2 9 6 8 . 8 8 	 5 3 . 8 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 2 6 	 1 6 8 0 0 . 5 2 	 7 0 3 	 3 . 0 2 	 2 3 . 9 0 	 2 5 7 0 . 2 4 	 3 2 . 8 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 2 7 	 4 9 1 . 3 0 	 3 8 1 	 1 . 6 8 	 1 . 2 9 	 3 7 0 . 5 9 	 2 8 . 3 1 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 1 . 5   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 2 8 	 1 5 4 0 6 . 0 6 	 6 8 7 	 3 . 0 1 	 2 2 . 4 3 	 2 5 1 5 . 7 0 	 3 3 . 0 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 2 9 	 1 6 0 3 8 . 2 4 	 6 9 0 	 3 . 1 2 	 2 3 . 2 4 	 4 3 0 4 . 0 1 	 3 7 . 3 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 3 0 	 7 9 4 2 . 1 2 	 6 8 2 	 2 . 9 1 	 1 1 . 6 5 	 1 5 8 5 . 3 6 	 2 8 . 5 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 3 1 	 1 4 6 4 7 . 3 3 	 6 9 9 	 2 . 7 4 	 2 0 . 9 5 	 3 2 1 6 . 6 6 	 3 6 . 4 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 3 2 	 1 4 5 0 8 . 4 0 	 6 7 4 	 2 . 9 5 	 2 1 . 5 3 	 2 0 4 2 . 1 8 	 3 0 . 0 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 3 3 	 1 6 1 7 7 . 1 3 	 7 0 0 	 3 . 1 3 	 2 3 . 1 1 	 2 9 6 8 . 8 8 	 5 3 . 7 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 3 4 	 1 7 8 8 6 . 0 6 	 6 9 3 	 3 . 0 1 	 2 5 . 8 1 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 3 5 	 1 5 3 0 5 . 4 2 	 6 9 0 	 3 . 0 5 	 2 2 . 1 8 	 2 5 1 5 . 7 0 	 3 3 . 0 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 3 6 	 1 5 0 2 3 . 4 2 	 6 5 5 	 3 . 0 5 	 2 2 . 9 4 	 2 7 0 0 . 1 6 	 2 8 . 8 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 3 7 	 4 3 1 . 2 4 	 2 7 	 2 . 8 2 	 1 5 . 9 7 	 8 6 3 . 1 9 	 7 3 . 4 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 3 8 	 2 0 6 5 . 7 8 	 1 7 2 	 3 . 1 9 	 1 2 . 0 1 	 1 6 6 1 . 1 9 	 6 2 . 3 7 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 3 9 	 1 4 5 6 4 . 0 6 	 6 9 6 	 2 . 9 3 	 2 0 . 9 3 	 1 9 6 2 . 0 7 	 3 2 . 9 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 4 0 	 1 4 6 5 8 . 8 6 	 7 0 0 	 2 . 7 4 	 2 0 . 9 4 	 3 2 1 6 . 6 6 	 3 6 . 4 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 4 1 	 1 8 4 7 8 . 5 8 	 7 0 2 	 2 . 9 4 	 2 6 . 3 2 	 2 9 5 4 . 1 8 	 3 3 . 3 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 4 2 	 1 6 2 2 1 . 5 1 	 6 9 9 	 3 . 1 4 	 2 3 . 2 1 	 2 9 6 8 . 8 8 	 5 3 . 7 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 4 3 	 1 4 2 9 6 . 2 1 	 6 8 4 	 2 . 7 3 	 2 0 . 9 0 	 3 2 2 5 . 7 9 	 3 6 . 7 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 4 4 	 1 5 5 8 2 . 4 4 	 6 8 5 	 3 . 0 5 	 2 2 . 7 5 	 2 5 1 5 . 7 0 	 3 3 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 4 5 	 1 4 8 7 7 . 1 0 	 7 1 0 	 2 . 6 5 	 2 0 . 9 5 	 2 3 0 4 . 8 7 	 2 9 . 8 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 5 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 4 6 	 1 8 4 2 2 . 0 9 	 7 0 1 	 2 . 9 3 	 2 6 . 2 8 	 2 9 5 4 . 1 8 	 3 3 . 4 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 4 7 	 1 5 2 1 1 . 9 7 	 7 0 8 	 2 . 8 8 	 2 1 . 4 9 	 3 3 9 7 . 3 3 	 3 3 . 1 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 4 8 	 1 5 0 0 8 . 0 3 	 6 8 6 	 3 . 0 2 	 2 1 . 8 8 	 2 5 1 5 . 7 0 	 3 4 . 0 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 4 9 	 1 5 3 3 1 . 8 6 	 6 8 2 	 3 . 0 0 	 2 2 . 4 8 	 2 5 1 5 . 7 0 	 3 3 . 0 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 5 0 	 1 5 1 9 0 . 4 8 	 7 1 4 	 2 . 9 5 	 2 1 . 2 8 	 3 3 9 7 . 3 3 	 3 2 . 9 8 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 5 1 	 1 5 0 3 7 . 9 2 	 6 7 5 	 3 . 0 1 	 2 2 . 2 8 	 2 7 0 0 . 1 6 	 3 1 . 6 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 5 2 	 1 6 8 0 6 . 7 3 	 6 9 3 	 3 . 0 9 	 2 4 . 2 5 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 5 3 	 1 3 0 2 4 . 8 9 	 6 6 6 	 2 . 9 2 	 1 9 . 5 6 	 1 9 8 7 . 2 8 	 3 0 . 6 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 5 4 	 1 5 2 2 9 . 8 7 	 7 0 9 	 2 . 8 9 	 2 1 . 4 8 	 3 3 9 7 . 3 3 	 3 2 . 9 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 5 5 	 1 7 4 7 3 . 6 0 	 6 9 8 	 3 . 0 8 	 2 5 . 0 3 	 2 5 7 0 . 2 4 	 2 9 . 4 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 5 6 	 1 8 1 0 9 . 5 5 	 7 0 1 	 3 . 0 0 	 2 5 . 8 3 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 5 7 	 1 5 4 5 8 . 9 3 	 6 8 5 	 2 . 9 8 	 2 2 . 5 7 	 2 5 1 5 . 7 0 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 5 8 	 1 5 4 1 2 . 9 0 	 6 8 6 	 3 . 0 2 	 2 2 . 4 7 	 2 5 1 5 . 7 0 	 3 3 . 0 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 5 9 	 1 6 7 6 3 . 8 2 	 7 0 9 	 3 . 0 2 	 2 3 . 6 4 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 3   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 6 0 	 1 7 8 9 3 . 9 6 	 7 0 0 	 3 . 0 3 	 2 5 . 5 6 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 6 1 	 4 6 5 . 1 9 	 2 4 	 3 . 0 0 	 1 9 . 3 8 	 7 0 6 . 0 1 	 5 9 . 3 0 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 6 2 	 1 3 0 5 8 . 0 3 	 6 6 6 	 2 . 9 1 	 1 9 . 6 1 	 1 9 8 7 . 2 8 	 3 0 . 8 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 6 3 	 1 7 6 7 2 . 9 2 	 6 9 5 	 3 . 1 0 	 2 5 . 4 3 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 6 4 	 1 5 2 5 5 . 7 7 	 7 1 7 	 2 . 9 4 	 2 1 . 2 8 	 3 3 9 7 . 3 3 	 3 2 . 9 7 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 6 5 	 9 2 4 4 . 3 1 	 6 6 5 	 2 . 7 4 	 1 3 . 9 0 	 1 6 0 8 . 1 6 	 3 5 . 0 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 6 6 	 1 4 7 7 0 . 2 3 	 6 9 5 	 2 . 9 2 	 2 1 . 2 5 	 2 5 1 5 . 7 0 	 3 4 . 4 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 6 7 	 1 5 4 2 5 . 3 3 	 6 8 7 	 3 . 0 0 	 2 2 . 4 5 	 2 5 1 5 . 7 0 	 3 3 . 0 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 6 8 	 1 8 7 5 8 . 8 0 	 7 0 4 	 3 . 0 7 	 2 6 . 6 5 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 6 9 	 1 4 4 5 0 . 4 8 	 6 6 8 	 3 . 0 3 	 2 1 . 6 3 	 2 4 2 9 . 9 9 	 3 4 . 3 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 7 0 	 1 5 8 4 1 . 6 4 	 7 0 7 	 3 . 0 9 	 2 2 . 4 1 	 2 2 3 3 . 5 4 	 3 3 . 7 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 7 1 	 1 5 0 4 3 . 2 9 	 6 7 4 	 2 . 9 6 	 2 2 . 3 2 	 2 1 4 7 . 8 4 	 2 9 . 9 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 7 2 	 1 2 3 9 . 4 9 	 5 8 3 	 1 . 6 3 	 2 . 1 3 	 4 1 3 . 9 3 	 3 6 . 2 5 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 3   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 2 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 7 3 	 1 7 8 9 2 . 7 4 	 6 9 8 	 3 . 0 5 	 2 5 . 6 3 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 7 4 	 1 4 5 4 2 . 9 5 	 6 7 5 	 3 . 0 0 	 2 1 . 5 5 	 2 0 4 2 . 1 8 	 3 0 . 0 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 7 5 	 1 7 9 8 0 . 3 3 	 7 1 1 	 3 . 0 4 	 2 5 . 2 9 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 7 6 	 1 6 3 8 3 . 2 2 	 6 9 4 	 3 . 0 8 	 2 3 . 6 1 	 4 3 0 4 . 0 1 	 3 7 . 8 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 7 7 	 1 7 6 7 2 . 9 2 	 6 9 5 	 3 . 1 0 	 2 5 . 4 3 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 7 8 	 4 0 6 . 6 4 	 3 7 5 	 1 . 6 5 	 1 . 0 8 	 7 6 2 . 6 2 	 5 3 . 2 1 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 7 9 	 1 7 7 1 7 . 0 2 	 6 9 4 	 3 . 1 0 	 2 5 . 5 3 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 8 0 	 1 5 4 5 8 . 9 3 	 6 8 5 	 2 . 9 8 	 2 2 . 5 7 	 2 5 1 5 . 7 0 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 8 1 	 1 8 4 1 2 . 7 2 	 7 0 1 	 2 . 9 4 	 2 6 . 2 7 	 2 9 5 4 . 1 8 	 3 3 . 4 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 8 2 	 1 5 4 9 8 . 7 7 	 6 8 0 	 3 . 0 4 	 2 2 . 7 9 	 2 5 1 5 . 7 0 	 3 3 . 2 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 8 3 	 1 7 7 3 7 . 7 9 	 6 9 6 	 3 . 1 0 	 2 5 . 4 9 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 8 4 	 1 1 3 2 . 6 6 	 7 0 8 	 1 . 3 4 	 1 . 6 0 	 1 6 8 2 . 3 0 	 8 0 . 3 2 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 8 5 	 1 4 8 8 6 . 2 1 	 6 8 4 	 2 . 9 5 	 2 1 . 7 6 	 3 3 9 7 . 3 3 	 3 4 . 2 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 8 6 	 1 4 1 4 8 . 3 0 	 6 6 3 	 2 . 9 2 	 2 1 . 3 4 	 2 4 2 9 . 9 9 	 3 6 . 1 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 8 7 	 1 6 9 8 1 . 7 8 	 7 0 8 	 3 . 0 7 	 2 3 . 9 9 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 8 8 	 1 7 5 9 5 . 7 0 	 6 9 2 	 3 . 0 6 	 2 5 . 4 3 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 8 9 	 1 5 1 1 5 . 1 0 	 7 0 1 	 2 . 8 9 	 2 1 . 5 6 	 3 3 9 7 . 3 3 	 3 3 . 0 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 9 0 	 1 6 1 0 0 . 0 4 	 6 7 9 	 3 . 0 4 	 2 3 . 7 1 	 2 9 6 8 . 8 8 	 5 3 . 7 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 9 1 	 1 6 1 0 7 . 6 2 	 6 9 4 	 3 . 1 2 	 2 3 . 2 1 	 2 9 6 8 . 8 8 	 5 3 . 7 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 9 2 	 1 5 2 3 3 . 5 9 	 6 6 9 	 3 . 0 3 	 2 2 . 7 7 	 3 8 9 2 . 3 5 	 3 5 . 6 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 9 3 	 1 8 2 9 2 . 7 5 	 6 9 6 	 2 . 9 2 	 2 6 . 2 8 	 2 9 5 4 . 1 8 	 3 3 . 4 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 9 4 	 1 6 7 6 3 . 8 2 	 7 0 9 	 3 . 0 2 	 2 3 . 6 4 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 3   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 9 5 	 1 6 9 2 8 . 2 9 	 7 0 5 	 2 . 9 5 	 2 4 . 0 1 	 3 7 8 3 . 6 4 	 3 5 . 4 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 9 6 	 1 5 0 5 5 . 3 5 	 6 7 6 	 3 . 0 6 	 2 2 . 2 7 	 2 7 0 0 . 1 6 	 3 1 . 5 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 9 7 	 1 5 0 5 3 . 7 8 	 6 7 6 	 3 . 0 5 	 2 2 . 2 7 	 2 7 0 0 . 1 6 	 3 1 . 9 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 9 8 	 1 2 9 0 3 . 3 4 	 6 6 3 	 2 . 8 4 	 1 9 . 4 6 	 1 9 8 7 . 2 8 	 3 5 . 0 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 8 9 9 	 1 7 0 4 3 . 3 6 	 6 9 3 	 3 . 0 7 	 2 4 . 5 9 	 2 5 7 0 . 2 4 	 3 2 . 2 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 0 0 	 1 5 4 2 4 . 0 5 	 6 8 7 	 3 . 0 2 	 2 2 . 4 5 	 2 5 1 5 . 7 0 	 3 3 . 0 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 0 1 	 1 5 2 0 8 . 1 3 	 7 1 1 	 2 . 8 5 	 2 1 . 3 9 	 3 3 9 7 . 3 3 	 3 3 . 0 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 0 2 	 1 7 4 5 2 . 6 3 	 7 1 0 	 2 . 8 8 	 2 4 . 5 8 	 3 7 8 3 . 6 4 	 3 4 . 2 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 0 3 	 1 3 5 1 4 . 6 7 	 6 6 4 	 2 . 9 6 	 2 0 . 3 5 	 2 8 2 4 . 7 3 	 3 4 . 6 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 0 4 	 1 6 1 7 0 . 3 3 	 6 9 7 	 3 . 1 4 	 2 3 . 2 0 	 2 9 6 8 . 8 8 	 5 3 . 7 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 0 5 	 1 4 3 5 4 . 8 1 	 6 5 8 	 3 . 0 5 	 2 1 . 8 2 	 3 8 9 2 . 3 5 	 3 7 . 2 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 0 6 	 8 3 . 6 3 	 2 6 	 1 . 2 8 	 3 . 2 2 	 6 7 7 . 0 8 	 6 6 . 2 1 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 7   	 R i s k = 1 . 5   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 5   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 0 7 	 1 5 4 0 6 . 0 6 	 6 8 7 	 3 . 0 1 	 2 2 . 4 3 	 2 5 1 5 . 7 0 	 3 3 . 0 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 0 8 	 1 5 2 2 5 . 3 7 	 6 6 9 	 3 . 0 3 	 2 2 . 7 6 	 3 8 9 2 . 3 5 	 3 5 . 6 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 0 9 	 1 5 0 5 3 . 0 4 	 6 7 6 	 3 . 0 6 	 2 2 . 2 7 	 2 7 0 0 . 1 6 	 3 1 . 5 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 1 0 	 1 6 3 8 9 . 2 3 	 6 9 3 	 3 . 1 0 	 2 3 . 6 5 	 4 3 0 4 . 0 1 	 3 6 . 7 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 1 1 	 1 6 3 3 4 . 2 6 	 6 9 2 	 3 . 0 2 	 2 3 . 6 0 	 2 9 7 1 . 8 2 	 5 3 . 7 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 1 2 	 1 5 0 4 8 . 9 8 	 6 9 0 	 2 . 9 2 	 2 1 . 8 1 	 2 9 6 8 . 8 8 	 3 1 . 9 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 6   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 1 3 	 1 7 8 6 8 . 3 0 	 7 0 6 	 3 . 0 2 	 2 5 . 3 1 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 1 4 	 1 7 5 4 4 . 1 1 	 6 8 7 	 3 . 0 9 	 2 5 . 5 4 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 1 5 	 1 5 6 0 3 . 6 0 	 6 8 4 	 3 . 0 0 	 2 2 . 8 1 	 2 5 1 5 . 7 0 	 3 2 . 8 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 1 6 	 3 8 7 . 5 8 	 1 8 4 	 1 . 6 2 	 2 . 1 1 	 1 1 4 9 . 3 8 	 8 2 . 8 6 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 8   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 1 7 	 1 5 1 7 7 . 9 1 	 7 0 0 	 2 . 9 3 	 2 1 . 6 8 	 3 3 9 7 . 3 3 	 3 4 . 1 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 1 8 	 1 6 2 0 5 . 9 2 	 7 0 0 	 3 . 1 4 	 2 3 . 1 5 	 2 9 6 8 . 8 8 	 5 3 . 7 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 1 9 	 1 2 5 8 4 . 1 3 	 6 5 9 	 2 . 8 2 	 1 9 . 1 0 	 1 9 8 7 . 2 8 	 3 5 . 4 0 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 2 0 	 2 2 3 . 1 1 	 1 8 	 2 . 6 5 	 1 2 . 4 0 	 5 4 5 . 5 1 	 5 1 . 9 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 2 1 	 1 5 2 0 7 . 7 9 	 7 1 1 	 2 . 8 5 	 2 1 . 3 9 	 3 3 9 7 . 3 3 	 3 3 . 0 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 2 2 	 1 6 2 0 5 . 9 2 	 7 0 0 	 3 . 1 4 	 2 3 . 1 5 	 2 9 6 8 . 8 8 	 5 3 . 7 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 2 3 	 1 6 8 4 2 . 8 3 	 7 0 3 	 3 . 0 5 	 2 3 . 9 6 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 2 4 	 1 7 7 3 7 . 7 9 	 6 9 6 	 3 . 1 0 	 2 5 . 4 9 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 2 5 	 1 7 8 9 3 . 9 6 	 7 0 0 	 3 . 0 3 	 2 5 . 5 6 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 2 6 	 1 4 9 7 8 . 5 8 	 6 9 2 	 2 . 9 0 	 2 1 . 6 5 	 3 3 9 7 . 3 3 	 3 4 . 0 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 2 7 	 1 5 0 3 0 . 9 1 	 6 8 6 	 2 . 9 5 	 2 1 . 9 1 	 2 9 6 8 . 8 8 	 3 1 . 9 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 2 8 	 1 5 8 9 9 . 3 3 	 6 9 3 	 3 . 1 4 	 2 2 . 9 4 	 4 3 0 4 . 0 1 	 3 8 . 1 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 2 9 	 1 6 2 0 5 . 9 2 	 7 0 0 	 3 . 1 4 	 2 3 . 1 5 	 2 9 6 8 . 8 8 	 5 3 . 7 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 3 0 	 1 5 0 9 6 . 7 1 	 6 9 4 	 2 . 9 2 	 2 1 . 7 5 	 3 3 9 7 . 3 3 	 3 4 . 0 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 3 1 	 1 5 1 9 5 . 5 2 	 6 7 3 	 2 . 9 9 	 2 2 . 5 8 	 3 8 9 2 . 3 5 	 3 5 . 6 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 3 2 	 1 8 2 4 7 . 1 3 	 7 0 1 	 3 . 0 3 	 2 6 . 0 3 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 3 3 	 1 7 2 6 5 . 5 7 	 7 0 6 	 2 . 9 0 	 2 4 . 4 6 	 3 7 8 3 . 6 4 	 3 4 . 5 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 3 4 	 1 5 0 7 0 . 9 5 	 7 0 8 	 2 . 8 4 	 2 1 . 2 9 	 3 3 9 7 . 3 3 	 3 3 . 3 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 3 5 	 1 5 2 1 0 . 8 5 	 6 8 5 	 3 . 0 3 	 2 2 . 2 1 	 2 5 1 5 . 7 0 	 3 3 . 0 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 3 6 	 1 2 9 7 9 . 7 1 	 6 7 6 	 2 . 8 7 	 1 9 . 2 0 	 3 1 0 3 . 4 2 	 3 9 . 8 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 3 7 	 1 6 9 7 1 . 6 3 	 7 0 8 	 3 . 0 7 	 2 3 . 9 7 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 3 8 	 1 8 2 0 1 . 3 8 	 7 0 1 	 3 . 0 2 	 2 5 . 9 6 	 2 5 7 0 . 2 4 	 3 2 . 9 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 3 9 	 1 7 5 4 4 . 1 1 	 6 8 7 	 3 . 0 9 	 2 5 . 5 4 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 4 0 	 1 6 9 9 0 . 7 2 	 7 0 8 	 3 . 0 7 	 2 4 . 0 0 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 4 1 	 1 5 2 2 5 . 3 7 	 6 6 9 	 3 . 0 3 	 2 2 . 7 6 	 3 8 9 2 . 3 5 	 3 5 . 6 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 4 2 	 9 2 2 9 . 3 1 	 6 8 9 	 3 . 0 5 	 1 3 . 4 0 	 1 7 0 4 . 8 1 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 4 3 	 1 6 2 1 2 . 3 5 	 7 1 4 	 3 . 1 3 	 2 2 . 7 1 	 2 2 3 3 . 5 4 	 2 9 . 4 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 4 4 	 1 2 4 5 9 . 9 6 	 6 6 6 	 2 . 8 0 	 1 8 . 7 1 	 2 7 0 0 . 1 6 	 3 3 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 4 5 	 1 7 9 1 7 . 2 5 	 6 9 8 	 3 . 0 0 	 2 5 . 6 7 	 2 5 7 0 . 2 4 	 3 2 . 9 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 4 6 	 1 5 8 4 1 . 6 4 	 7 0 7 	 3 . 0 9 	 2 2 . 4 1 	 2 2 3 3 . 5 4 	 3 3 . 7 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 4 7 	 1 5 4 5 8 . 9 3 	 6 8 5 	 2 . 9 8 	 2 2 . 5 7 	 2 5 1 5 . 7 0 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 4 8 	 1 8 3 0 2 . 1 7 	 7 0 2 	 3 . 0 4 	 2 6 . 0 7 	 2 5 7 0 . 2 4 	 3 2 . 8 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 4 9 	 1 5 0 0 3 . 5 5 	 6 7 5 	 3 . 0 1 	 2 2 . 2 3 	 2 7 0 0 . 1 6 	 3 1 . 5 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 5 0 	 1 8 1 0 8 . 5 1 	 7 0 2 	 2 . 9 9 	 2 5 . 8 0 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 5 1 	 1 1 1 9 . 1 6 	 6 8 7 	 1 . 3 2 	 1 . 6 3 	 1 5 7 6 . 7 3 	 7 5 . 8 9 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 2   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 5 2 	 1 6 7 8 5 . 0 2 	 7 0 4 	 3 . 0 2 	 2 3 . 8 4 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 5 3 	 1 5 3 2 5 . 5 2 	 6 8 0 	 3 . 0 3 	 2 2 . 5 4 	 2 5 1 5 . 7 0 	 3 3 . 3 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 5 4 	 1 4 3 8 3 . 8 2 	 6 6 9 	 3 . 0 4 	 2 1 . 5 0 	 4 2 5 0 . 6 9 	 4 1 . 9 2 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 5 5 	 1 7 9 0 4 . 1 8 	 6 9 8 	 2 . 9 8 	 2 5 . 6 5 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 5 6 	 1 4 9 9 5 . 5 1 	 7 1 2 	 2 . 9 6 	 2 1 . 0 6 	 2 7 5 5 . 8 4 	 3 2 . 6 8 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 5 7 	 1 8 1 2 7 . 3 2 	 6 9 0 	 3 . 0 8 	 2 6 . 2 7 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 5 8 	 1 7 0 3 1 . 5 5 	 7 0 2 	 2 . 9 7 	 2 4 . 2 6 	 3 7 8 3 . 6 4 	 3 5 . 4 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 5 9 	 1 5 4 1 2 . 9 0 	 6 8 6 	 3 . 0 2 	 2 2 . 4 7 	 2 5 1 5 . 7 0 	 3 3 . 0 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 6 0 	 1 7 8 2 5 . 9 5 	 7 0 3 	 3 . 0 2 	 2 5 . 3 6 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 6 1 	 1 6 2 2 4 . 9 5 	 6 9 8 	 3 . 1 4 	 2 3 . 2 4 	 2 9 6 8 . 8 8 	 5 3 . 8 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 6 2 	 1 5 0 4 7 . 1 3 	 6 7 7 	 2 . 9 5 	 2 2 . 2 3 	 2 1 4 7 . 8 4 	 2 9 . 9 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 6 3 	 1 6 1 9 2 . 1 4 	 6 8 1 	 3 . 0 2 	 2 3 . 7 8 	 2 9 7 1 . 8 2 	 5 3 . 7 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 6   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 6 4 	 1 5 4 2 4 . 0 5 	 6 8 7 	 3 . 0 2 	 2 2 . 4 5 	 2 5 1 5 . 7 0 	 3 3 . 0 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 6 5 	 1 5 9 8 4 . 2 3 	 6 9 2 	 3 . 0 8 	 2 3 . 1 0 	 4 3 0 4 . 0 1 	 3 7 . 7 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 6 6 	 1 5 1 7 6 . 2 5 	 7 1 4 	 2 . 9 3 	 2 1 . 2 6 	 3 3 9 7 . 3 3 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 6 7 	 1 4 1 0 9 . 3 2 	 6 6 7 	 2 . 8 9 	 2 1 . 1 5 	 4 2 5 0 . 6 9 	 4 0 . 2 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 6 8 	 2 2 8 . 8 3 	 3 8 	 1 . 5 0 	 6 . 0 2 	 5 8 0 . 8 2 	 5 2 . 4 7 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 6 9 	 1 5 2 3 2 . 5 5 	 7 1 7 	 2 . 9 3 	 2 1 . 2 4 	 3 3 9 7 . 3 3 	 3 3 . 0 2 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 7 0 	 1 5 4 0 6 . 0 6 	 6 8 7 	 3 . 0 1 	 2 2 . 4 3 	 2 5 1 5 . 7 0 	 3 3 . 0 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 7 1 	 2 9 4 . 7 1 	 3 0 1 	 1 . 4 2 	 0 . 9 8 	 8 5 2 . 5 2 	 6 8 . 1 8 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 5   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 7 2 	 1 5 0 0 3 . 5 5 	 6 7 5 	 3 . 0 1 	 2 2 . 2 3 	 2 7 0 0 . 1 6 	 3 1 . 5 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 7 3 	 1 5 1 7 6 . 2 5 	 7 1 4 	 2 . 9 3 	 2 1 . 2 6 	 3 3 9 7 . 3 3 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 7 4 	 1 4 2 6 1 . 2 1 	 6 6 0 	 2 . 9 4 	 2 1 . 6 1 	 2 4 2 9 . 9 9 	 3 5 . 3 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 7 5 	 1 5 1 8 7 . 8 4 	 6 9 4 	 2 . 9 5 	 2 1 . 8 8 	 2 9 6 8 . 8 8 	 3 1 . 5 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 7 6 	 1 5 1 7 7 . 9 1 	 7 0 0 	 2 . 9 3 	 2 1 . 6 8 	 3 3 9 7 . 3 3 	 3 4 . 1 2 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 7 7 	 1 5 3 0 3 . 9 9 	 6 8 9 	 3 . 0 6 	 2 2 . 2 1 	 2 5 1 5 . 7 0 	 3 3 . 1 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 7 8 	 1 5 4 6 5 . 0 4 	 6 8 8 	 3 . 0 1 	 2 2 . 4 8 	 2 5 1 5 . 7 0 	 3 3 . 2 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 7 9 	 1 5 3 2 5 . 5 2 	 6 8 0 	 3 . 0 3 	 2 2 . 5 4 	 2 5 1 5 . 7 0 	 3 3 . 3 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 8 0 	 1 3 7 1 7 . 2 9 	 6 6 5 	 2 . 9 3 	 2 0 . 6 3 	 2 4 2 9 . 9 9 	 3 6 . 0 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 8 1 	 1 7 8 9 5 . 1 0 	 7 0 0 	 3 . 0 5 	 2 5 . 5 6 	 2 5 7 0 . 2 4 	 3 2 . 9 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 8 2 	 1 8 5 1 3 . 4 4 	 7 0 2 	 3 . 0 4 	 2 6 . 3 7 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 8 3 	 1 7 9 6 9 . 5 9 	 7 1 1 	 3 . 0 3 	 2 5 . 2 7 	 2 5 7 0 . 2 4 	 3 2 . 8 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 8 4 	 1 2 6 1 3 . 4 2 	 6 6 7 	 3 . 0 6 	 1 8 . 9 1 	 2 5 4 4 . 7 6 	 3 2 . 2 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 8 5 	 1 6 8 5 4 . 9 1 	 7 0 3 	 2 . 9 5 	 2 3 . 9 8 	 3 7 8 3 . 6 4 	 3 5 . 5 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 8 6 	 1 5 4 2 4 . 0 5 	 6 8 7 	 3 . 0 2 	 2 2 . 4 5 	 2 5 1 5 . 7 0 	 3 3 . 0 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 8 7 	 1 6 0 6 8 . 0 1 	 6 9 6 	 3 . 1 2 	 2 3 . 0 9 	 4 3 0 4 . 0 1 	 3 7 . 7 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 8 8 	 1 4 1 3 7 . 7 3 	 6 8 8 	 2 . 7 3 	 2 0 . 5 5 	 2 6 1 4 . 8 8 	 3 6 . 3 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 6 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 8 9 	 1 7 5 9 6 . 2 7 	 6 9 2 	 3 . 0 6 	 2 5 . 4 3 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 9 0 	 1 6 8 9 5 . 6 0 	 7 0 3 	 3 . 0 6 	 2 4 . 0 3 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 9 1 	 3 5 0 . 2 9 	 2 1 1 	 1 . 4 4 	 1 . 6 6 	 7 7 3 . 9 1 	 5 8 . 9 7 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 1 2   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 9 2 	 6 0 9 . 1 4 	 3 3 2 	 1 . 5 5 	 1 . 8 3 	 8 1 8 . 8 1 	 7 3 . 1 9 % 	 D e f a u l t P r o f i t = 1 1   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 9 3 	 1 7 7 3 7 . 7 9 	 6 9 6 	 3 . 1 0 	 2 5 . 4 9 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 9 4 	 1 5 5 1 6 . 0 3 	 6 9 9 	 2 . 9 2 	 2 2 . 2 0 	 2 5 1 5 . 7 0 	 3 3 . 1 6 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 9 5 	 1 7 7 3 0 . 9 9 	 6 9 6 	 3 . 1 0 	 2 5 . 4 8 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 9 6 	 1 7 8 6 6 . 3 2 	 7 0 6 	 3 . 0 2 	 2 5 . 3 1 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 9 7 	 1 5 2 0 5 . 5 4 	 6 7 0 	 3 . 0 2 	 2 2 . 6 9 	 3 8 9 2 . 3 5 	 3 5 . 6 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 9 8 	 1 9 0 8 . 1 1 	 1 6 8 	 3 . 0 7 	 1 1 . 3 6 	 1 6 6 1 . 6 8 	 6 8 . 3 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 4 9 9 9 	 1 7 3 2 8 . 3 3 	 6 9 3 	 3 . 0 6 	 2 5 . 0 0 	 2 5 7 0 . 2 4 	 2 9 . 4 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 0 0 	 1 5 5 2 2 . 5 4 	 6 8 9 	 2 . 9 8 	 2 2 . 5 3 	 2 5 1 5 . 7 0 	 3 3 . 2 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 0 1 	 1 5 1 9 4 . 9 7 	 7 0 0 	 2 . 9 5 	 2 1 . 7 1 	 3 3 9 7 . 3 3 	 3 4 . 1 0 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 0 2 	 1 6 8 9 5 . 6 0 	 7 0 3 	 3 . 0 6 	 2 4 . 0 3 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 0 3 	 1 8 2 3 . 1 1 	 1 6 8 	 3 . 0 0 	 1 0 . 8 5 	 1 6 6 1 . 6 8 	 6 8 . 5 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 0 4 	 1 7 8 1 8 . 8 6 	 6 9 0 	 3 . 0 1 	 2 5 . 8 2 	 2 5 7 0 . 2 4 	 3 2 . 8 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 0 5 	 1 8 6 1 3 . 1 8 	 7 0 2 	 2 . 9 6 	 2 6 . 5 1 	 2 9 5 4 . 1 8 	 3 3 . 3 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 0 6 	 1 5 0 8 1 . 0 2 	 6 9 5 	 2 . 9 1 	 2 1 . 7 0 	 3 3 9 7 . 3 3 	 3 4 . 1 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 0 7 	 1 5 7 8 3 . 7 3 	 7 0 3 	 3 . 0 6 	 2 2 . 4 5 	 2 2 3 3 . 5 4 	 3 3 . 6 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 0 8 	 1 4 9 3 7 . 5 5 	 7 0 5 	 2 . 9 5 	 2 1 . 1 9 	 3 3 9 7 . 3 3 	 3 3 . 4 5 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 0 9 	 1 1 3 0 0 . 9 9 	 7 1 1 	 2 . 2 5 	 1 5 . 8 9 	 2 6 5 4 . 6 1 	 3 3 . 5 8 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 3 8   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 1 0 	 1 4 3 5 3 . 2 4 	 6 5 8 	 3 . 0 5 	 2 1 . 8 1 	 3 8 9 2 . 3 5 	 3 7 . 2 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 1 1 	 1 6 8 3 8 . 0 8 	 7 0 3 	 3 . 0 5 	 2 3 . 9 5 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 1 2 	 1 7 1 3 5 . 9 5 	 6 9 9 	 3 . 0 6 	 2 4 . 5 1 	 2 5 7 0 . 2 4 	 3 2 . 2 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 1 3 	 1 2 4 2 3 . 0 4 	 6 5 8 	 2 . 9 7 	 1 8 . 8 8 	 4 2 5 9 . 5 8 	 4 2 . 2 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 1 4 	 1 8 4 5 1 . 6 1 	 7 0 1 	 2 . 9 4 	 2 6 . 3 2 	 2 9 5 4 . 1 8 	 3 3 . 4 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 1 5 	 1 6 4 0 5 . 6 2 	 6 9 3 	 3 . 1 0 	 2 3 . 6 7 	 4 3 0 4 . 0 1 	 3 6 . 7 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 1 6 	 5 3 7 . 4 7 	 3 9 	 2 . 9 2 	 1 3 . 7 8 	 1 0 3 2 . 0 3 	 7 9 . 2 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 1 7 	 6 6 4 . 6 4 	 4 1 8 	 1 . 7 0 	 1 . 5 9 	 5 3 0 . 1 9 	 5 1 . 7 8 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 1 . 5   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 1 8 	 1 7 8 9 3 . 9 6 	 7 0 0 	 3 . 0 3 	 2 5 . 5 6 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 1 9 	 1 9 3 4 6 . 6 6 	 6 8 2 	 2 . 9 8 	 2 8 . 3 7 	 3 4 3 3 . 2 8 	 3 1 . 3 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 2 0 	 1 6 2 2 1 . 5 1 	 6 9 9 	 3 . 1 4 	 2 3 . 2 1 	 2 9 6 8 . 8 8 	 5 3 . 7 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 2 1 	 1 6 3 8 9 . 2 3 	 6 9 3 	 3 . 1 0 	 2 3 . 6 5 	 4 3 0 4 . 0 1 	 3 6 . 7 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 2 2 	 1 5 1 9 6 . 8 9 	 6 8 5 	 3 . 0 3 	 2 2 . 1 9 	 2 5 1 5 . 7 0 	 3 3 . 0 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 2 3 	 1 5 7 7 4 . 6 8 	 7 0 6 	 3 . 0 9 	 2 2 . 3 4 	 2 2 3 3 . 5 4 	 3 3 . 7 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 2 4 	 1 7 8 9 6 . 9 3 	 7 0 0 	 3 . 0 5 	 2 5 . 5 7 	 2 5 7 0 . 2 4 	 3 2 . 9 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 2 5 	 1 5 9 6 3 . 0 4 	 7 1 1 	 3 . 0 8 	 2 2 . 4 5 	 2 2 3 3 . 5 4 	 3 3 . 5 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 2 6 	 1 5 1 9 8 . 7 4 	 6 9 9 	 2 . 9 5 	 2 1 . 7 4 	 3 3 9 7 . 3 3 	 3 4 . 1 0 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 2 7 	 1 5 7 9 4 . 7 4 	 7 0 6 	 3 . 0 8 	 2 2 . 3 7 	 2 2 3 3 . 5 4 	 3 3 . 7 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 2 8 	 1 5 4 2 4 . 0 5 	 6 8 7 	 3 . 0 2 	 2 2 . 4 5 	 2 5 1 5 . 7 0 	 3 3 . 0 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 2 9 	 1 5 5 2 8 . 5 6 	 6 9 3 	 3 . 0 0 	 2 2 . 4 1 	 2 0 9 7 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 3 0 	 1 8 1 8 4 . 1 1 	 7 0 3 	 2 . 9 8 	 2 5 . 8 7 	 2 5 7 0 . 2 4 	 3 2 . 8 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 3 1 	 1 7 6 5 1 . 4 3 	 6 9 6 	 3 . 0 6 	 2 5 . 3 6 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 3 2 	 1 7 7 0 8 . 4 0 	 6 9 5 	 3 . 1 0 	 2 5 . 4 8 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 3 3 	 1 8 3 4 6 . 4 6 	 7 0 6 	 2 . 9 5 	 2 5 . 9 9 	 2 9 5 4 . 1 8 	 3 2 . 8 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 3 4 	 1 6 9 0 1 . 9 2 	 7 0 4 	 2 . 9 5 	 2 4 . 0 1 	 3 7 8 3 . 6 4 	 3 5 . 5 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 3 5 	 1 6 1 2 1 . 0 0 	 6 7 9 	 3 . 0 5 	 2 3 . 7 4 	 2 9 6 8 . 8 8 	 5 3 . 8 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 3 6 	 1 7 7 3 7 . 7 9 	 6 9 6 	 3 . 1 0 	 2 5 . 4 9 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 3 7 	 1 5 3 1 1 . 6 6 	 6 9 0 	 3 . 0 5 	 2 2 . 1 9 	 2 5 1 5 . 7 0 	 3 3 . 0 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 3 8 	 1 8 1 0 9 . 4 3 	 6 9 6 	 3 . 0 2 	 2 6 . 0 2 	 2 5 7 0 . 2 4 	 3 2 . 9 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 3 9 	 1 8 4 6 7 . 0 0 	 6 9 6 	 2 . 9 4 	 2 6 . 5 3 	 2 9 5 4 . 1 8 	 3 3 . 5 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 4 0 	 1 5 6 8 6 . 0 1 	 6 8 8 	 3 . 0 2 	 2 2 . 8 0 	 2 5 1 5 . 7 0 	 3 2 . 8 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 4 1 	 1 8 4 1 3 . 2 7 	 7 0 2 	 3 . 0 4 	 2 6 . 2 3 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 4 2 	 1 7 1 2 0 . 3 1 	 6 9 9 	 3 . 0 5 	 2 4 . 4 9 	 2 5 7 0 . 2 4 	 3 2 . 2 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 4 3 	 1 8 1 9 5 . 5 1 	 6 8 6 	 2 . 9 4 	 2 6 . 5 2 	 2 9 5 4 . 1 8 	 3 3 . 1 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 4 4 	 1 6 0 1 6 . 3 4 	 6 9 6 	 3 . 1 2 	 2 3 . 0 1 	 4 3 0 4 . 0 1 	 3 7 . 7 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 4 5 	 1 7 7 3 0 . 9 9 	 6 9 6 	 3 . 1 0 	 2 5 . 4 8 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 4 6 	 1 5 4 9 8 . 7 7 	 6 8 0 	 3 . 0 4 	 2 2 . 7 9 	 2 5 1 5 . 7 0 	 3 3 . 2 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 4 7 	 1 8 0 8 7 . 9 3 	 6 8 7 	 2 . 9 6 	 2 6 . 3 3 	 2 9 5 4 . 1 8 	 3 3 . 6 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 4 8 	 1 5 1 0 5 . 0 9 	 7 0 6 	 2 . 9 1 	 2 1 . 4 0 	 3 3 9 7 . 3 3 	 3 4 . 5 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 4 9 	 1 6 2 2 2 . 7 7 	 6 9 9 	 3 . 1 4 	 2 3 . 2 1 	 2 9 6 8 . 8 8 	 5 3 . 7 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 6   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 5 0 	 1 5 0 2 8 . 1 2 	 6 7 7 	 3 . 0 4 	 2 2 . 2 0 	 2 5 1 5 . 7 0 	 3 3 . 1 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 5 1 	 1 7 3 1 6 . 7 2 	 6 8 1 	 3 . 0 8 	 2 5 . 4 3 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 5 2 	 1 5 4 2 4 . 0 5 	 6 8 7 	 3 . 0 2 	 2 2 . 4 5 	 2 5 1 5 . 7 0 	 3 3 . 0 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 5 3 	 1 8 2 4 6 . 0 4 	 7 0 1 	 3 . 0 3 	 2 6 . 0 3 	 2 5 7 0 . 2 4 	 3 2 . 9 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 5 4 	 1 6 6 0 4 . 4 0 	 6 8 7 	 3 . 2 1 	 2 4 . 1 7 	 4 3 0 4 . 0 1 	 3 6 . 5 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 5 5 	 1 7 1 0 6 . 5 5 	 6 9 9 	 3 . 0 5 	 2 4 . 4 7 	 2 5 7 0 . 2 4 	 3 2 . 2 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 5 6 	 1 5 5 1 0 . 1 6 	 6 9 9 	 2 . 9 2 	 2 2 . 1 9 	 2 5 1 5 . 7 0 	 3 3 . 2 2 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 5 7 	 1 7 7 0 8 . 5 6 	 6 9 5 	 3 . 1 0 	 2 5 . 4 8 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 5 8 	 1 5 1 7 7 . 0 2 	 7 0 8 	 2 . 8 5 	 2 1 . 4 4 	 3 3 9 7 . 3 3 	 3 3 . 3 0 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 5 9 	 1 8 2 4 2 . 6 6 	 7 0 0 	 3 . 0 3 	 2 6 . 0 6 	 2 5 7 0 . 2 4 	 3 2 . 9 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 6 0 	 1 7 0 1 6 . 4 9 	 7 0 4 	 2 . 9 9 	 2 4 . 1 7 	 3 4 3 3 . 2 8 	 3 2 . 3 4 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 6 1 	 1 7 7 4 5 . 6 0 	 6 9 5 	 3 . 1 1 	 2 5 . 5 3 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 6 2 	 1 5 7 9 4 . 7 4 	 7 0 6 	 3 . 0 8 	 2 2 . 3 7 	 2 2 3 3 . 5 4 	 3 3 . 7 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 6 3 	 1 7 7 0 8 . 4 0 	 6 9 5 	 3 . 1 0 	 2 5 . 4 8 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 6 4 	 1 5 4 4 0 . 8 9 	 6 9 3 	 3 . 0 0 	 2 2 . 2 8 	 2 0 9 7 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 6 5 	 1 7 1 5 1 . 3 4 	 7 0 2 	 2 . 8 8 	 2 4 . 4 3 	 3 7 8 3 . 6 4 	 3 4 . 5 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 6 6 	 1 7 7 3 3 . 3 3 	 6 9 6 	 3 . 1 0 	 2 5 . 4 8 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 6 7 	 1 5 4 2 4 . 0 5 	 6 8 7 	 3 . 0 2 	 2 2 . 4 5 	 2 5 1 5 . 7 0 	 3 3 . 0 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 6 8 	 1 8 4 2 0 . 8 5 	 6 9 9 	 2 . 9 4 	 2 6 . 3 5 	 2 9 5 4 . 1 8 	 3 3 . 4 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 6 9 	 1 7 9 7 2 . 6 3 	 6 9 4 	 3 . 0 5 	 2 5 . 9 0 	 2 5 7 0 . 2 4 	 3 2 . 8 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 7 0 	 1 5 7 9 8 . 7 5 	 6 7 9 	 3 . 1 2 	 2 3 . 2 7 	 4 3 0 4 . 0 1 	 3 8 . 0 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 7 1 	 1 5 4 1 6 . 3 8 	 6 8 6 	 3 . 0 2 	 2 2 . 4 7 	 2 5 1 5 . 7 0 	 3 3 . 0 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 7 2 	 1 8 4 1 3 . 2 7 	 7 0 2 	 3 . 0 4 	 2 6 . 2 3 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 7 3 	 1 7 7 0 8 . 4 0 	 6 9 5 	 3 . 1 0 	 2 5 . 4 8 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 7 4 	 1 7 1 4 7 . 2 6 	 7 0 2 	 2 . 8 8 	 2 4 . 4 3 	 3 7 8 3 . 6 4 	 3 4 . 5 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 7 5 	 1 5 4 1 8 . 2 5 	 6 8 1 	 2 . 9 5 	 2 2 . 6 4 	 2 5 1 5 . 7 0 	 3 2 . 8 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 7 6 	 1 6 9 7 4 . 8 7 	 7 0 8 	 3 . 0 7 	 2 3 . 9 8 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 7 7 	 1 5 6 1 0 . 8 9 	 7 0 1 	 2 . 9 9 	 2 2 . 2 7 	 2 5 1 5 . 7 0 	 3 2 . 9 3 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 7 8 	 1 5 1 9 5 . 2 3 	 7 0 0 	 2 . 9 4 	 2 1 . 7 1 	 3 3 9 7 . 3 3 	 3 4 . 1 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 7 9 	 1 7 4 7 3 . 6 0 	 6 9 8 	 3 . 0 8 	 2 5 . 0 3 	 2 5 7 0 . 2 4 	 2 9 . 4 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 8 0 	 1 7 3 5 1 . 7 7 	 7 0 1 	 3 . 4 1 	 2 4 . 7 5 	 2 8 1 8 . 7 5 	 5 3 . 8 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 2   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 8 1 	 1 5 9 1 3 . 6 6 	 6 9 4 	 3 . 1 5 	 2 2 . 9 3 	 4 3 0 4 . 0 1 	 3 8 . 1 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 8 2 	 1 7 0 0 0 . 8 5 	 7 0 8 	 3 . 0 7 	 2 4 . 0 1 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 8 3 	 1 7 4 6 8 . 1 4 	 6 9 8 	 3 . 0 8 	 2 5 . 0 3 	 2 5 7 0 . 2 4 	 2 9 . 4 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 8 4 	 1 5 4 5 0 . 0 4 	 6 7 7 	 2 . 9 9 	 2 2 . 8 2 	 2 5 1 5 . 7 0 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 8 5 	 1 7 4 9 0 . 5 4 	 6 8 4 	 3 . 1 0 	 2 5 . 5 7 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 8 6 	 1 5 7 9 4 . 7 4 	 7 0 6 	 3 . 0 8 	 2 2 . 3 7 	 2 2 3 3 . 5 4 	 3 3 . 7 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 8 7 	 1 8 4 1 3 . 2 7 	 7 0 2 	 3 . 0 4 	 2 6 . 2 3 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 8 8 	 1 5 4 5 2 . 4 9 	 7 0 0 	 2 . 9 6 	 2 2 . 0 7 	 2 5 1 5 . 7 0 	 3 3 . 2 0 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 8 9 	 1 7 8 9 5 . 1 1 	 7 0 0 	 3 . 0 5 	 2 5 . 5 6 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 9 0 	 1 6 3 8 3 . 2 2 	 6 9 4 	 3 . 0 8 	 2 3 . 6 1 	 4 3 0 4 . 0 1 	 3 7 . 8 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 2   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 9 1 	 1 7 9 1 5 . 1 6 	 7 0 7 	 3 . 0 4 	 2 5 . 3 4 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 9 2 	 1 5 3 5 8 . 7 5 	 6 8 9 	 2 . 9 8 	 2 2 . 2 9 	 2 0 9 7 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 9 3 	 1 7 7 3 7 . 7 9 	 6 9 6 	 3 . 1 0 	 2 5 . 4 9 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 9 4 	 1 5 4 3 9 . 1 6 	 6 8 7 	 3 . 0 2 	 2 2 . 4 7 	 2 5 1 5 . 7 0 	 3 2 . 9 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 9 5 	 1 8 2 2 1 . 3 5 	 6 9 6 	 3 . 0 3 	 2 6 . 1 8 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 9 6 	 1 5 8 6 7 . 6 8 	 7 0 6 	 3 . 0 9 	 2 2 . 4 8 	 2 2 3 3 . 5 4 	 3 3 . 6 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 9 7 	 1 8 4 8 4 . 1 4 	 7 0 2 	 2 . 9 4 	 2 6 . 3 3 	 2 9 5 4 . 1 8 	 3 3 . 3 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 9 8 	 1 5 3 3 0 . 7 1 	 6 8 2 	 3 . 0 0 	 2 2 . 4 8 	 2 5 1 5 . 7 0 	 3 3 . 0 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 0 9 9 	 1 6 0 4 8 . 0 0 	 6 8 9 	 3 . 1 2 	 2 3 . 2 9 	 4 3 0 4 . 0 1 	 3 7 . 4 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 0 0 	 1 8 4 4 8 . 3 0 	 7 0 2 	 2 . 9 4 	 2 6 . 2 8 	 2 9 5 4 . 1 8 	 3 3 . 3 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 0 1 	 1 6 6 7 4 . 8 5 	 6 9 4 	 3 . 0 8 	 2 4 . 0 3 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 0 2 	 1 6 1 9 6 . 5 4 	 7 0 0 	 3 . 1 4 	 2 3 . 1 4 	 2 9 6 8 . 8 8 	 5 3 . 7 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 0 3 	 1 7 7 1 4 . 0 0 	 6 9 6 	 3 . 1 0 	 2 5 . 4 5 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 0 4 	 1 6 8 2 8 . 5 6 	 6 9 1 	 2 . 9 8 	 2 4 . 3 5 	 3 7 8 3 . 6 4 	 3 5 . 5 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 0 5 	 1 5 2 0 4 . 1 1 	 6 8 5 	 3 . 0 3 	 2 2 . 2 0 	 2 5 1 5 . 7 0 	 3 3 . 1 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 0 6 	 1 7 8 8 8 . 6 9 	 6 9 6 	 2 . 8 2 	 2 5 . 7 0 	 3 4 9 3 . 9 3 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 0 7 	 1 5 4 3 5 . 6 8 	 6 9 2 	 3 . 0 0 	 2 2 . 3 1 	 2 0 9 7 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 0 8 	 1 4 9 5 8 . 3 6 	 7 0 5 	 3 . 1 0 	 2 1 . 2 2 	 2 1 4 7 . 8 4 	 5 8 . 1 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 0 9 	 1 6 1 7 7 . 1 3 	 7 0 0 	 3 . 1 3 	 2 3 . 1 1 	 2 9 6 8 . 8 8 	 5 3 . 7 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 1 0 	 1 6 9 8 6 . 3 2 	 7 0 8 	 3 . 0 8 	 2 3 . 9 9 	 2 5 7 0 . 2 4 	 3 2 . 2 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 1 1 	 1 5 3 2 5 . 5 2 	 6 8 0 	 3 . 0 3 	 2 2 . 5 4 	 2 5 1 5 . 7 0 	 3 3 . 3 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 1 2 	 1 8 1 8 5 . 0 9 	 6 9 0 	 2 . 9 4 	 2 6 . 3 6 	 2 9 5 4 . 1 8 	 3 3 . 7 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 1 3 	 5 9 3 . 8 5 	 6 6 6 	 1 . 3 5 	 0 . 8 9 	 2 8 9 . 1 0 	 1 8 . 7 9 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 7   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 1 4 	 1 6 9 2 8 . 2 9 	 7 0 5 	 2 . 9 5 	 2 4 . 0 1 	 3 7 8 3 . 6 4 	 3 5 . 4 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 1 5 	 1 6 8 1 6 . 7 2 	 7 1 2 	 3 . 0 4 	 2 3 . 6 2 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 1 6 	 1 8 1 0 9 . 5 5 	 7 0 1 	 3 . 0 0 	 2 5 . 8 3 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 1 7 	 1 6 1 9 8 . 6 0 	 6 9 6 	 3 . 1 5 	 2 3 . 2 7 	 2 9 6 8 . 8 8 	 5 3 . 8 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 1 8 	 1 5 3 2 9 . 0 9 	 6 8 9 	 2 . 9 8 	 2 2 . 2 5 	 2 0 9 7 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 1 9 	 1 7 3 1 6 . 7 2 	 6 8 1 	 3 . 0 8 	 2 5 . 4 3 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 2 0 	 1 7 3 0 5 . 5 8 	 7 0 7 	 2 . 9 0 	 2 4 . 4 8 	 3 7 8 3 . 6 4 	 3 4 . 2 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 2 1 	 4 9 9 . 2 7 	 3 7 4 	 1 . 7 7 	 1 . 3 3 	 4 8 5 . 1 4 	 4 4 . 1 8 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 2 2 	 1 6 2 6 9 . 5 9 	 6 8 1 	 3 . 0 4 	 2 3 . 8 9 	 2 9 7 1 . 8 2 	 5 3 . 8 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 2 3 	 1 7 7 3 7 . 7 9 	 6 9 6 	 3 . 1 0 	 2 5 . 4 9 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 2 4 	 1 7 7 3 7 . 7 9 	 6 9 6 	 3 . 1 0 	 2 5 . 4 9 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 2 5 	 1 7 4 7 3 . 6 0 	 6 9 8 	 3 . 0 8 	 2 5 . 0 3 	 2 5 7 0 . 2 4 	 2 9 . 4 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 2 6 	 1 7 5 9 5 . 7 0 	 6 9 2 	 3 . 0 6 	 2 5 . 4 3 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 2 7 	 1 6 8 9 5 . 6 0 	 7 0 3 	 3 . 0 6 	 2 4 . 0 3 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 2 8 	 1 7 3 0 3 . 1 7 	 7 0 8 	 2 . 9 8 	 2 4 . 4 4 	 2 5 7 0 . 2 4 	 3 2 . 6 8 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 2 9 	 1 5 9 2 . 2 3 	 5 0 6 	 1 . 4 0 	 3 . 1 5 	 2 1 0 8 . 5 6 	 8 6 . 5 9 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 6   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 1 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 3 0 	 1 8 1 1 4 . 9 3 	 6 9 6 	 3 . 0 2 	 2 6 . 0 3 	 2 5 7 0 . 2 4 	 3 2 . 9 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 3 1 	 1 5 1 8 9 . 3 1 	 6 9 9 	 2 . 9 4 	 2 1 . 7 3 	 3 3 9 7 . 3 3 	 3 4 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 3 2 	 1 5 6 0 5 . 7 3 	 6 8 6 	 3 . 0 5 	 2 2 . 7 5 	 2 5 1 5 . 7 0 	 3 3 . 1 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 3 3 	 5 7 3 . 4 0 	 4 0 6 	 1 . 8 0 	 1 . 4 1 	 9 7 9 . 7 4 	 6 5 . 3 4 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 3 4 	 1 6 3 9 6 . 7 7 	 6 9 3 	 3 . 1 0 	 2 3 . 6 6 	 4 3 0 4 . 0 1 	 3 6 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 3 5 	 1 5 5 5 4 . 5 2 	 6 6 5 	 3 . 2 2 	 2 3 . 3 9 	 3 8 9 2 . 3 5 	 3 4 . 4 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 3 6 	 1 5 9 0 4 . 0 4 	 6 7 7 	 3 . 0 9 	 2 3 . 4 9 	 4 3 0 4 . 0 1 	 3 7 . 4 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 3 7 	 1 5 0 9 . 8 9 	 5 1 5 	 1 . 6 4 	 2 . 9 3 	 9 9 1 . 4 0 	 5 4 . 2 2 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 2   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 0   	 S e c o n d P r o f i t P e r s e n t = 2 4   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 3 8 	 1 7 8 6 2 . 5 5 	 7 0 0 	 3 . 0 4 	 2 5 . 5 2 	 2 5 7 0 . 2 4 	 3 2 . 9 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 3 9 	 1 8 4 4 8 . 3 0 	 7 0 2 	 2 . 9 4 	 2 6 . 2 8 	 2 9 5 4 . 1 8 	 3 3 . 3 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 4 0 	 1 7 6 7 5 . 2 5 	 6 9 8 	 3 . 0 5 	 2 5 . 3 2 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 4 1 	 1 5 3 1 1 . 1 5 	 6 9 0 	 3 . 0 5 	 2 2 . 1 9 	 2 5 1 5 . 7 0 	 3 3 . 1 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 4 2 	 1 8 1 0 1 . 0 3 	 6 9 5 	 3 . 2 9 	 2 6 . 0 4 	 2 8 1 8 . 7 5 	 5 1 . 2 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 4 3 	 1 8 3 6 1 . 0 1 	 7 0 1 	 3 . 0 4 	 2 6 . 1 9 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 4 4 	 1 7 3 1 1 . 0 6 	 7 0 9 	 2 . 9 8 	 2 4 . 4 2 	 2 5 7 0 . 2 4 	 3 2 . 6 8 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 4 5 	 2 3 6 9 . 5 5 	 1 0 2 7 	 1 . 4 4 	 2 . 3 1 	 1 3 5 7 . 0 3 	 4 8 . 0 2 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 4   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 5   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 4 6 	 1 6 9 7 5 . 8 5 	 7 0 8 	 3 . 0 7 	 2 3 . 9 8 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 4 7 	 1 7 5 4 3 . 6 7 	 6 8 7 	 3 . 0 9 	 2 5 . 5 4 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 4 8 	 1 6 8 4 2 . 8 3 	 7 0 3 	 3 . 0 5 	 2 3 . 9 6 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 4 9 	 1 8 1 1 8 . 3 6 	 7 0 1 	 2 . 8 4 	 2 5 . 8 5 	 3 4 9 3 . 9 3 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 5 0 	 1 7 8 9 3 . 9 6 	 7 0 0 	 3 . 0 3 	 2 5 . 5 6 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 5 1 	 1 6 6 3 3 . 1 4 	 6 9 1 	 3 . 0 2 	 2 4 . 0 7 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 5 2 	 1 7 3 1 6 . 7 2 	 6 8 1 	 3 . 0 8 	 2 5 . 4 3 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 5 3 	 1 1 2 6 . 6 4 	 7 0 6 	 1 . 3 4 	 1 . 6 0 	 1 6 8 2 . 3 0 	 8 0 . 5 5 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 5 4 	 1 7 4 5 0 . 5 4 	 6 9 7 	 3 . 0 8 	 2 5 . 0 4 	 2 5 7 0 . 2 4 	 2 9 . 4 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 5 5 	 1 6 4 0 3 . 4 0 	 6 9 6 	 3 . 1 0 	 2 3 . 5 7 	 4 3 0 4 . 0 1 	 3 6 . 7 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 5 6 	 1 7 9 5 8 . 5 1 	 6 9 8 	 2 . 9 8 	 2 5 . 7 3 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 5 7 	 1 7 7 3 7 . 7 9 	 6 9 6 	 3 . 1 0 	 2 5 . 4 9 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 5 8 	 1 8 1 1 5 . 0 5 	 7 0 2 	 3 . 0 1 	 2 5 . 8 0 	 2 5 7 0 . 2 4 	 3 2 . 9 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 5 9 	 4 3 1 . 2 4 	 2 7 	 2 . 8 2 	 1 5 . 9 7 	 8 6 3 . 1 9 	 7 3 . 4 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 6 0 	 1 8 4 6 6 . 2 2 	 6 9 1 	 3 . 1 2 	 2 6 . 7 2 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 6 1 	 1 6 9 5 6 . 4 5 	 7 0 5 	 3 . 0 4 	 2 4 . 0 5 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 6 2 	 1 7 8 9 6 . 9 3 	 7 0 0 	 3 . 0 5 	 2 5 . 5 7 	 2 5 7 0 . 2 4 	 3 2 . 9 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 6 3 	 1 7 5 9 5 . 7 0 	 6 9 2 	 3 . 0 6 	 2 5 . 4 3 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 6 4 	 1 6 9 7 5 . 8 5 	 7 0 8 	 3 . 0 7 	 2 3 . 9 8 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 6 5 	 1 7 2 8 2 . 9 5 	 6 8 1 	 3 . 0 7 	 2 5 . 3 8 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 6 6 	 1 7 6 2 6 . 5 5 	 6 8 7 	 3 . 0 1 	 2 5 . 6 6 	 2 5 7 0 . 2 4 	 3 2 . 9 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 6 7 	 1 7 8 9 6 . 9 3 	 7 0 0 	 3 . 0 5 	 2 5 . 5 7 	 2 5 7 0 . 2 4 	 3 2 . 9 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 6 8 	 1 8 1 5 2 . 0 1 	 6 8 7 	 2 . 9 7 	 2 6 . 4 2 	 2 9 5 4 . 1 8 	 3 3 . 7 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 6 9 	 1 8 5 3 4 . 0 3 	 7 0 3 	 3 . 0 4 	 2 6 . 3 6 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 7 0 	 1 7 7 3 7 . 7 9 	 6 9 6 	 3 . 1 0 	 2 5 . 4 9 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 7 1 	 1 8 3 9 0 . 5 2 	 6 9 7 	 2 . 9 5 	 2 6 . 3 9 	 2 9 5 4 . 1 8 	 3 3 . 5 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 6 8   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 7 2 	 1 7 7 3 7 . 7 9 	 6 9 6 	 3 . 1 0 	 2 5 . 4 9 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 7 3 	 7 0 2 . 2 2 	 5 7 8 	 1 . 4 8 	 1 . 2 1 	 3 3 7 . 1 7 	 2 2 . 1 9 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 7   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 4 0   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 7 4 	 1 5 1 . 7 0 	 6 1 	 1 . 3 1 	 2 . 4 9 	 1 1 0 4 . 6 9 	 9 5 . 7 7 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 2   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 2 4   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 7 5 	 1 7 0 5 2 . 8 4 	 6 9 7 	 3 . 0 6 	 2 4 . 4 7 	 2 5 7 0 . 2 4 	 3 2 . 2 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 7 6 	 1 6 9 7 5 . 8 5 	 7 0 8 	 3 . 0 7 	 2 3 . 9 8 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 7 7 	 3 9 4 . 9 4 	 1 9 5 	 1 . 4 7 	 2 . 0 3 	 9 9 5 . 3 1 	 7 1 . 5 4 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 7   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 7 8 	 1 5 7 9 4 . 7 4 	 7 0 6 	 3 . 0 8 	 2 2 . 3 7 	 2 2 3 3 . 5 4 	 3 3 . 7 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 7 9 	 1 7 6 8 8 . 5 1 	 6 8 7 	 3 . 0 0 	 2 5 . 7 5 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 8 0 	 1 7 4 9 0 . 5 4 	 6 8 4 	 3 . 1 0 	 2 5 . 5 7 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 8 1 	 1 6 9 7 6 . 2 2 	 7 0 8 	 3 . 0 7 	 2 3 . 9 8 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 8 2 	 1 6 7 9 2 . 9 7 	 7 0 0 	 2 . 9 3 	 2 3 . 9 9 	 3 7 8 3 . 6 4 	 3 5 . 5 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 8 3 	 1 7 7 3 7 . 7 9 	 6 9 6 	 3 . 1 0 	 2 5 . 4 9 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 8 4 	 5 2 1 . 9 1 	 1 9 5 	 1 . 7 0 	 2 . 6 8 	 1 1 3 4 . 9 1 	 7 4 . 5 8 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 8   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 3 4   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 8 5 	 1 6 9 7 5 . 8 5 	 7 0 8 	 3 . 0 7 	 2 3 . 9 8 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 8 6 	 1 6 9 7 5 . 8 5 	 7 0 8 	 3 . 0 7 	 2 3 . 9 8 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 8 7 	 1 6 7 4 1 . 5 4 	 6 9 4 	 3 . 0 9 	 2 4 . 1 2 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 8 8 	 1 5 6 6 2 . 9 1 	 6 8 7 	 3 . 0 0 	 2 2 . 8 0 	 2 5 1 5 . 7 0 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 8 9 	 1 7 4 6 2 . 8 4 	 7 0 8 	 3 . 1 2 	 2 4 . 6 7 	 2 5 7 0 . 2 4 	 3 1 . 9 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 9 0 	 1 8 4 9 5 . 2 2 	 6 9 6 	 2 . 9 1 	 2 6 . 5 7 	 2 9 5 4 . 1 8 	 3 3 . 1 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 9 1 	 8 8 4 7 . 3 1 	 7 1 3 	 2 . 9 9 	 1 2 . 4 1 	 1 7 0 4 . 8 1 	 2 9 . 4 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 9 2 	 1 7 7 4 3 . 8 2 	 6 9 6 	 3 . 1 0 	 2 5 . 4 9 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 9 3 	 1 7 8 9 2 . 7 5 	 7 1 0 	 3 . 0 3 	 2 5 . 2 0 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 9 4 	 1 6 9 1 7 . 7 2 	 7 0 4 	 2 . 9 5 	 2 4 . 0 3 	 3 7 8 3 . 6 4 	 3 5 . 5 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 9 5 	 1 6 7 4 9 . 6 4 	 6 9 3 	 3 . 0 9 	 2 4 . 1 7 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 9 6 	 1 6 6 4 8 . 6 0 	 6 9 1 	 3 . 0 2 	 2 4 . 0 9 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 9 7 	 6 3 1 . 0 9 	 4 4 7 	 1 . 7 0 	 1 . 4 1 	 7 6 2 . 8 0 	 4 5 . 8 7 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 6 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 9 8 	 1 7 9 5 7 . 0 1 	 6 9 8 	 2 . 9 8 	 2 5 . 7 3 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 1 9 9 	 1 7 4 5 0 . 5 4 	 6 9 7 	 3 . 0 8 	 2 5 . 0 4 	 2 5 7 0 . 2 4 	 2 9 . 4 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 0 0 	 1 7 6 8 8 . 5 1 	 6 8 7 	 3 . 0 0 	 2 5 . 7 5 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 0 1 	 1 7 0 . 4 9 	 5 7 	 1 . 5 0 	 2 . 9 9 	 1 1 0 4 . 6 9 	 9 4 . 7 0 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 2   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 0   	 S e c o n d P r o f i t P e r s e n t = 2 4   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 0 2 	 1 2 0 9 3 . 3 9 	 7 1 4 	 2 . 3 7 	 1 6 . 9 4 	 2 5 1 5 . 7 0 	 3 8 . 6 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 4 4   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 0 3 	 1 7 9 8 4 . 4 8 	 6 9 0 	 3 . 0 2 	 2 6 . 0 6 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 0 4 	 1 6 9 7 6 . 0 6 	 7 0 8 	 3 . 0 7 	 2 3 . 9 8 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 0 5 	 1 5 5 2 8 . 5 6 	 6 9 3 	 3 . 0 0 	 2 2 . 4 1 	 2 0 9 7 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 0 6 	 1 8 4 0 6 . 2 2 	 7 0 2 	 3 . 0 4 	 2 6 . 2 2 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 0 7 	 1 7 1 2 7 . 7 2 	 6 9 9 	 3 . 0 6 	 2 4 . 5 0 	 2 5 7 0 . 2 4 	 3 2 . 2 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 0 8 	 1 6 9 5 0 . 8 6 	 6 9 0 	 3 . 0 6 	 2 4 . 5 7 	 2 5 7 0 . 2 4 	 3 2 . 2 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 0 9 	 1 5 6 6 3 . 2 4 	 6 8 1 	 3 . 0 0 	 2 3 . 0 0 	 2 5 1 5 . 7 0 	 3 2 . 8 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 1 0 	 1 7 0 3 8 . 3 2 	 7 0 4 	 3 . 0 0 	 2 4 . 2 0 	 3 4 3 3 . 2 8 	 3 2 . 3 4 % 	 D e f a u l t P r o f i t = 1 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 1 1 	 1 8 3 6 0 . 9 8 	 7 0 2 	 3 . 0 4 	 2 6 . 1 6 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 1 2 	 1 4 8 8 7 . 1 8 	 6 9 3 	 2 . 7 6 	 2 1 . 4 8 	 3 2 0 4 . 9 1 	 3 5 . 4 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 6 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 1 3 	 1 8 4 7 4 . 1 1 	 6 9 7 	 2 . 9 0 	 2 6 . 5 1 	 2 9 5 4 . 1 8 	 3 3 . 1 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 1 4 	 1 7 8 9 5 . 9 0 	 7 0 0 	 3 . 0 5 	 2 5 . 5 7 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 1 5 	 1 6 9 3 2 . 0 6 	 7 0 6 	 3 . 0 7 	 2 3 . 9 8 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 1 6 	 1 7 7 3 0 . 9 9 	 6 9 6 	 3 . 1 0 	 2 5 . 4 8 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 1 7 	 1 7 5 9 5 . 7 0 	 6 9 2 	 3 . 0 6 	 2 5 . 4 3 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 1 8 	 1 8 2 0 9 . 9 3 	 7 0 0 	 3 . 0 4 	 2 6 . 0 1 	 2 5 7 0 . 2 4 	 3 2 . 8 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 1 9 	 1 7 8 9 6 . 9 6 	 6 9 4 	 3 . 0 4 	 2 5 . 7 9 	 2 5 7 0 . 2 4 	 3 2 . 9 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 2 0 	 1 8 2 2 1 . 3 5 	 6 9 6 	 3 . 0 3 	 2 6 . 1 8 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 2 1 	 1 7 9 3 0 . 9 7 	 7 1 0 	 3 . 0 4 	 2 5 . 2 5 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 2 2 	 1 8 0 4 8 . 9 4 	 6 9 6 	 3 . 0 1 	 2 5 . 9 3 	 2 5 7 0 . 2 4 	 3 2 . 9 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 2 3 	 1 7 9 5 8 . 5 1 	 6 9 8 	 2 . 9 8 	 2 5 . 7 3 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 2 4 	 1 7 6 9 4 . 0 9 	 6 8 7 	 2 . 9 9 	 2 5 . 7 6 	 2 5 7 0 . 2 4 	 3 2 . 8 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 2 5 	 1 6 6 7 4 . 5 1 	 6 9 5 	 3 . 0 2 	 2 3 . 9 9 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 2 6 	 1 7 7 6 0 . 3 4 	 6 9 6 	 3 . 1 0 	 2 5 . 5 2 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 2 7 	 1 8 7 2 . 5 0 	 1 7 1 	 2 . 6 0 	 1 0 . 9 5 	 1 6 6 0 . 6 3 	 6 4 . 1 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 2 8 	 7 3 1 . 5 3 	 5 1 1 	 1 . 7 2 	 1 . 4 3 	 7 1 1 . 6 7 	 4 2 . 5 8 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 2 9 	 1 8 5 0 4 . 0 5 	 6 9 8 	 2 . 9 1 	 2 6 . 5 1 	 2 9 5 4 . 1 8 	 3 3 . 1 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 3 0 	 1 8 4 7 8 . 5 8 	 7 0 2 	 2 . 9 4 	 2 6 . 3 2 	 2 9 5 4 . 1 8 	 3 3 . 3 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 3 1 	 1 7 1 7 . 9 5 	 1 7 1 	 2 . 4 4 	 1 0 . 0 5 	 1 6 6 0 . 6 3 	 6 8 . 1 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 3 2 	 1 6 9 0 1 . 9 2 	 7 0 4 	 2 . 9 5 	 2 4 . 0 1 	 3 7 8 3 . 6 4 	 3 5 . 5 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 3 3 	 1 7 6 6 5 . 0 4 	 6 9 4 	 3 . 1 0 	 2 5 . 4 5 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 3 4 	 1 8 7 7 0 . 5 7 	 7 0 5 	 3 . 0 7 	 2 6 . 6 2 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 3 5 	 1 6 9 8 6 . 3 2 	 7 0 8 	 3 . 0 7 	 2 3 . 9 9 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 3 6 	 1 7 3 2 0 . 4 1 	 6 8 1 	 3 . 0 8 	 2 5 . 4 3 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 3 7 	 1 8 6 2 9 . 7 7 	 7 0 1 	 2 . 9 5 	 2 6 . 5 8 	 2 9 5 4 . 1 8 	 3 3 . 1 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 3 8 	 1 7 9 5 8 . 5 1 	 6 9 8 	 2 . 9 8 	 2 5 . 7 3 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 3 9 	 1 5 7 9 4 . 7 4 	 7 0 6 	 3 . 0 8 	 2 2 . 3 7 	 2 2 3 3 . 5 4 	 3 3 . 7 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 4 0 	 1 6 7 9 6 . 4 1 	 6 9 6 	 3 . 0 8 	 2 4 . 1 3 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 4 1 	 1 7 8 2 3 . 8 0 	 7 0 6 	 3 . 0 1 	 2 5 . 2 5 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 4 2 	 1 8 2 5 4 . 5 2 	 6 9 2 	 2 . 9 7 	 2 6 . 3 8 	 2 9 5 4 . 1 8 	 3 3 . 8 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 4 3 	 1 8 4 4 8 . 3 0 	 7 0 2 	 2 . 9 4 	 2 6 . 2 8 	 2 9 5 4 . 1 8 	 3 3 . 3 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 4 4 	 1 8 6 2 6 . 3 8 	 7 0 1 	 2 . 9 6 	 2 6 . 5 7 	 2 9 5 4 . 1 8 	 3 3 . 4 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 4 5 	 4 3 1 . 2 4 	 2 7 	 2 . 8 2 	 1 5 . 9 7 	 8 6 3 . 1 9 	 7 3 . 4 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 4 6 	 1 8 2 3 6 . 3 8 	 7 0 2 	 3 . 0 3 	 2 5 . 9 8 	 2 5 7 0 . 2 4 	 3 2 . 8 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 4 7 	 1 7 9 5 8 . 5 1 	 6 9 8 	 2 . 9 8 	 2 5 . 7 3 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 4 8 	 1 7 9 8 0 . 3 3 	 7 1 1 	 3 . 0 4 	 2 5 . 2 9 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 4 9 	 1 6 3 8 9 . 2 3 	 6 9 3 	 3 . 1 0 	 2 3 . 6 5 	 4 3 0 4 . 0 1 	 3 6 . 7 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 5 0 	 1 7 8 9 5 . 1 1 	 7 0 0 	 3 . 0 5 	 2 5 . 5 6 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 5 1 	 1 5 9 6 3 . 0 4 	 7 1 1 	 3 . 0 8 	 2 2 . 4 5 	 2 2 3 3 . 5 4 	 3 3 . 5 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 2   	 R i s k = 3 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 5 2 	 1 6 8 9 5 . 6 0 	 7 0 3 	 3 . 0 6 	 2 4 . 0 3 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 5 3 	 1 7 7 9 6 . 5 0 	 7 0 1 	 3 . 0 4 	 2 5 . 3 9 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 5 4 	 1 9 8 3 6 . 7 1 	 6 9 3 	 2 . 9 9 	 2 8 . 6 2 	 3 4 3 3 . 2 8 	 3 1 . 1 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 5 5 	 1 8 6 2 6 . 3 8 	 7 0 1 	 2 . 9 6 	 2 6 . 5 7 	 2 9 5 4 . 1 8 	 3 3 . 4 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 5 6 	 1 7 7 2 8 . 0 7 	 7 0 4 	 3 . 0 1 	 2 5 . 1 8 	 2 5 7 0 . 2 4 	 3 2 . 8 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 5 7 	 1 8 5 9 6 . 5 6 	 6 9 8 	 2 . 9 1 	 2 6 . 6 4 	 2 9 5 4 . 1 8 	 3 3 . 0 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 5 8 	 1 7 7 3 7 . 7 9 	 6 9 6 	 3 . 1 0 	 2 5 . 4 9 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 5 9 	 1 7 8 9 6 . 9 3 	 7 0 0 	 3 . 0 5 	 2 5 . 5 7 	 2 5 7 0 . 2 4 	 3 2 . 9 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 6 0 	 1 8 2 0 7 . 7 7 	 7 0 4 	 2 . 9 8 	 2 5 . 8 6 	 2 5 7 0 . 2 4 	 3 2 . 8 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 6 1 	 1 8 1 8 1 . 0 8 	 6 9 0 	 2 . 9 5 	 2 6 . 3 5 	 2 9 5 4 . 1 8 	 3 3 . 7 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 6 2 	 2 5 1 . 1 7 	 2 7 8 	 1 . 4 3 	 0 . 9 0 	 4 7 2 . 1 1 	 3 7 . 3 8 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 5   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 6 3 	 4 0 5 . 5 0 	 1 7 4 	 1 . 7 9 	 2 . 3 3 	 4 4 4 . 2 1 	 3 2 . 1 0 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 8   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 2 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 6 4 	 1 7 0 3 8 . 3 6 	 7 0 3 	 2 . 9 7 	 2 4 . 2 4 	 3 7 8 3 . 6 4 	 3 5 . 4 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 6 5 	 1 8 3 4 6 . 7 1 	 7 0 1 	 3 . 0 4 	 2 6 . 1 7 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 6 6 	 1 7 8 9 3 . 9 6 	 7 0 0 	 3 . 0 3 	 2 5 . 5 6 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 6 7 	 1 6 7 6 5 . 7 3 	 7 0 8 	 3 . 0 2 	 2 3 . 6 8 	 2 5 7 0 . 2 4 	 3 2 . 8 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 3   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 6 8 	 6 0 9 . 2 2 	 6 1 6 	 1 . 3 9 	 0 . 9 9 	 1 5 2 6 . 2 3 	 9 6 . 5 6 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 6   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 6 9 	 1 8 3 9 0 . 5 2 	 6 9 7 	 2 . 9 5 	 2 6 . 3 9 	 2 9 5 4 . 1 8 	 3 3 . 5 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 6 8   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 7 0 	 1 8 1 0 1 . 0 3 	 6 9 5 	 3 . 2 9 	 2 6 . 0 4 	 2 8 1 8 . 7 5 	 5 1 . 2 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 7 1 	 1 7 7 6 0 . 3 4 	 6 9 6 	 3 . 1 0 	 2 5 . 5 2 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 7 2 	 1 8 1 0 9 . 5 5 	 7 0 1 	 3 . 0 0 	 2 5 . 8 3 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 7 3 	 2 0 8 1 . 1 3 	 1 7 2 	 3 . 2 7 	 1 2 . 1 0 	 1 6 6 0 . 1 2 	 6 2 . 1 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 7 4 	 1 8 3 6 1 . 0 1 	 7 0 1 	 3 . 0 4 	 2 6 . 1 9 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 7 5 	 1 7 1 4 7 . 2 6 	 7 0 2 	 2 . 8 8 	 2 4 . 4 3 	 3 7 8 3 . 6 4 	 3 4 . 5 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 7 6 	 1 8 4 8 9 . 5 2 	 6 9 9 	 2 . 9 5 	 2 6 . 4 5 	 2 9 5 4 . 1 8 	 3 3 . 3 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 7 7 	 1 8 2 4 3 . 3 3 	 7 0 0 	 3 . 0 3 	 2 6 . 0 6 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 7 8 	 1 7 9 1 7 . 2 5 	 6 9 8 	 3 . 0 0 	 2 5 . 6 7 	 2 5 7 0 . 2 4 	 3 2 . 9 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 7 9 	 1 7 9 6 4 . 1 1 	 7 0 9 	 3 . 0 4 	 2 5 . 3 4 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 8 0 	 1 8 4 7 8 . 5 8 	 7 0 2 	 2 . 9 4 	 2 6 . 3 2 	 2 9 5 4 . 1 8 	 3 3 . 3 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 8 1 	 1 7 4 8 9 . 3 3 	 7 0 5 	 3 . 1 1 	 2 4 . 8 1 	 2 5 7 0 . 2 4 	 3 1 . 9 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 8 2 	 1 8 1 2 0 . 7 2 	 6 9 3 	 3 . 0 0 	 2 6 . 1 5 	 2 5 7 0 . 2 4 	 3 2 . 8 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 8 3 	 1 7 7 3 3 . 3 3 	 6 9 6 	 3 . 1 0 	 2 5 . 4 8 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 8 4 	 1 8 2 2 1 . 3 5 	 6 9 6 	 3 . 0 3 	 2 6 . 1 8 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 8 5 	 1 8 4 7 8 . 5 8 	 7 0 2 	 2 . 9 4 	 2 6 . 3 2 	 2 9 5 4 . 1 8 	 3 3 . 3 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 8 6 	 8 5 . 9 3 	 2 8 	 1 . 4 6 	 3 . 0 7 	 7 6 5 . 8 8 	 7 3 . 0 4 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 5   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 8 7 	 1 8 4 1 3 . 2 7 	 7 0 2 	 3 . 0 4 	 2 6 . 2 3 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 8 8 	 1 8 1 0 8 . 5 1 	 7 0 2 	 2 . 9 9 	 2 5 . 8 0 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 8 9 	 1 7 1 1 9 . 1 1 	 7 0 3 	 3 . 0 3 	 2 4 . 3 5 	 3 4 9 3 . 9 3 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 9 0 	 1 7 1 2 9 . 2 3 	 7 0 3 	 3 . 0 3 	 2 4 . 3 7 	 3 4 9 3 . 9 3 	 3 2 . 8 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 9 1 	 1 8 5 7 6 . 6 7 	 7 0 1 	 2 . 9 7 	 2 6 . 5 0 	 2 9 5 4 . 1 8 	 3 3 . 5 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 9 2 	 1 7 4 9 0 . 5 4 	 6 8 4 	 3 . 1 0 	 2 5 . 5 7 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 9 3 	 1 7 3 6 8 . 1 7 	 7 0 7 	 2 . 9 1 	 2 4 . 5 7 	 3 7 8 3 . 6 4 	 3 4 . 3 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 9 4 	 1 8 4 6 4 . 8 4 	 6 9 6 	 2 . 9 1 	 2 6 . 5 3 	 2 9 5 4 . 1 8 	 3 3 . 1 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 9 5 	 1 7 7 4 5 . 6 0 	 6 9 5 	 3 . 1 1 	 2 5 . 5 3 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 9 6 	 1 7 0 3 8 . 3 6 	 7 0 3 	 2 . 9 7 	 2 4 . 2 4 	 3 7 8 3 . 6 4 	 3 5 . 4 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 9 7 	 1 7 7 6 0 . 3 4 	 6 9 6 	 3 . 1 0 	 2 5 . 5 2 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 9 8 	 1 8 4 1 3 . 2 7 	 7 0 2 	 3 . 0 4 	 2 6 . 2 3 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 2 9 9 	 1 8 3 3 1 . 7 1 	 6 9 8 	 3 . 0 0 	 2 6 . 2 6 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 0 0 	 1 8 1 2 7 . 3 2 	 6 9 0 	 3 . 0 8 	 2 6 . 2 7 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 0 1 	 1 8 4 7 5 . 0 6 	 7 0 2 	 2 . 9 4 	 2 6 . 3 2 	 2 9 5 4 . 1 8 	 3 3 . 3 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 0 2 	 7 1 0 . 8 2 	 2 0 4 	 1 . 4 7 	 3 . 4 8 	 1 1 1 3 . 1 1 	 6 9 . 0 5 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 5   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 0 3 	 1 7 7 0 8 . 4 0 	 6 9 5 	 3 . 1 0 	 2 5 . 4 8 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 0 4 	 1 7 5 9 6 . 2 7 	 6 9 2 	 3 . 0 6 	 2 5 . 4 3 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 0 5 	 1 7 9 4 7 . 0 3 	 6 9 8 	 3 . 0 0 	 2 5 . 7 1 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 0 6 	 1 7 5 9 6 . 2 7 	 6 9 2 	 3 . 0 6 	 2 5 . 4 3 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 0 7 	 1 8 4 3 4 . 7 7 	 7 0 1 	 2 . 9 4 	 2 6 . 3 0 	 2 9 5 4 . 1 8 	 3 3 . 4 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 0 8 	 1 7 5 9 6 . 2 7 	 6 9 2 	 3 . 0 6 	 2 5 . 4 3 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 0 9 	 1 8 2 0 7 . 7 7 	 7 0 4 	 2 . 9 8 	 2 5 . 8 6 	 2 5 7 0 . 2 4 	 3 2 . 8 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 1 0 	 1 8 1 8 5 . 0 9 	 6 9 0 	 2 . 9 4 	 2 6 . 3 6 	 2 9 5 4 . 1 8 	 3 3 . 7 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 1 1 	 1 7 7 1 4 . 0 0 	 6 9 6 	 3 . 1 0 	 2 5 . 4 5 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 1 2 	 1 8 5 0 4 . 0 5 	 6 9 8 	 2 . 9 1 	 2 6 . 5 1 	 2 9 5 4 . 1 8 	 3 3 . 1 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 1 3 	 1 8 4 9 4 . 8 3 	 6 9 6 	 2 . 9 1 	 2 6 . 5 7 	 2 9 5 4 . 1 8 	 3 3 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 1 4 	 1 7 7 3 7 . 7 9 	 6 9 6 	 3 . 1 0 	 2 5 . 4 9 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 1 5 	 1 8 1 1 0 . 5 1 	 6 9 6 	 3 . 0 2 	 2 6 . 0 2 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 1 6 	 1 7 9 4 9 . 0 1 	 7 1 1 	 3 . 0 3 	 2 5 . 2 4 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 1 7 	 1 7 9 6 3 . 9 3 	 6 9 0 	 3 . 0 5 	 2 6 . 0 3 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 1 8 	 1 8 3 4 2 . 8 2 	 6 9 1 	 2 . 8 9 	 2 6 . 5 5 	 2 9 5 4 . 1 8 	 3 3 . 1 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 1 9 	 1 7 7 0 8 . 5 6 	 6 9 5 	 3 . 1 0 	 2 5 . 4 8 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 2 0 	 1 7 9 3 0 . 9 7 	 7 1 0 	 3 . 0 4 	 2 5 . 2 5 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 2 1 	 1 7 9 5 8 . 7 7 	 6 9 0 	 3 . 0 5 	 2 6 . 0 3 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 2 2 	 1 7 9 0 5 . 5 7 	 6 9 8 	 3 . 0 4 	 2 5 . 6 5 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 2 3 	 4 8 0 . 2 4 	 4 7 3 	 1 . 5 4 	 1 . 0 2 	 4 2 0 . 8 7 	 2 8 . 9 8 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 2 4 	 1 8 4 1 3 . 2 7 	 7 0 2 	 3 . 0 4 	 2 6 . 2 3 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 2 5 	 1 7 7 4 5 . 6 0 	 6 9 5 	 3 . 1 1 	 2 5 . 5 3 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 2 6 	 1 8 7 7 0 . 5 7 	 7 0 5 	 3 . 0 7 	 2 6 . 6 2 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 2 7 	 7 7 4 . 2 8 	 5 8 6 	 1 . 6 1 	 1 . 3 2 	 1 2 0 1 . 3 7 	 6 9 . 7 1 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 2 8 	 1 7 8 3 8 . 8 4 	 6 9 9 	 3 . 0 5 	 2 5 . 5 2 	 2 5 7 0 . 2 4 	 3 2 . 9 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 2 9 	 1 7 7 3 7 . 7 9 	 6 9 6 	 3 . 1 0 	 2 5 . 4 9 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 3 0 	 1 8 3 6 3 . 9 2 	 7 0 1 	 3 . 0 4 	 2 6 . 2 0 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 3 1 	 1 7 9 1 5 . 1 6 	 7 0 7 	 3 . 0 4 	 2 5 . 3 4 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 3 2 	 1 8 2 0 4 . 4 3 	 6 9 2 	 2 . 9 6 	 2 6 . 3 1 	 2 9 5 4 . 1 8 	 3 3 . 8 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 3 3 	 1 7 8 6 6 . 3 2 	 7 0 6 	 3 . 0 2 	 2 5 . 3 1 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 3 4 	 1 7 7 3 7 . 7 9 	 6 9 6 	 3 . 1 0 	 2 5 . 4 9 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 3 5 	 1 7 7 6 0 . 3 4 	 6 9 6 	 3 . 1 0 	 2 5 . 5 2 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 3 6 	 1 7 8 8 5 . 7 9 	 6 9 3 	 3 . 0 3 	 2 5 . 8 1 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 3 7 	 1 7 9 0 5 . 5 7 	 6 9 8 	 3 . 0 4 	 2 5 . 6 5 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 3 8 	 1 8 4 1 3 . 2 7 	 7 0 2 	 3 . 0 4 	 2 6 . 2 3 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 3 9 	 1 6 9 6 1 . 6 7 	 7 0 6 	 3 . 0 8 	 2 4 . 0 3 	 2 5 7 0 . 2 4 	 3 2 . 2 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 4 0 	 1 7 0 9 1 . 6 3 	 7 0 9 	 3 . 0 7 	 2 4 . 1 1 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 4 1 	 1 8 4 4 8 . 3 0 	 7 0 2 	 2 . 9 4 	 2 6 . 2 8 	 2 9 5 4 . 1 8 	 3 3 . 3 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 4 2 	 1 5 4 9 9 . 2 7 	 6 9 2 	 3 . 0 4 	 2 2 . 4 0 	 2 1 7 6 . 3 5 	 5 8 . 3 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 4 3 	 1 8 2 4 8 . 1 6 	 7 0 2 	 3 . 0 2 	 2 5 . 9 9 	 2 5 7 0 . 2 4 	 3 2 . 9 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 4 4 	 1 7 2 4 1 . 8 1 	 7 0 6 	 2 . 8 9 	 2 4 . 4 2 	 3 7 8 3 . 6 4 	 3 4 . 5 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 4 5 	 1 7 9 8 0 . 3 3 	 7 1 1 	 3 . 0 4 	 2 5 . 2 9 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 4 6 	 1 9 5 1 6 . 5 4 	 6 9 4 	 2 . 9 5 	 2 8 . 1 2 	 3 4 3 3 . 2 8 	 3 1 . 2 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 4 7 	 1 8 2 9 3 . 3 6 	 6 9 0 	 2 . 9 7 	 2 6 . 5 1 	 2 9 5 4 . 1 8 	 3 3 . 6 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 4 8 	 1 8 2 0 7 . 7 7 	 7 0 4 	 2 . 9 8 	 2 5 . 8 6 	 2 5 7 0 . 2 4 	 3 2 . 8 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 4 9 	 1 7 9 3 0 . 9 7 	 7 1 0 	 3 . 0 4 	 2 5 . 2 5 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 5 0 	 1 8 4 4 4 . 5 2 	 7 0 0 	 2 . 9 4 	 2 6 . 3 5 	 2 9 5 4 . 1 8 	 3 3 . 3 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 5 1 	 1 8 5 0 4 . 0 5 	 6 9 8 	 2 . 9 1 	 2 6 . 5 1 	 2 9 5 4 . 1 8 	 3 3 . 1 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 5 2 	 1 8 2 1 6 . 0 4 	 6 9 6 	 3 . 0 3 	 2 6 . 1 7 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 5 3 	 1 8 1 0 9 . 8 4 	 7 0 1 	 3 . 0 0 	 2 5 . 8 3 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 5 4 	 4 4 8 . 8 2 	 1 7 7 	 1 . 7 2 	 2 . 5 4 	 4 7 4 . 6 3 	 3 4 . 3 3 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 5   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 6 0   	 S e c o n d P r o f i t P e r s e n t = 3 6   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 5 5 	 1 8 4 1 3 . 2 7 	 7 0 2 	 3 . 0 4 	 2 6 . 2 3 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 5 6 	 1 8 4 1 3 . 2 7 	 7 0 2 	 3 . 0 4 	 2 6 . 2 3 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 5 7 	 1 8 4 5 1 . 8 2 	 6 9 6 	 2 . 9 0 	 2 6 . 5 1 	 2 9 5 4 . 1 8 	 3 3 . 2 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 5 8 	 1 7 8 6 4 . 3 0 	 7 0 0 	 2 . 8 7 	 2 5 . 5 2 	 3 4 9 3 . 9 3 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 5 9 	 1 7 8 9 3 . 9 6 	 7 0 0 	 3 . 0 3 	 2 5 . 5 6 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 6 0 	 1 8 0 6 2 . 7 7 	 6 9 6 	 3 . 0 2 	 2 5 . 9 5 	 2 5 7 0 . 2 4 	 3 2 . 8 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 6 1 	 1 8 4 1 2 . 7 2 	 7 0 1 	 2 . 9 4 	 2 6 . 2 7 	 2 9 5 4 . 1 8 	 3 3 . 4 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 6 2 	 1 7 8 9 3 . 9 6 	 7 0 0 	 3 . 0 3 	 2 5 . 5 6 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 6 3 	 1 8 4 7 8 . 5 8 	 7 0 2 	 2 . 9 4 	 2 6 . 3 2 	 2 9 5 4 . 1 8 	 3 3 . 3 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 6 4 	 1 8 4 7 8 . 5 8 	 7 0 2 	 2 . 9 4 	 2 6 . 3 2 	 2 9 5 4 . 1 8 	 3 3 . 3 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 6 5 	 1 7 8 6 6 . 3 2 	 7 0 6 	 3 . 0 2 	 2 5 . 3 1 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 6 6 	 1 7 6 4 9 . 4 4 	 6 9 0 	 3 . 0 7 	 2 5 . 5 8 	 2 5 7 0 . 2 4 	 3 2 . 8 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 6 7 	 1 7 8 9 6 . 9 3 	 7 0 0 	 3 . 0 5 	 2 5 . 5 7 	 2 5 7 0 . 2 4 	 3 2 . 9 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 6 8 	 1 1 7 6 6 . 1 7 	 7 1 4 	 2 . 3 6 	 1 6 . 4 8 	 2 5 1 5 . 7 0 	 4 1 . 0 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 3 8   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 6 9 	 1 8 4 7 9 . 4 6 	 7 0 3 	 3 . 0 2 	 2 6 . 2 9 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 7 0 	 1 7 8 9 3 . 9 6 	 7 0 0 	 3 . 0 3 	 2 5 . 5 6 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 7 1 	 1 8 5 6 1 . 8 5 	 7 0 2 	 2 . 9 5 	 2 6 . 4 4 	 2 9 5 4 . 1 8 	 3 3 . 3 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 7 2 	 1 7 7 4 5 . 6 0 	 6 9 5 	 3 . 1 1 	 2 5 . 5 3 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 7 3 	 1 7 8 9 2 . 4 6 	 6 9 3 	 3 . 0 1 	 2 5 . 8 2 	 2 5 7 0 . 2 4 	 3 2 . 8 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 7 4 	 1 8 0 2 3 . 4 7 	 6 9 0 	 3 . 0 4 	 2 6 . 1 2 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 7 5 	 1 8 0 6 3 . 4 9 	 6 9 3 	 3 . 0 5 	 2 6 . 0 7 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 7 6 	 1 8 4 1 9 . 6 9 	 7 0 1 	 2 . 9 4 	 2 6 . 2 8 	 2 9 5 4 . 1 8 	 3 3 . 4 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 7 7 	 4 2 3 . 6 2 	 3 3 5 	 1 . 4 5 	 1 . 2 6 	 8 7 3 . 5 6 	 5 7 . 3 0 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 8   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 3 4   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 7 8 	 1 7 3 0 5 . 5 8 	 7 0 7 	 2 . 9 0 	 2 4 . 4 8 	 3 7 8 3 . 6 4 	 3 4 . 2 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 7 9 	 1 8 4 9 4 . 8 3 	 6 9 6 	 2 . 9 1 	 2 6 . 5 7 	 2 9 5 4 . 1 8 	 3 3 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 8 0 	 1 8 0 8 7 . 9 3 	 6 8 7 	 2 . 9 6 	 2 6 . 3 3 	 2 9 5 4 . 1 8 	 3 3 . 6 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 8 1 	 1 7 9 8 0 . 3 3 	 7 1 1 	 3 . 0 4 	 2 5 . 2 9 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 8 2 	 1 8 5 1 3 . 4 4 	 7 0 2 	 3 . 0 4 	 2 6 . 3 7 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 8 3 	 1 8 5 1 3 . 4 4 	 7 0 2 	 3 . 0 4 	 2 6 . 3 7 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 8 4 	 1 8 4 9 4 . 5 7 	 7 0 0 	 2 . 9 5 	 2 6 . 4 2 	 2 9 5 4 . 1 8 	 3 3 . 2 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 8 5 	 1 7 9 5 8 . 5 1 	 6 9 8 	 2 . 9 8 	 2 5 . 7 3 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 8 6 	 1 8 4 7 9 . 4 6 	 7 0 3 	 3 . 0 2 	 2 6 . 2 9 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 8 7 	 1 7 8 6 5 . 0 3 	 7 0 7 	 3 . 0 4 	 2 5 . 2 7 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 8 8 	 1 7 5 2 2 . 3 4 	 7 0 9 	 2 . 8 9 	 2 4 . 7 1 	 3 7 8 3 . 6 4 	 3 4 . 3 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 8 9 	 1 8 2 4 8 . 1 6 	 7 0 2 	 3 . 0 2 	 2 5 . 9 9 	 2 5 7 0 . 2 4 	 3 2 . 9 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 9 0 	 2 5 7 0 . 9 4 	 6 1 2 	 1 . 9 3 	 4 . 2 0 	 1 7 8 6 . 3 5 	 5 4 . 6 3 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 5   	 P i p S t e p = 3 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 9 1 	 1 7 5 9 5 . 7 0 	 6 9 2 	 3 . 0 6 	 2 5 . 4 3 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 9 2 	 6 2 5 . 9 1 	 3 9 0 	 1 . 8 8 	 1 . 6 0 	 4 1 0 . 7 0 	 2 6 . 1 8 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 9 3 	 1 8 4 1 3 . 2 7 	 7 0 2 	 3 . 0 4 	 2 6 . 2 3 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 9 4 	 1 7 7 3 7 . 7 9 	 6 9 6 	 3 . 1 0 	 2 5 . 4 9 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 9 5 	 1 7 7 9 6 . 5 0 	 7 0 1 	 3 . 0 4 	 2 5 . 3 9 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 9 6 	 1 8 3 0 5 . 1 3 	 7 0 2 	 3 . 0 3 	 2 6 . 0 8 	 2 5 7 0 . 2 4 	 3 2 . 7 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 9 7 	 1 8 2 0 7 . 7 7 	 7 0 4 	 2 . 9 8 	 2 5 . 8 6 	 2 5 7 0 . 2 4 	 3 2 . 8 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 9 8 	 1 8 3 6 1 . 0 1 	 7 0 1 	 3 . 0 4 	 2 6 . 1 9 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 3 9 9 	 1 8 5 3 4 . 0 3 	 7 0 3 	 3 . 0 4 	 2 6 . 3 6 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 0 0 	 1 7 0 9 4 . 6 9 	 7 1 0 	 3 . 0 6 	 2 4 . 0 8 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 0 1 	 1 8 1 0 9 . 5 5 	 7 0 1 	 3 . 0 0 	 2 5 . 8 3 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 0 2 	 1 8 2 8 4 . 8 2 	 6 9 6 	 2 . 9 2 	 2 6 . 2 7 	 2 9 5 4 . 1 8 	 3 3 . 4 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 0 3 	 1 9 4 1 7 . 9 7 	 6 8 8 	 2 . 9 5 	 2 8 . 2 2 	 3 4 3 3 . 2 8 	 3 1 . 3 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 0 4 	 1 8 1 8 4 . 1 1 	 7 0 3 	 2 . 9 8 	 2 5 . 8 7 	 2 5 7 0 . 2 4 	 3 2 . 8 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 0 5 	 1 7 7 0 8 . 4 0 	 6 9 5 	 3 . 1 0 	 2 5 . 4 8 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 0 6 	 1 8 0 2 3 . 4 7 	 6 9 0 	 3 . 0 4 	 2 6 . 1 2 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 0 7 	 1 7 9 5 8 . 5 1 	 6 9 8 	 2 . 9 8 	 2 5 . 7 3 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 0 8 	 2 5 1 . 1 7 	 2 7 8 	 1 . 4 3 	 0 . 9 0 	 4 7 2 . 1 1 	 3 7 . 3 8 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 5   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 0 9 	 4 9 3 . 7 6 	 3 8 9 	 1 . 4 0 	 1 . 2 7 	 4 1 4 . 5 8 	 3 6 . 6 1 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 1 0 	 1 8 4 9 4 . 5 7 	 7 0 0 	 2 . 9 5 	 2 6 . 4 2 	 2 9 5 4 . 1 8 	 3 3 . 2 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 1 1 	 1 8 2 4 7 . 1 3 	 7 0 1 	 3 . 0 3 	 2 6 . 0 3 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 1 2 	 1 7 9 6 4 . 1 1 	 7 0 9 	 3 . 0 4 	 2 5 . 3 4 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 1 3 	 1 8 1 1 8 . 3 6 	 7 0 1 	 2 . 8 4 	 2 5 . 8 5 	 3 4 9 3 . 9 3 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 1 4 	 1 7 8 9 5 . 1 0 	 7 0 0 	 3 . 0 5 	 2 5 . 5 6 	 2 5 7 0 . 2 4 	 3 2 . 9 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 1 5 	 4 4 8 . 8 2 	 1 7 7 	 1 . 7 2 	 2 . 5 4 	 4 7 4 . 6 3 	 3 4 . 3 3 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 5   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 6 0   	 S e c o n d P r o f i t P e r s e n t = 3 6   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 1 6 	 1 7 9 4 1 . 8 9 	 7 0 8 	 3 . 0 4 	 2 5 . 3 4 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 1 7 	 1 8 4 4 8 . 3 0 	 7 0 2 	 2 . 9 4 	 2 6 . 2 8 	 2 9 5 4 . 1 8 	 3 3 . 3 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 1 8 	 1 8 4 7 8 . 5 8 	 7 0 2 	 2 . 9 4 	 2 6 . 3 2 	 2 9 5 4 . 1 8 	 3 3 . 3 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 1 9 	 1 8 3 0 2 . 1 7 	 7 0 2 	 3 . 0 4 	 2 6 . 0 7 	 2 5 7 0 . 2 4 	 3 2 . 8 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 2 0 	 1 8 4 1 2 . 7 2 	 7 0 1 	 2 . 9 4 	 2 6 . 2 7 	 2 9 5 4 . 1 8 	 3 3 . 4 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 2 1 	 1 8 0 0 2 . 0 5 	 7 1 1 	 3 . 0 4 	 2 5 . 3 2 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 2 2 	 1 8 4 1 3 . 2 7 	 7 0 2 	 3 . 0 4 	 2 6 . 2 3 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 2 3 	 8 0 1 . 4 6 	 5 2 7 	 1 . 4 1 	 1 . 5 2 	 8 9 8 . 1 7 	 6 0 . 1 5 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 2 4 	 1 8 1 0 8 . 5 1 	 7 0 2 	 2 . 9 9 	 2 5 . 8 0 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 2 5 	 1 8 1 2 2 . 8 1 	 6 9 6 	 3 . 0 1 	 2 6 . 0 4 	 2 5 7 0 . 2 4 	 3 2 . 9 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 2 6 	 1 7 0 5 8 . 5 9 	 7 0 9 	 3 . 0 7 	 2 4 . 0 6 	 2 5 7 0 . 2 4 	 3 2 . 8 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 2 7 	 1 8 6 2 6 . 3 8 	 7 0 1 	 2 . 9 6 	 2 6 . 5 7 	 2 9 5 4 . 1 8 	 3 3 . 4 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 2 8 	 1 8 4 4 4 . 1 8 	 7 0 2 	 2 . 9 3 	 2 6 . 2 7 	 2 9 5 4 . 1 8 	 3 3 . 4 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 2 9 	 1 7 7 6 0 . 3 4 	 6 9 6 	 3 . 1 0 	 2 5 . 5 2 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 3 0 	 1 1 4 0 . 7 7 	 1 0 0 9 	 1 . 5 5 	 1 . 1 3 	 4 3 0 . 9 2 	 3 4 . 5 7 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 3 1 	 1 7 8 9 2 . 7 4 	 6 9 8 	 3 . 0 5 	 2 5 . 6 3 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 3 2 	 1 7 9 8 0 . 3 3 	 7 1 1 	 3 . 0 4 	 2 5 . 2 9 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 3 3 	 1 8 2 2 1 . 3 5 	 6 9 6 	 3 . 0 3 	 2 6 . 1 8 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 3 4 	 1 8 1 8 4 . 1 1 	 7 0 3 	 2 . 9 8 	 2 5 . 8 7 	 2 5 7 0 . 2 4 	 3 2 . 8 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 3 5 	 1 8 0 2 3 . 4 7 	 6 9 0 	 3 . 0 4 	 2 6 . 1 2 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 3 6 	 1 8 4 4 8 . 3 0 	 7 0 2 	 2 . 9 4 	 2 6 . 2 8 	 2 9 5 4 . 1 8 	 3 3 . 3 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 3 7 	 1 8 3 0 2 . 1 7 	 7 0 2 	 3 . 0 4 	 2 6 . 0 7 	 2 5 7 0 . 2 4 	 3 2 . 8 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 3 8 	 1 7 9 8 0 . 3 3 	 7 1 1 	 3 . 0 4 	 2 5 . 2 9 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 3 9 	 1 7 2 1 0 . 6 2 	 7 0 2 	 2 . 9 0 	 2 4 . 5 2 	 3 7 8 3 . 6 4 	 3 4 . 5 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 4 0 	 9 3 8 0 . 8 4 	 7 0 8 	 3 . 0 5 	 1 3 . 2 5 	 1 7 0 4 . 8 1 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 4 1 	 1 8 6 0 7 . 8 3 	 7 0 1 	 2 . 9 5 	 2 6 . 5 4 	 2 9 5 4 . 1 8 	 3 3 . 5 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 4 2 	 1 8 1 8 5 . 4 8 	 7 0 4 	 2 . 9 8 	 2 5 . 8 3 	 2 5 7 0 . 2 4 	 3 2 . 8 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 4 3 	 1 8 9 3 . 0 9 	 4 9 1 	 1 . 7 2 	 3 . 8 6 	 7 8 8 . 9 1 	 2 8 . 6 4 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 5   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 0   	 S e c o n d P r o f i t P e r s e n t = 5 6   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 4 4 	 1 8 6 1 3 . 1 8 	 7 0 2 	 2 . 9 6 	 2 6 . 5 1 	 2 9 5 4 . 1 8 	 3 3 . 3 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 4 5 	 4 1 5 . 6 3 	 2 7 	 2 . 5 4 	 1 5 . 3 9 	 9 8 6 . 7 4 	 7 7 . 6 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 4 6 	 2 3 6 9 . 5 5 	 1 0 2 7 	 1 . 4 4 	 2 . 3 1 	 1 3 5 7 . 0 3 	 4 8 . 0 2 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 4   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 5   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 4 7 	 1 7 9 3 0 . 9 7 	 7 1 0 	 3 . 0 4 	 2 5 . 2 5 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 4 8 	 1 8 1 0 9 . 5 5 	 7 0 1 	 3 . 0 0 	 2 5 . 8 3 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 4 9 	 1 7 8 2 5 . 9 5 	 7 0 3 	 3 . 0 2 	 2 5 . 3 6 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 5 0 	 1 8 2 0 7 . 7 7 	 7 0 4 	 2 . 9 8 	 2 5 . 8 6 	 2 5 7 0 . 2 4 	 3 2 . 8 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 5 1 	 1 7 8 6 7 . 9 5 	 6 9 3 	 3 . 0 3 	 2 5 . 7 8 	 2 5 7 0 . 2 4 	 3 2 . 9 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 5 2 	 1 7 8 9 5 . 9 0 	 7 0 0 	 3 . 0 5 	 2 5 . 5 7 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 5 3 	 1 8 4 7 4 . 3 9 	 7 0 3 	 3 . 0 2 	 2 6 . 2 8 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 5 4 	 2 3 1 . 6 8 	 2 2 	 2 . 9 0 	 1 0 . 5 3 	 5 2 8 . 9 4 	 5 0 . 4 2 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 5 5 	 1 8 4 1 2 . 7 2 	 7 0 1 	 2 . 9 4 	 2 6 . 2 7 	 2 9 5 4 . 1 8 	 3 3 . 4 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 5 6 	 1 7 8 8 8 . 6 9 	 6 9 6 	 2 . 8 2 	 2 5 . 7 0 	 3 4 9 3 . 9 3 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 5 7 	 1 7 8 9 5 . 1 1 	 7 0 0 	 3 . 0 5 	 2 5 . 5 6 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 5 8 	 1 8 3 2 0 . 0 9 	 6 9 1 	 2 . 8 9 	 2 6 . 5 1 	 2 9 5 4 . 1 8 	 3 3 . 2 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 5 9 	 1 8 1 8 4 . 1 1 	 7 0 3 	 2 . 9 8 	 2 5 . 8 7 	 2 5 7 0 . 2 4 	 3 2 . 8 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 6 0 	 1 7 8 9 5 . 9 0 	 7 0 0 	 3 . 0 5 	 2 5 . 5 7 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 6 1 	 1 6 8 1 8 . 4 4 	 7 0 7 	 3 . 0 4 	 2 3 . 7 9 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 6 2 	 1 8 3 2 7 . 7 3 	 6 9 8 	 3 . 0 0 	 2 6 . 2 6 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 6 3 	 1 8 5 8 2 . 5 1 	 6 9 7 	 2 . 9 1 	 2 6 . 6 6 	 2 9 5 4 . 1 8 	 3 3 . 0 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 6 4 	 1 7 8 9 5 . 9 0 	 7 0 0 	 3 . 0 5 	 2 5 . 5 7 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 6 5 	 1 8 6 6 1 . 2 5 	 7 0 0 	 2 . 9 7 	 2 6 . 6 6 	 2 9 5 4 . 1 8 	 3 3 . 3 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 6 6 	 1 8 4 9 4 . 8 3 	 6 9 6 	 2 . 9 1 	 2 6 . 5 7 	 2 9 5 4 . 1 8 	 3 3 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 6 7 	 1 9 5 3 3 . 7 7 	 6 9 4 	 2 . 9 7 	 2 8 . 1 5 	 3 4 3 3 . 2 8 	 3 1 . 3 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 6 8 	 1 7 9 5 7 . 5 6 	 6 9 8 	 3 . 0 0 	 2 5 . 7 3 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 6 9 	 1 8 2 2 8 . 8 9 	 6 8 8 	 2 . 9 2 	 2 6 . 5 0 	 2 9 5 4 . 1 8 	 3 3 . 3 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 7 0 	 1 7 2 6 5 . 5 7 	 7 0 6 	 2 . 9 0 	 2 4 . 4 6 	 3 7 8 3 . 6 4 	 3 4 . 5 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 7 1 	 1 6 2 6 . 3 8 	 9 1 9 	 1 . 6 1 	 1 . 7 7 	 5 1 6 . 5 2 	 2 8 . 7 4 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 1 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 3   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 7 2 	 1 7 9 5 8 . 5 1 	 6 9 8 	 2 . 9 8 	 2 5 . 7 3 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 7 3 	 1 7 2 6 5 . 5 7 	 7 0 6 	 2 . 9 0 	 2 4 . 4 6 	 3 7 8 3 . 6 4 	 3 4 . 5 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 7 4 	 1 8 4 8 1 . 0 5 	 7 0 2 	 2 . 9 3 	 2 6 . 3 3 	 2 9 5 4 . 1 8 	 3 3 . 3 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 7 5 	 1 7 8 9 5 . 1 0 	 7 0 0 	 3 . 0 5 	 2 5 . 5 6 	 2 5 7 0 . 2 4 	 3 2 . 9 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 7 6 	 1 8 1 0 8 . 5 1 	 7 0 2 	 2 . 9 9 	 2 5 . 8 0 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 7 7 	 1 8 2 9 2 . 7 5 	 6 9 6 	 2 . 9 2 	 2 6 . 2 8 	 2 9 5 4 . 1 8 	 3 3 . 4 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 7 8 	 1 7 9 4 1 . 8 9 	 7 0 8 	 3 . 0 4 	 2 5 . 3 4 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 7 9 	 1 8 4 5 1 . 6 1 	 7 0 1 	 2 . 9 4 	 2 6 . 3 2 	 2 9 5 4 . 1 8 	 3 3 . 4 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 8 0 	 1 9 5 1 6 . 5 4 	 6 9 4 	 2 . 9 5 	 2 8 . 1 2 	 3 4 3 3 . 2 8 	 3 1 . 2 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 8 1 	 1 8 1 8 4 . 1 1 	 7 0 3 	 2 . 9 8 	 2 5 . 8 7 	 2 5 7 0 . 2 4 	 3 2 . 8 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 8 2 	 1 7 8 6 4 . 3 0 	 7 0 0 	 2 . 8 7 	 2 5 . 5 2 	 3 4 9 3 . 9 3 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 7   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 8 3 	 1 7 2 6 5 . 5 7 	 7 0 6 	 2 . 9 0 	 2 4 . 4 6 	 3 7 8 3 . 6 4 	 3 4 . 5 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 8 4 	 1 8 4 1 3 . 2 7 	 7 0 2 	 3 . 0 4 	 2 6 . 2 3 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 8 5 	 1 8 4 7 8 . 5 8 	 7 0 2 	 2 . 9 4 	 2 6 . 3 2 	 2 9 5 4 . 1 8 	 3 3 . 3 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 8 6 	 9 5 3 . 3 3 	 2 0 2 	 1 . 7 9 	 4 . 7 2 	 1 3 6 5 . 8 6 	 7 5 . 9 9 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 5   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 4 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 8 7 	 1 7 2 6 2 . 9 4 	 7 0 5 	 2 . 9 0 	 2 4 . 4 9 	 3 7 8 3 . 6 4 	 3 4 . 5 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 8 8 	 1 8 1 0 9 . 5 5 	 7 0 1 	 3 . 0 0 	 2 5 . 8 3 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 8 9 	 1 8 3 0 5 . 1 3 	 7 0 2 	 3 . 0 3 	 2 6 . 0 8 	 2 5 7 0 . 2 4 	 3 2 . 7 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 9 0 	 1 8 1 0 9 . 5 5 	 7 0 1 	 3 . 0 0 	 2 5 . 8 3 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 9 1 	 8 4 8 . 3 9 	 5 2 7 	 1 . 3 6 	 1 . 6 1 	 1 3 6 9 . 7 3 	 7 9 . 9 8 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 9 2 	 1 8 6 4 4 . 6 7 	 6 9 5 	 2 . 9 2 	 2 6 . 8 3 	 2 9 5 4 . 1 8 	 3 3 . 1 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 9 3 	 1 8 3 6 1 . 0 1 	 7 0 1 	 3 . 0 4 	 2 6 . 1 9 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 9 4 	 1 8 2 0 3 . 7 1 	 6 9 3 	 3 . 0 6 	 2 6 . 2 7 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 9 5 	 4 4 8 . 8 2 	 1 7 7 	 1 . 7 2 	 2 . 5 4 	 4 7 4 . 6 3 	 3 4 . 3 3 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 5   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 6 0   	 S e c o n d P r o f i t P e r s e n t = 3 6   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 9 6 	 1 7 8 9 3 . 9 6 	 7 0 0 	 3 . 0 3 	 2 5 . 5 6 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 9 7 	 1 7 8 5 6 . 9 0 	 6 9 9 	 3 . 0 3 	 2 5 . 5 5 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 9 8 	 4 4 1 . 7 3 	 1 7 8 	 1 . 8 7 	 2 . 4 8 	 4 4 4 . 1 0 	 3 1 . 3 3 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 8   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 2 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 4 9 9 	 1 8 4 1 3 . 2 7 	 7 0 2 	 3 . 0 4 	 2 6 . 2 3 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 0 0 	 7 9 4 . 2 0 	 5 2 2 	 1 . 3 7 	 1 . 5 2 	 8 9 8 . 1 7 	 7 1 . 2 9 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 0 1 	 1 7 9 9 7 . 1 7 	 6 9 0 	 3 . 0 3 	 2 6 . 0 8 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 0 2 	 1 8 4 3 4 . 7 7 	 7 0 1 	 2 . 9 4 	 2 6 . 3 0 	 2 9 5 4 . 1 8 	 3 3 . 4 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 0 3 	 1 8 4 4 8 . 3 0 	 7 0 2 	 2 . 9 4 	 2 6 . 2 8 	 2 9 5 4 . 1 8 	 3 3 . 3 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 0 4 	 1 8 1 8 1 . 0 8 	 6 9 0 	 2 . 9 5 	 2 6 . 3 5 	 2 9 5 4 . 1 8 	 3 3 . 7 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 0 5 	 1 8 1 6 3 . 2 3 	 6 9 6 	 2 . 9 9 	 2 6 . 1 0 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 0 6 	 6 6 2 . 3 3 	 4 1 8 	 1 . 7 1 	 1 . 5 8 	 5 3 0 . 1 9 	 5 1 . 7 8 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 0 7 	 1 8 2 9 9 . 7 2 	 6 9 6 	 2 . 9 1 	 2 6 . 2 9 	 2 9 5 4 . 1 8 	 3 3 . 4 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 0 8 	 1 8 2 7 8 . 0 6 	 6 9 0 	 2 . 9 4 	 2 6 . 4 9 	 2 9 5 4 . 1 8 	 3 3 . 3 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 0 9 	 1 8 3 6 3 . 9 2 	 7 0 1 	 3 . 0 4 	 2 6 . 2 0 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 1 0 	 1 7 1 3 1 . 9 9 	 6 9 5 	 2 . 9 2 	 2 4 . 6 5 	 3 7 8 3 . 6 4 	 3 4 . 3 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 1 1 	 1 8 2 6 2 . 7 7 	 6 9 6 	 2 . 9 1 	 2 6 . 2 4 	 2 9 5 4 . 1 8 	 3 3 . 4 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 1 2 	 1 7 8 3 4 . 3 7 	 6 9 3 	 3 . 0 0 	 2 5 . 7 4 	 2 5 7 0 . 2 4 	 3 2 . 8 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 1 3 	 7 0 1 . 8 6 	 5 8 4 	 1 . 4 8 	 1 . 2 0 	 3 3 7 . 1 7 	 2 2 . 2 2 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 7   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 4 0   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 1 4 	 1 7 8 9 5 . 1 0 	 7 0 0 	 3 . 0 5 	 2 5 . 5 6 	 2 5 7 0 . 2 4 	 3 2 . 9 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 1 5 	 1 8 2 5 1 . 4 3 	 6 9 6 	 2 . 9 1 	 2 6 . 2 2 	 2 9 5 4 . 1 8 	 3 3 . 4 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 1 6 	 1 5 2 3 3 . 5 9 	 6 6 9 	 3 . 0 3 	 2 2 . 7 7 	 3 8 9 2 . 3 5 	 3 5 . 6 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 1 7 	 1 9 7 1 5 . 4 7 	 6 9 5 	 2 . 9 7 	 2 8 . 3 7 	 3 4 3 3 . 2 8 	 3 1 . 2 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 1 8 	 5 4 1 . 2 0 	 1 8 8 	 1 . 5 4 	 2 . 8 8 	 1 1 2 6 . 9 7 	 7 5 . 5 5 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 7   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 2 4   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 1 9 	 1 9 5 1 6 . 5 4 	 6 9 4 	 2 . 9 5 	 2 8 . 1 2 	 3 4 3 3 . 2 8 	 3 1 . 2 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 2 0 	 1 7 8 9 3 . 9 6 	 7 0 0 	 3 . 0 3 	 2 5 . 5 6 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 2 1 	 1 9 8 3 6 . 7 1 	 6 9 3 	 2 . 9 9 	 2 8 . 6 2 	 3 4 3 3 . 2 8 	 3 1 . 1 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 2 2 	 1 8 0 6 2 . 7 7 	 6 9 6 	 3 . 0 2 	 2 5 . 9 5 	 2 5 7 0 . 2 4 	 3 2 . 8 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 2 3 	 1 7 8 9 5 . 1 0 	 7 0 0 	 3 . 0 5 	 2 5 . 5 6 	 2 5 7 0 . 2 4 	 3 2 . 9 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 2 4 	 1 8 1 9 6 . 1 0 	 7 0 0 	 3 . 0 3 	 2 5 . 9 9 	 2 5 7 0 . 2 4 	 3 2 . 9 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 2 5 	 1 7 0 0 0 . 8 5 	 7 0 8 	 3 . 0 7 	 2 4 . 0 1 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 2 6 	 2 0 9 . 7 0 	 1 9 	 2 . 6 7 	 1 1 . 0 4 	 5 3 2 . 6 2 	 5 0 . 8 5 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 2 7 	 1 8 2 8 1 . 7 5 	 7 0 1 	 3 . 0 3 	 2 6 . 0 8 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 2 8 	 1 7 8 9 5 . 1 0 	 7 0 0 	 3 . 0 5 	 2 5 . 5 6 	 2 5 7 0 . 2 4 	 3 2 . 9 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 2 9 	 1 7 6 8 8 . 5 1 	 6 8 7 	 3 . 0 0 	 2 5 . 7 5 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 3 0 	 1 8 0 6 3 . 8 8 	 6 9 6 	 3 . 0 2 	 2 5 . 9 5 	 2 5 7 0 . 2 4 	 3 2 . 8 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 3 1 	 1 7 9 9 8 . 3 2 	 6 9 0 	 3 . 0 6 	 2 6 . 0 8 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 3 2 	 1 8 2 1 6 . 0 4 	 6 9 6 	 3 . 0 3 	 2 6 . 1 7 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 3 3 	 1 8 4 1 3 . 2 7 	 7 0 2 	 3 . 0 4 	 2 6 . 2 3 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 3 4 	 9 8 5 . 3 0 	 5 6 1 	 1 . 7 4 	 1 . 7 6 	 1 3 7 0 . 8 7 	 7 3 . 5 1 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 3 5 	 1 8 3 0 5 . 1 3 	 7 0 2 	 3 . 0 3 	 2 6 . 0 8 	 2 5 7 0 . 2 4 	 3 2 . 7 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 3 6 	 1 8 2 0 3 . 7 1 	 6 9 3 	 3 . 0 6 	 2 6 . 2 7 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 3 7 	 1 7 0 9 4 . 6 9 	 7 1 0 	 3 . 0 6 	 2 4 . 0 8 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 3 8 	 1 8 3 2 0 . 0 9 	 6 9 1 	 2 . 8 9 	 2 6 . 5 1 	 2 9 5 4 . 1 8 	 3 3 . 2 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 3 9 	 1 8 2 1 6 . 0 4 	 6 9 6 	 3 . 0 3 	 2 6 . 1 7 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 4 0 	 1 8 6 0 9 . 2 4 	 7 0 2 	 2 . 9 6 	 2 6 . 5 1 	 2 9 5 4 . 1 8 	 3 3 . 3 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 4 1 	 1 8 3 7 0 . 8 5 	 6 9 7 	 3 . 0 2 	 2 6 . 3 6 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 4 2 	 2 2 6 . 9 4 	 3 8 	 1 . 5 0 	 5 . 9 7 	 5 8 0 . 8 2 	 5 2 . 5 6 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 4 3 	 1 9 6 7 8 . 9 6 	 6 9 9 	 2 . 9 8 	 2 8 . 1 5 	 3 4 3 3 . 2 8 	 3 1 . 3 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 4 4 	 1 8 5 8 3 . 1 2 	 6 9 9 	 2 . 9 6 	 2 6 . 5 9 	 2 9 5 4 . 1 8 	 3 3 . 5 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 4 5 	 1 2 1 2 4 . 7 2 	 7 2 0 	 2 . 4 1 	 1 6 . 8 4 	 2 5 1 5 . 7 0 	 3 8 . 2 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 3 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 4 6 	 7 9 1 . 5 7 	 6 7 5 	 1 . 4 7 	 1 . 1 7 	 3 2 1 . 3 8 	 1 7 . 2 8 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 7   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 4 0   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 4 7 	 1 7 0 5 . 7 8 	 1 6 9 	 2 . 9 2 	 1 0 . 0 9 	 1 6 9 0 . 6 8 	 7 2 . 9 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 4 8 	 1 8 2 1 5 . 6 9 	 7 0 1 	 3 . 0 3 	 2 5 . 9 9 	 2 5 7 0 . 2 4 	 3 2 . 8 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 4 9 	 1 4 8 . 4 2 	 6 1 	 1 . 3 0 	 2 . 4 3 	 1 1 0 4 . 6 9 	 9 6 . 0 4 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 2   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 2 4   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 5 0 	 1 8 4 1 2 . 7 2 	 7 0 1 	 2 . 9 4 	 2 6 . 2 7 	 2 9 5 4 . 1 8 	 3 3 . 4 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 5 1 	 1 8 4 4 4 . 5 2 	 7 0 0 	 2 . 9 4 	 2 6 . 3 5 	 2 9 5 4 . 1 8 	 3 3 . 3 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 5 2 	 1 8 6 2 9 . 7 7 	 7 0 1 	 2 . 9 5 	 2 6 . 5 8 	 2 9 5 4 . 1 8 	 3 3 . 1 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 5 3 	 1 7 8 4 1 . 1 6 	 7 0 6 	 3 . 0 2 	 2 5 . 2 7 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 5 4 	 1 7 8 9 3 . 9 6 	 7 0 0 	 3 . 0 3 	 2 5 . 5 6 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 5 5 	 9 3 0 1 . 3 3 	 7 1 4 	 3 . 0 9 	 1 3 . 0 3 	 1 0 4 7 . 1 5 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 5 6 	 1 8 4 7 9 . 4 6 	 7 0 3 	 3 . 0 2 	 2 6 . 2 9 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 5 7 	 1 8 3 8 5 . 3 9 	 7 0 8 	 2 . 9 5 	 2 5 . 9 7 	 2 9 5 4 . 1 8 	 3 2 . 8 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 5 8 	 1 8 3 5 3 . 9 6 	 7 0 0 	 3 . 0 5 	 2 6 . 2 2 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 5 9 	 1 8 4 3 5 . 3 6 	 6 9 9 	 2 . 9 6 	 2 6 . 3 7 	 2 9 5 4 . 1 8 	 3 3 . 3 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 6 0 	 1 8 1 0 9 . 5 5 	 7 0 1 	 3 . 0 0 	 2 5 . 8 3 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 6 1 	 1 8 2 0 4 . 4 3 	 6 9 2 	 2 . 9 6 	 2 6 . 3 1 	 2 9 5 4 . 1 8 	 3 3 . 8 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 6 2 	 1 8 4 6 7 . 4 0 	 7 0 2 	 3 . 0 2 	 2 6 . 3 1 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 6 3 	 1 8 5 0 4 . 0 5 	 6 9 8 	 2 . 9 1 	 2 6 . 5 1 	 2 9 5 4 . 1 8 	 3 3 . 1 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 6 4 	 1 8 3 4 2 . 8 2 	 6 9 1 	 2 . 8 9 	 2 6 . 5 5 	 2 9 5 4 . 1 8 	 3 3 . 1 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 6 5 	 1 7 8 9 3 . 9 6 	 7 0 0 	 3 . 0 3 	 2 5 . 5 6 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 6 6 	 1 9 7 4 0 . 3 3 	 6 9 4 	 2 . 9 7 	 2 8 . 4 4 	 3 4 3 3 . 2 8 	 3 1 . 2 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 6 7 	 1 8 1 8 1 . 0 8 	 6 9 0 	 2 . 9 5 	 2 6 . 3 5 	 2 9 5 4 . 1 8 	 3 3 . 7 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 6 8 	 1 7 5 6 0 . 0 0 	 7 0 7 	 2 . 9 9 	 2 4 . 8 4 	 2 5 7 0 . 2 4 	 3 3 . 0 7 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 6 8   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 6 9 	 1 7 5 9 6 . 2 7 	 6 9 2 	 3 . 0 6 	 2 5 . 4 3 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 7 0 	 1 8 4 4 8 . 3 0 	 7 0 2 	 2 . 9 4 	 2 6 . 2 8 	 2 9 5 4 . 1 8 	 3 3 . 3 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 7 1 	 1 8 0 6 4 . 8 2 	 6 9 6 	 3 . 0 2 	 2 5 . 9 6 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 7 2 	 1 8 2 8 4 . 8 2 	 6 9 6 	 2 . 9 2 	 2 6 . 2 7 	 2 9 5 4 . 1 8 	 3 3 . 4 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 7 3 	 1 8 1 2 7 . 3 2 	 6 9 0 	 3 . 0 8 	 2 6 . 2 7 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 7 4 	 1 8 6 2 5 . 0 2 	 7 0 0 	 2 . 9 5 	 2 6 . 6 1 	 2 9 5 4 . 1 8 	 3 3 . 1 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 7 5 	 1 7 1 2 9 . 2 3 	 7 0 3 	 3 . 0 3 	 2 4 . 3 7 	 3 4 9 3 . 9 3 	 3 2 . 8 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 7 6 	 1 8 2 1 7 . 3 7 	 7 0 1 	 3 . 0 3 	 2 5 . 9 9 	 2 5 7 0 . 2 4 	 3 2 . 8 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 7 7 	 1 5 2 3 3 . 5 9 	 6 6 9 	 3 . 0 3 	 2 2 . 7 7 	 3 8 9 2 . 3 5 	 3 5 . 6 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 7 8 	 1 8 3 7 3 . 3 0 	 6 9 6 	 2 . 9 3 	 2 6 . 4 0 	 2 9 5 4 . 1 8 	 3 3 . 5 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 7 9 	 1 8 0 5 7 . 8 7 	 6 8 7 	 2 . 9 5 	 2 6 . 2 9 	 2 9 5 4 . 1 8 	 3 3 . 6 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 8 0 	 1 8 6 2 7 . 8 7 	 7 0 4 	 3 . 0 3 	 2 6 . 4 6 	 2 5 7 0 . 2 4 	 3 2 . 8 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 8 1 	 1 8 3 4 4 . 6 4 	 6 9 1 	 2 . 8 9 	 2 6 . 5 5 	 2 9 5 4 . 1 8 	 3 3 . 1 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 8 2 	 5 3 3 . 4 7 	 3 6 2 	 1 . 8 0 	 1 . 4 7 	 4 8 5 . 1 4 	 4 4 . 1 8 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 1 . 5   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 6 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 8 3 	 1 9 2 0 1 . 4 4 	 7 0 0 	 2 . 9 6 	 2 7 . 4 3 	 2 9 5 4 . 1 8 	 3 2 . 8 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 8 4 	 1 8 0 6 7 . 8 1 	 6 9 0 	 3 . 0 5 	 2 6 . 1 9 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 8 5 	 1 9 6 1 1 . 9 3 	 6 8 7 	 2 . 9 5 	 2 8 . 5 5 	 3 4 3 3 . 2 8 	 3 1 . 2 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 8 6 	 1 8 5 9 5 . 7 7 	 7 0 1 	 2 . 9 4 	 2 6 . 5 3 	 2 9 5 4 . 1 8 	 3 3 . 1 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 8 7 	 1 8 2 4 6 . 0 4 	 7 0 1 	 3 . 0 3 	 2 6 . 0 3 	 2 5 7 0 . 2 4 	 3 2 . 9 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 8 8 	 1 8 4 5 1 . 6 1 	 7 0 1 	 2 . 9 4 	 2 6 . 3 2 	 2 9 5 4 . 1 8 	 3 3 . 4 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 8 9 	 1 8 3 5 3 . 9 6 	 7 0 0 	 3 . 0 5 	 2 6 . 2 2 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 9 0 	 1 8 2 5 1 . 4 3 	 6 9 6 	 2 . 9 1 	 2 6 . 2 2 	 2 9 5 4 . 1 8 	 3 3 . 4 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 9 1 	 1 8 5 2 2 . 2 1 	 7 0 2 	 2 . 9 5 	 2 6 . 3 8 	 2 9 5 4 . 1 8 	 3 3 . 3 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 9 2 	 1 9 5 1 6 . 5 4 	 6 9 4 	 2 . 9 5 	 2 8 . 1 2 	 3 4 3 3 . 2 8 	 3 1 . 2 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 9 3 	 1 8 5 7 6 . 3 9 	 6 9 8 	 2 . 9 7 	 2 6 . 6 1 	 2 9 5 4 . 1 8 	 3 3 . 6 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 6 8   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 9 4 	 1 8 3 8 5 . 3 9 	 7 0 8 	 2 . 9 5 	 2 5 . 9 7 	 2 9 5 4 . 1 8 	 3 2 . 8 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 9 5 	 1 8 4 9 5 . 2 2 	 6 9 6 	 2 . 9 1 	 2 6 . 5 7 	 2 9 5 4 . 1 8 	 3 3 . 1 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 9 6 	 1 8 5 2 0 . 8 1 	 7 0 1 	 2 . 9 5 	 2 6 . 4 2 	 2 9 5 4 . 1 8 	 3 3 . 4 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 9 7 	 1 8 5 0 0 . 1 2 	 7 0 3 	 3 . 0 5 	 2 6 . 3 2 	 2 5 7 0 . 2 4 	 3 2 . 9 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 9 8 	 1 8 3 1 2 . 5 8 	 6 9 1 	 2 . 8 8 	 2 6 . 5 0 	 2 9 5 4 . 1 8 	 3 3 . 1 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 5 9 9 	 1 9 5 3 3 . 7 7 	 6 9 4 	 2 . 9 7 	 2 8 . 1 5 	 3 4 3 3 . 2 8 	 3 1 . 3 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 0 0 	 1 8 3 5 8 . 5 8 	 7 0 1 	 3 . 0 4 	 2 6 . 1 9 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 0 1 	 1 8 6 1 3 . 1 8 	 7 0 2 	 2 . 9 6 	 2 6 . 5 1 	 2 9 5 4 . 1 8 	 3 3 . 3 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 0 2 	 5 6 3 . 9 7 	 2 2 1 	 1 . 6 5 	 2 . 5 5 	 7 9 6 . 4 1 	 5 3 . 5 9 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 8   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 0   	 S e c o n d P r o f i t P e r s e n t = 2 0   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 0 3 	 1 8 1 1 5 . 5 9 	 6 9 6 	 3 . 0 2 	 2 6 . 0 3 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 0 4 	 8 0 3 . 7 2 	 4 1 1 	 1 . 5 4 	 1 . 9 6 	 5 7 6 . 6 9 	 3 7 . 5 3 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 0 5 	 1 8 4 7 3 . 5 9 	 6 9 7 	 2 . 9 1 	 2 6 . 5 0 	 2 9 5 4 . 1 8 	 3 3 . 2 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 0 6 	 1 8 3 1 3 . 5 0 	 6 9 4 	 2 . 9 4 	 2 6 . 3 9 	 2 9 5 4 . 1 8 	 3 3 . 3 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 0 7 	 1 8 2 4 8 . 1 6 	 7 0 2 	 3 . 0 2 	 2 5 . 9 9 	 2 5 7 0 . 2 4 	 3 2 . 9 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 0 8 	 1 8 4 7 8 . 5 8 	 7 0 2 	 2 . 9 4 	 2 6 . 3 2 	 2 9 5 4 . 1 8 	 3 3 . 3 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 0 9 	 1 8 3 6 0 . 9 8 	 7 0 2 	 3 . 0 4 	 2 6 . 1 6 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 1 0 	 1 8 4 4 4 . 1 8 	 7 0 2 	 2 . 9 3 	 2 6 . 2 7 	 2 9 5 4 . 1 8 	 3 3 . 4 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 1 1 	 1 9 6 7 8 . 9 6 	 6 9 9 	 2 . 9 8 	 2 8 . 1 5 	 3 4 3 3 . 2 8 	 3 1 . 3 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 1 2 	 1 8 2 1 6 . 0 4 	 6 9 6 	 3 . 0 3 	 2 6 . 1 7 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 1 3 	 1 8 4 1 3 . 2 7 	 7 0 2 	 3 . 0 4 	 2 6 . 2 3 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 1 4 	 1 8 2 0 7 . 7 7 	 7 0 4 	 2 . 9 8 	 2 5 . 8 6 	 2 5 7 0 . 2 4 	 3 2 . 8 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 1 5 	 1 8 4 4 8 . 3 0 	 7 0 2 	 2 . 9 4 	 2 6 . 2 8 	 2 9 5 4 . 1 8 	 3 3 . 3 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 1 6 	 1 8 6 5 2 . 8 4 	 7 0 1 	 2 . 9 5 	 2 6 . 6 1 	 2 9 5 4 . 1 8 	 3 3 . 0 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 1 7 	 1 9 9 1 . 0 6 	 1 0 2 7 	 1 . 7 2 	 1 . 9 4 	 1 0 4 7 . 2 4 	 4 4 . 0 0 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 0   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 3   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 8 2   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 1 8 	 1 8 7 7 3 . 0 1 	 6 9 6 	 2 . 9 6 	 2 6 . 9 7 	 3 0 7 4 . 4 5 	 3 3 . 5 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 6 8   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 1 9 	 1 8 4 7 8 . 5 8 	 7 0 2 	 2 . 9 4 	 2 6 . 3 2 	 2 9 5 4 . 1 8 	 3 3 . 3 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 2 0 	 2 1 0 . 7 4 	 2 9 3 	 1 . 2 9 	 0 . 7 2 	 7 9 0 . 6 4 	 6 3 . 1 6 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 5   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 2 1 	 1 8 2 9 2 . 7 5 	 6 9 6 	 2 . 9 2 	 2 6 . 2 8 	 2 9 5 4 . 1 8 	 3 3 . 4 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 2 2 	 1 8 3 7 4 . 1 1 	 7 0 1 	 2 . 9 4 	 2 6 . 2 1 	 2 9 5 4 . 1 8 	 3 3 . 4 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 2 3 	 1 8 2 9 2 . 7 5 	 6 9 6 	 2 . 9 2 	 2 6 . 2 8 	 2 9 5 4 . 1 8 	 3 3 . 4 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 2 4 	 1 8 7 7 0 . 5 7 	 7 0 5 	 3 . 0 7 	 2 6 . 6 2 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 2 5 	 1 8 6 6 1 . 2 5 	 7 0 0 	 2 . 9 7 	 2 6 . 6 6 	 2 9 5 4 . 1 8 	 3 3 . 3 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 2 6 	 1 8 5 6 1 . 8 5 	 7 0 2 	 2 . 9 5 	 2 6 . 4 4 	 2 9 5 4 . 1 8 	 3 3 . 3 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 2 7 	 1 8 4 7 8 . 5 8 	 7 0 2 	 2 . 9 4 	 2 6 . 3 2 	 2 9 5 4 . 1 8 	 3 3 . 3 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 2 8 	 1 8 4 2 2 . 0 9 	 7 0 1 	 2 . 9 3 	 2 6 . 2 8 	 2 9 5 4 . 1 8 	 3 3 . 4 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 2 9 	 1 8 7 7 0 . 5 7 	 7 0 5 	 3 . 0 7 	 2 6 . 6 2 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 3 0 	 1 5 4 . 6 3 	 3 7 	 1 . 3 9 	 4 . 1 8 	 6 0 8 . 3 6 	 5 4 . 5 4 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 3 1 	 1 7 3 0 5 . 5 8 	 7 0 7 	 2 . 9 0 	 2 4 . 4 8 	 3 7 8 3 . 6 4 	 3 4 . 2 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 3 2 	 1 8 7 5 8 . 8 0 	 7 0 4 	 3 . 0 7 	 2 6 . 6 5 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 3 3 	 1 8 5 2 0 . 8 1 	 7 0 1 	 2 . 9 5 	 2 6 . 4 2 	 2 9 5 4 . 1 8 	 3 3 . 4 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 3 4 	 1 8 6 1 3 . 1 8 	 7 0 2 	 2 . 9 6 	 2 6 . 5 1 	 2 9 5 4 . 1 8 	 3 3 . 3 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 3 5 	 1 8 4 1 3 . 2 7 	 7 0 2 	 3 . 0 4 	 2 6 . 2 3 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 3 6 	 1 8 3 3 1 . 7 1 	 6 9 8 	 3 . 0 0 	 2 6 . 2 6 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 3 7 	 1 8 4 7 4 . 3 9 	 7 0 3 	 3 . 0 2 	 2 6 . 2 8 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 3 8 	 1 8 3 2 7 . 7 3 	 6 9 8 	 3 . 0 0 	 2 6 . 2 6 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 3 9 	 1 8 3 6 0 . 9 8 	 7 0 2 	 3 . 0 4 	 2 6 . 1 6 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 4 0 	 1 8 2 1 0 . 8 8 	 7 0 0 	 3 . 0 4 	 2 6 . 0 2 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 4 1 	 1 8 1 0 9 . 8 4 	 7 0 1 	 3 . 0 0 	 2 5 . 8 3 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 4 2 	 1 8 5 0 4 . 0 5 	 6 9 8 	 2 . 9 1 	 2 6 . 5 1 	 2 9 5 4 . 1 8 	 3 3 . 1 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 4 3 	 1 8 4 1 3 . 2 7 	 7 0 2 	 3 . 0 4 	 2 6 . 2 3 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 4 4 	 1 8 7 5 8 . 8 0 	 7 0 4 	 3 . 0 7 	 2 6 . 6 5 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 4 5 	 1 8 0 3 7 . 9 5 	 6 9 6 	 3 . 0 2 	 2 5 . 9 2 	 2 5 7 0 . 2 4 	 3 2 . 8 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 0   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 4 6 	 1 8 2 1 6 . 0 4 	 6 9 6 	 3 . 0 3 	 2 6 . 1 7 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 4 7 	 1 9 5 1 6 . 5 4 	 6 9 4 	 2 . 9 5 	 2 8 . 1 2 	 3 4 3 3 . 2 8 	 3 1 . 2 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 4 8 	 1 8 4 8 1 . 3 7 	 7 0 0 	 2 . 9 4 	 2 6 . 4 0 	 2 9 5 4 . 1 8 	 3 3 . 1 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 4 9 	 1 8 2 9 2 . 7 5 	 6 9 6 	 2 . 9 2 	 2 6 . 2 8 	 2 9 5 4 . 1 8 	 3 3 . 4 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 5 0 	 1 9 3 4 6 . 6 6 	 6 8 2 	 2 . 9 8 	 2 8 . 3 7 	 3 4 3 3 . 2 8 	 3 1 . 3 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 5 1 	 1 8 4 6 1 . 6 7 	 6 9 6 	 2 . 9 4 	 2 6 . 5 3 	 2 9 5 4 . 1 8 	 3 3 . 5 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 5 2 	 1 8 1 0 8 . 5 1 	 7 0 2 	 2 . 9 9 	 2 5 . 8 0 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 5 3 	 1 8 4 3 2 . 2 2 	 6 9 2 	 2 . 9 0 	 2 6 . 6 4 	 2 9 5 4 . 1 8 	 3 3 . 0 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 5 4 	 1 8 6 5 1 . 3 2 	 7 0 3 	 3 . 0 7 	 2 6 . 5 3 	 2 5 7 0 . 2 4 	 3 2 . 8 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 5 5 	 1 8 4 7 6 . 3 4 	 7 0 2 	 2 . 9 3 	 2 6 . 3 2 	 2 9 5 4 . 1 8 	 3 3 . 3 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 5 6 	 1 7 7 3 0 . 9 9 	 6 9 6 	 3 . 1 0 	 2 5 . 4 8 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 5 7 	 1 8 3 8 5 . 0 8 	 6 9 7 	 2 . 9 5 	 2 6 . 3 8 	 2 9 5 4 . 1 8 	 3 3 . 5 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 6 8   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 5 8 	 1 8 4 3 4 . 7 1 	 6 9 2 	 2 . 8 9 	 2 6 . 6 4 	 2 9 5 4 . 1 8 	 3 3 . 0 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 5 9 	 1 8 4 4 4 . 1 8 	 7 0 2 	 2 . 9 3 	 2 6 . 2 7 	 2 9 5 4 . 1 8 	 3 3 . 4 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 6 0 	 1 8 2 8 1 . 7 5 	 7 0 1 	 3 . 0 3 	 2 6 . 0 8 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 6 1 	 1 8 7 0 5 . 7 6 	 6 9 9 	 2 . 9 6 	 2 6 . 7 6 	 2 9 5 4 . 1 8 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 6 2 	 1 8 2 4 8 . 1 6 	 7 0 2 	 3 . 0 2 	 2 5 . 9 9 	 2 5 7 0 . 2 4 	 3 2 . 9 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 6 3 	 1 8 3 3 1 . 7 1 	 6 9 8 	 3 . 0 0 	 2 6 . 2 6 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 6 4 	 3 6 9 . 1 8 	 3 9 6 	 1 . 4 3 	 0 . 9 3 	 3 9 0 . 6 8 	 2 9 . 4 6 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 6   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 6   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 6 5 	 1 8 3 3 1 . 7 1 	 6 9 8 	 3 . 0 0 	 2 6 . 2 6 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 6 6 	 4 9 1 . 4 3 	 3 7 9 	 1 . 6 8 	 1 . 3 0 	 3 7 0 . 5 9 	 2 8 . 3 1 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 1 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 6 7 	 1 8 2 8 4 . 8 2 	 6 9 6 	 2 . 9 2 	 2 6 . 2 7 	 2 9 5 4 . 1 8 	 3 3 . 4 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 6 8 	 1 8 5 0 4 . 0 5 	 6 9 8 	 2 . 9 1 	 2 6 . 5 1 	 2 9 5 4 . 1 8 	 3 3 . 1 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 6 9 	 1 8 6 1 3 . 1 8 	 7 0 2 	 2 . 9 6 	 2 6 . 5 1 	 2 9 5 4 . 1 8 	 3 3 . 3 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 7 0 	 6 9 3 . 7 1 	 5 8 1 	 1 . 4 8 	 1 . 1 9 	 3 3 7 . 1 7 	 2 2 . 3 4 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 7   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 4 0   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 7 1 	 1 8 3 6 0 . 9 8 	 7 0 2 	 3 . 0 4 	 2 6 . 1 6 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 7 2 	 1 7 8 9 5 . 1 1 	 7 0 0 	 3 . 0 5 	 2 5 . 5 6 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 7 3 	 1 8 4 4 4 . 1 8 	 7 0 2 	 2 . 9 3 	 2 6 . 2 7 	 2 9 5 4 . 1 8 	 3 3 . 4 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 7 4 	 1 8 3 6 3 . 9 2 	 7 0 1 	 3 . 0 4 	 2 6 . 2 0 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 7 5 	 1 8 2 8 1 . 5 2 	 6 9 1 	 3 . 0 8 	 2 6 . 4 6 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 7 6 	 1 8 2 1 6 . 0 4 	 6 9 6 	 3 . 0 3 	 2 6 . 1 7 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 7 7 	 1 8 3 6 1 . 0 1 	 7 0 1 	 3 . 0 4 	 2 6 . 1 9 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 7 8 	 1 8 0 6 5 . 0 2 	 6 9 6 	 3 . 0 1 	 2 5 . 9 6 	 2 5 7 0 . 2 4 	 3 2 . 7 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 7 9 	 1 8 4 1 9 . 6 9 	 7 0 1 	 2 . 9 4 	 2 6 . 2 8 	 2 9 5 4 . 1 8 	 3 3 . 4 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 8 0 	 1 7 3 0 5 . 5 8 	 7 0 7 	 2 . 9 0 	 2 4 . 4 8 	 3 7 8 3 . 6 4 	 3 4 . 2 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 8 1 	 1 8 3 5 3 . 9 6 	 7 0 0 	 3 . 0 5 	 2 6 . 2 2 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 8 2 	 1 8 4 4 4 . 5 2 	 7 0 0 	 2 . 9 4 	 2 6 . 3 5 	 2 9 5 4 . 1 8 	 3 3 . 3 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 8 3 	 1 8 4 7 8 . 5 8 	 7 0 2 	 2 . 9 4 	 2 6 . 3 2 	 2 9 5 4 . 1 8 	 3 3 . 3 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 8 4 	 1 8 4 1 3 . 2 7 	 7 0 2 	 3 . 0 4 	 2 6 . 2 3 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 8 5 	 1 8 5 3 4 . 0 3 	 7 0 3 	 3 . 0 4 	 2 6 . 3 6 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 8 6 	 1 8 4 4 4 . 1 8 	 7 0 2 	 2 . 9 3 	 2 6 . 2 7 	 2 9 5 4 . 1 8 	 3 3 . 4 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 8 7 	 1 8 4 7 8 . 5 8 	 7 0 2 	 2 . 9 4 	 2 6 . 3 2 	 2 9 5 4 . 1 8 	 3 3 . 3 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 8 8 	 1 9 5 1 6 . 5 4 	 6 9 4 	 2 . 9 5 	 2 8 . 1 2 	 3 4 3 3 . 2 8 	 3 1 . 2 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 8 9 	 1 8 3 0 0 . 0 7 	 7 0 1 	 3 . 0 4 	 2 6 . 1 1 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 9 0 	 1 8 4 4 8 . 3 0 	 7 0 2 	 2 . 9 4 	 2 6 . 2 8 	 2 9 5 4 . 1 8 	 3 3 . 3 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 9 1 	 1 8 4 5 1 . 6 1 	 7 0 1 	 2 . 9 4 	 2 6 . 3 2 	 2 9 5 4 . 1 8 	 3 3 . 4 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 9 2 	 1 8 7 6 1 . 4 6 	 7 0 7 	 3 . 0 2 	 2 6 . 5 4 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 9 3 	 1 7 8 9 3 . 9 6 	 7 0 0 	 3 . 0 3 	 2 5 . 5 6 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 9 4 	 1 8 6 1 3 . 1 8 	 7 0 2 	 2 . 9 6 	 2 6 . 5 1 	 2 9 5 4 . 1 8 	 3 3 . 3 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 9 5 	 1 9 5 1 6 . 5 4 	 6 9 4 	 2 . 9 5 	 2 8 . 1 2 	 3 4 3 3 . 2 8 	 3 1 . 2 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 9 6 	 1 8 3 6 1 . 0 1 	 7 0 1 	 3 . 0 4 	 2 6 . 1 9 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 9 7 	 1 8 4 7 6 . 3 4 	 7 0 2 	 2 . 9 3 	 2 6 . 3 2 	 2 9 5 4 . 1 8 	 3 3 . 3 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 9 8 	 1 8 4 0 9 . 8 9 	 7 0 1 	 2 . 9 4 	 2 6 . 2 6 	 2 9 5 4 . 1 8 	 3 3 . 4 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 6 9 9 	 1 8 6 5 2 . 8 4 	 7 0 1 	 2 . 9 5 	 2 6 . 6 1 	 2 9 5 4 . 1 8 	 3 3 . 0 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 0 0 	 2 3 8 6 . 2 3 	 5 0 5 	 1 . 4 6 	 4 . 7 3 	 2 3 9 8 . 3 9 	 7 5 . 9 2 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 6   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 1 6   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 0 1 	 6 6 4 . 6 4 	 4 1 8 	 1 . 7 0 	 1 . 5 9 	 5 3 0 . 1 9 	 5 1 . 7 8 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 1 . 5   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 0 2 	 1 8 4 3 7 . 8 2 	 7 0 1 	 2 . 9 3 	 2 6 . 3 0 	 2 9 5 4 . 1 8 	 3 3 . 4 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 0 3 	 1 8 6 1 3 . 1 8 	 7 0 2 	 2 . 9 6 	 2 6 . 5 1 	 2 9 5 4 . 1 8 	 3 3 . 3 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 0 4 	 1 8 6 5 2 . 8 4 	 7 0 1 	 2 . 9 5 	 2 6 . 6 1 	 2 9 5 4 . 1 8 	 3 3 . 0 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 0 5 	 1 8 5 9 6 . 5 6 	 6 9 8 	 2 . 9 1 	 2 6 . 6 4 	 2 9 5 4 . 1 8 	 3 3 . 0 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 0 6 	 1 8 4 4 8 . 3 0 	 7 0 2 	 2 . 9 4 	 2 6 . 2 8 	 2 9 5 4 . 1 8 	 3 3 . 3 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 0 7 	 1 8 4 7 5 . 0 6 	 7 0 2 	 2 . 9 4 	 2 6 . 3 2 	 2 9 5 4 . 1 8 	 3 3 . 3 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 0 8 	 1 8 5 3 4 . 0 3 	 7 0 3 	 3 . 0 4 	 2 6 . 3 6 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 0 9 	 1 9 6 4 . 4 1 	 2 7 3 	 2 . 0 9 	 7 . 2 0 	 1 8 8 5 . 1 0 	 6 7 . 9 6 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 0   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 5   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 1 0 	 1 7 3 6 3 . 9 9 	 7 0 7 	 2 . 9 1 	 2 4 . 5 6 	 3 7 8 3 . 6 4 	 3 4 . 2 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 1 1 	 1 8 5 0 4 . 0 5 	 6 9 8 	 2 . 9 1 	 2 6 . 5 1 	 2 9 5 4 . 1 8 	 3 3 . 1 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 1 2 	 1 7 3 2 6 . 6 9 	 7 0 8 	 2 . 8 8 	 2 4 . 4 7 	 3 7 8 3 . 6 4 	 3 4 . 5 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 1 3 	 1 8 5 2 0 . 8 1 	 7 0 1 	 2 . 9 5 	 2 6 . 4 2 	 2 9 5 4 . 1 8 	 3 3 . 4 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 1 4 	 1 8 4 4 6 . 4 8 	 6 9 7 	 2 . 9 0 	 2 6 . 4 7 	 2 9 5 4 . 1 8 	 3 3 . 2 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 1 5 	 1 8 6 1 3 . 1 8 	 7 0 2 	 2 . 9 6 	 2 6 . 5 1 	 2 9 5 4 . 1 8 	 3 3 . 3 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 1 6 	 1 9 5 3 4 . 3 1 	 6 9 3 	 2 . 9 8 	 2 8 . 1 9 	 3 4 3 3 . 2 8 	 3 1 . 3 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 1 7 	 1 8 6 6 1 . 2 5 	 7 0 0 	 2 . 9 7 	 2 6 . 6 6 	 2 9 5 4 . 1 8 	 3 3 . 3 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 1 8 	 1 8 5 0 4 . 0 5 	 6 9 8 	 2 . 9 1 	 2 6 . 5 1 	 2 9 5 4 . 1 8 	 3 3 . 1 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 1 9 	 1 8 6 1 3 . 1 8 	 7 0 2 	 2 . 9 6 	 2 6 . 5 1 	 2 9 5 4 . 1 8 	 3 3 . 3 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 2 0 	 1 8 4 1 3 . 2 7 	 7 0 2 	 3 . 0 4 	 2 6 . 2 3 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 2 1 	 3 4 1 . 3 3 	 2 6 	 2 . 6 5 	 1 3 . 1 3 	 9 4 3 . 9 9 	 8 0 . 2 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 2 2 	 1 8 3 6 1 . 8 1 	 7 0 7 	 2 . 9 7 	 2 5 . 9 7 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 2 3 	 1 7 0 3 8 . 3 6 	 7 0 3 	 2 . 9 7 	 2 4 . 2 4 	 3 7 8 3 . 6 4 	 3 5 . 4 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 2 4 	 1 8 6 2 9 . 7 7 	 7 0 1 	 2 . 9 5 	 2 6 . 5 8 	 2 9 5 4 . 1 8 	 3 3 . 1 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 2 5 	 6 7 9 . 0 2 	 4 1 7 	 1 . 7 3 	 1 . 6 3 	 5 3 0 . 1 9 	 5 1 . 7 8 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 1 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 2 6 	 1 8 4 7 8 . 5 8 	 7 0 2 	 2 . 9 4 	 2 6 . 3 2 	 2 9 5 4 . 1 8 	 3 3 . 3 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 2 7 	 1 8 4 7 3 . 5 9 	 6 9 7 	 2 . 9 1 	 2 6 . 5 0 	 2 9 5 4 . 1 8 	 3 3 . 2 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 2 8 	 1 8 4 4 6 . 1 2 	 7 0 2 	 2 . 9 3 	 2 6 . 2 8 	 2 9 5 4 . 1 8 	 3 3 . 3 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 2 9 	 1 8 6 1 3 . 1 8 	 7 0 2 	 2 . 9 6 	 2 6 . 5 1 	 2 9 5 4 . 1 8 	 3 3 . 3 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 3 0 	 1 8 6 2 6 . 3 8 	 7 0 1 	 2 . 9 6 	 2 6 . 5 7 	 2 9 5 4 . 1 8 	 3 3 . 4 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 3 1 	 1 8 4 4 4 . 5 2 	 7 0 0 	 2 . 9 4 	 2 6 . 3 5 	 2 9 5 4 . 1 8 	 3 3 . 3 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 3 2 	 1 9 7 4 0 . 3 3 	 6 9 4 	 2 . 9 7 	 2 8 . 4 4 	 3 4 3 3 . 2 8 	 3 1 . 2 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 3 3 	 1 8 6 0 7 . 1 1 	 7 0 1 	 2 . 9 6 	 2 6 . 5 4 	 2 9 5 4 . 1 8 	 3 3 . 4 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 3 4 	 1 8 4 2 2 . 0 9 	 7 0 1 	 2 . 9 3 	 2 6 . 2 8 	 2 9 5 4 . 1 8 	 3 3 . 4 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 3 5 	 1 9 6 6 5 . 7 5 	 6 9 9 	 2 . 9 8 	 2 8 . 1 3 	 3 4 3 3 . 2 8 	 3 1 . 3 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 3 6 	 1 8 6 1 3 . 1 8 	 7 0 2 	 2 . 9 6 	 2 6 . 5 1 	 2 9 5 4 . 1 8 	 3 3 . 3 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 3 7 	 1 5 0 6 0 . 6 8 	 6 7 7 	 3 . 0 0 	 2 2 . 2 5 	 2 1 4 7 . 8 4 	 3 0 . 1 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 3 8 	 1 8 6 5 2 . 8 4 	 7 0 1 	 2 . 9 5 	 2 6 . 6 1 	 2 9 5 4 . 1 8 	 3 3 . 0 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 3 9 	 1 5 4 1 . 7 6 	 8 2 9 	 1 . 7 2 	 1 . 8 6 	 5 1 6 . 5 2 	 2 5 . 3 8 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 3   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 8 2   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 4 0 	 1 8 4 5 1 . 6 1 	 7 0 1 	 2 . 9 4 	 2 6 . 3 2 	 2 9 5 4 . 1 8 	 3 3 . 4 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 4 1 	 1 9 7 3 0 . 4 6 	 6 9 4 	 2 . 9 7 	 2 8 . 4 3 	 3 4 3 3 . 2 8 	 3 1 . 2 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 4 2 	 1 8 4 2 0 . 8 5 	 6 9 9 	 2 . 9 4 	 2 6 . 3 5 	 2 9 5 4 . 1 8 	 3 3 . 4 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 4 3 	 1 8 4 9 5 . 2 8 	 7 0 2 	 2 . 9 4 	 2 6 . 3 5 	 2 9 5 4 . 1 8 	 3 3 . 3 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 4 4 	 1 8 3 6 0 . 9 8 	 7 0 2 	 3 . 0 4 	 2 6 . 1 6 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 4 5 	 1 8 6 6 1 . 2 5 	 7 0 0 	 2 . 9 7 	 2 6 . 6 6 	 2 9 5 4 . 1 8 	 3 3 . 3 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 4 6 	 1 8 6 1 3 . 1 8 	 7 0 2 	 2 . 9 6 	 2 6 . 5 1 	 2 9 5 4 . 1 8 	 3 3 . 3 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 4 7 	 1 7 9 5 0 . 2 3 	 6 9 9 	 3 . 0 6 	 2 5 . 6 8 	 2 5 7 0 . 2 4 	 3 2 . 8 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 4 8 	 1 2 4 4 . 0 5 	 8 0 2 	 1 . 7 1 	 1 . 5 5 	 8 7 7 . 3 0 	 8 3 . 6 1 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 4 9 	 1 8 7 3 2 . 9 7 	 6 9 6 	 2 . 9 8 	 2 6 . 9 2 	 2 9 5 4 . 1 8 	 3 3 . 4 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 6 8   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 5 0 	 1 7 0 4 5 . 4 4 	 7 0 3 	 3 . 0 3 	 2 4 . 2 5 	 3 4 9 3 . 9 3 	 3 2 . 8 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 5 1 	 1 8 3 6 1 . 8 1 	 7 0 7 	 2 . 9 7 	 2 5 . 9 7 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 5 2 	 1 8 4 4 8 . 3 0 	 7 0 2 	 2 . 9 4 	 2 6 . 2 8 	 2 9 5 4 . 1 8 	 3 3 . 3 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 5 3 	 6 2 5 . 6 5 	 2 7 8 	 1 . 7 2 	 2 . 2 5 	 7 8 9 . 1 1 	 5 2 . 3 6 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 0   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 3 4   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 5 4 	 1 8 4 7 8 . 5 8 	 7 0 2 	 2 . 9 4 	 2 6 . 3 2 	 2 9 5 4 . 1 8 	 3 3 . 3 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 5 5 	 1 9 1 0 6 . 5 4 	 6 9 3 	 2 . 9 5 	 2 7 . 5 7 	 3 4 3 3 . 2 8 	 3 3 . 3 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 6 8   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 5 6 	 1 8 4 7 9 . 4 6 	 7 0 3 	 3 . 0 2 	 2 6 . 2 9 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 5 7 	 1 8 4 6 7 . 4 0 	 7 0 2 	 3 . 0 2 	 2 6 . 3 1 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 5 8 	 5 4 2 . 4 3 	 4 5 3 	 1 . 6 1 	 1 . 2 0 	 4 2 0 . 8 7 	 2 7 . 8 6 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 1 . 5   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 5 9 	 1 8 5 7 6 . 6 7 	 7 0 1 	 2 . 9 7 	 2 6 . 5 0 	 2 9 5 4 . 1 8 	 3 3 . 5 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 6 0 	 1 8 6 1 3 . 1 8 	 7 0 2 	 2 . 9 6 	 2 6 . 5 1 	 2 9 5 4 . 1 8 	 3 3 . 3 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 6 1 	 1 8 6 1 3 . 1 8 	 7 0 2 	 2 . 9 6 	 2 6 . 5 1 	 2 9 5 4 . 1 8 	 3 3 . 3 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 6 2 	 1 7 8 9 6 . 9 3 	 7 0 0 	 3 . 0 5 	 2 5 . 5 7 	 2 5 7 0 . 2 4 	 3 2 . 9 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 6 3 	 1 9 2 7 5 . 4 2 	 6 9 5 	 2 . 9 5 	 2 7 . 7 3 	 3 4 3 3 . 2 8 	 3 1 . 3 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 6 4 	 1 7 7 3 7 . 7 9 	 6 9 6 	 3 . 1 0 	 2 5 . 4 9 	 2 5 7 0 . 2 4 	 3 2 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 6 5 	 1 9 6 3 7 . 5 6 	 6 9 8 	 2 . 9 8 	 2 8 . 1 3 	 3 4 3 3 . 2 8 	 3 1 . 3 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 6 6 	 1 8 5 6 1 . 8 5 	 7 0 2 	 2 . 9 5 	 2 6 . 4 4 	 2 9 5 4 . 1 8 	 3 3 . 3 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 6 7 	 1 8 6 5 2 . 8 4 	 7 0 1 	 2 . 9 5 	 2 6 . 6 1 	 2 9 5 4 . 1 8 	 3 3 . 0 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 6 8 	 1 8 5 8 2 . 5 1 	 6 9 7 	 2 . 9 1 	 2 6 . 6 6 	 2 9 5 4 . 1 8 	 3 3 . 0 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 6 9 	 1 8 4 7 8 . 5 8 	 7 0 2 	 2 . 9 4 	 2 6 . 3 2 	 2 9 5 4 . 1 8 	 3 3 . 3 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 7 0 	 1 8 1 0 8 . 5 1 	 7 0 2 	 2 . 9 9 	 2 5 . 8 0 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 7 1 	 1 8 4 5 1 . 6 1 	 7 0 1 	 2 . 9 4 	 2 6 . 3 2 	 2 9 5 4 . 1 8 	 3 3 . 4 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 7 2 	 1 8 4 4 4 . 1 8 	 7 0 2 	 2 . 9 3 	 2 6 . 2 7 	 2 9 5 4 . 1 8 	 3 3 . 4 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 7 3 	 1 8 4 1 3 . 2 7 	 7 0 2 	 3 . 0 4 	 2 6 . 2 3 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 7 4 	 1 8 4 4 8 . 3 0 	 7 0 2 	 2 . 9 4 	 2 6 . 2 8 	 2 9 5 4 . 1 8 	 3 3 . 3 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 7 5 	 1 8 4 7 8 . 5 8 	 7 0 2 	 2 . 9 4 	 2 6 . 3 2 	 2 9 5 4 . 1 8 	 3 3 . 3 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 7 6 	 1 8 4 3 6 . 3 8 	 7 0 0 	 2 . 9 4 	 2 6 . 3 4 	 2 9 5 4 . 1 8 	 3 3 . 3 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 7 7 	 1 8 6 4 9 . 1 3 	 6 9 9 	 2 . 9 7 	 2 6 . 6 8 	 2 9 5 4 . 1 8 	 3 3 . 4 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 7 8 	 1 7 3 0 5 . 5 8 	 7 0 7 	 2 . 9 0 	 2 4 . 4 8 	 3 7 8 3 . 6 4 	 3 4 . 2 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 7 9 	 2 7 9 . 1 4 	 2 7 9 	 1 . 5 1 	 1 . 0 0 	 4 2 7 . 3 5 	 3 2 . 7 2 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 5   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 8 0 	 1 8 6 4 9 . 1 3 	 6 9 9 	 2 . 9 7 	 2 6 . 6 8 	 2 9 5 4 . 1 8 	 3 3 . 4 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 8 1 	 1 8 4 8 1 . 0 5 	 7 0 2 	 2 . 9 3 	 2 6 . 3 3 	 2 9 5 4 . 1 8 	 3 3 . 3 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 8 2 	 1 9 5 1 6 . 5 4 	 6 9 4 	 2 . 9 5 	 2 8 . 1 2 	 3 4 3 3 . 2 8 	 3 1 . 2 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 8 3 	 1 8 1 8 1 . 0 8 	 6 9 0 	 2 . 9 5 	 2 6 . 3 5 	 2 9 5 4 . 1 8 	 3 3 . 7 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 8 4 	 1 8 6 2 7 . 8 7 	 7 0 4 	 3 . 0 3 	 2 6 . 4 6 	 2 5 7 0 . 2 4 	 3 2 . 8 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 8 5 	 1 8 4 7 8 . 5 8 	 7 0 2 	 2 . 9 4 	 2 6 . 3 2 	 2 9 5 4 . 1 8 	 3 3 . 3 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 8 6 	 1 7 5 0 . 6 6 	 1 7 1 	 2 . 4 7 	 1 0 . 2 4 	 1 6 6 9 . 2 4 	 6 7 . 3 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 8 7 	 1 8 4 4 4 . 5 2 	 7 0 0 	 2 . 9 4 	 2 6 . 3 5 	 2 9 5 4 . 1 8 	 3 3 . 3 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 8 8 	 1 7 0 3 8 . 1 9 	 7 0 3 	 2 . 9 7 	 2 4 . 2 4 	 3 7 8 3 . 6 4 	 3 5 . 4 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 8 9 	 1 9 6 7 8 . 9 6 	 6 9 9 	 2 . 9 8 	 2 8 . 1 5 	 3 4 3 3 . 2 8 	 3 1 . 3 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 9 0 	 1 8 5 0 4 . 0 5 	 6 9 8 	 2 . 9 1 	 2 6 . 5 1 	 2 9 5 4 . 1 8 	 3 3 . 1 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 9 1 	 1 8 4 3 4 . 7 7 	 7 0 1 	 2 . 9 4 	 2 6 . 3 0 	 2 9 5 4 . 1 8 	 3 3 . 4 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 9 2 	 6 9 2 . 5 4 	 5 1 	 2 . 7 8 	 1 3 . 5 8 	 1 2 0 1 . 8 3 	 9 2 . 5 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 9 3 	 1 9 6 7 8 . 9 6 	 6 9 9 	 2 . 9 8 	 2 8 . 1 5 	 3 4 3 3 . 2 8 	 3 1 . 3 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 9 4 	 1 8 6 1 4 . 5 6 	 7 0 2 	 2 . 9 6 	 2 6 . 5 2 	 2 9 5 4 . 1 8 	 3 3 . 3 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 9 5 	 1 8 4 7 4 . 3 9 	 7 0 3 	 3 . 0 2 	 2 6 . 2 8 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 9 6 	 1 7 0 1 7 . 1 8 	 7 0 3 	 3 . 0 2 	 2 4 . 2 1 	 3 4 9 3 . 9 3 	 3 2 . 9 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 9 7 	 1 9 7 1 5 . 8 6 	 6 9 5 	 2 . 9 7 	 2 8 . 3 7 	 3 4 3 3 . 2 8 	 3 1 . 2 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 9 8 	 1 8 0 4 5 . 2 4 	 6 9 5 	 3 . 0 1 	 2 5 . 9 6 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 7 9 9 	 1 9 7 8 5 . 2 2 	 6 9 2 	 3 . 0 0 	 2 8 . 5 9 	 3 4 3 3 . 2 8 	 3 1 . 2 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 0 0 	 1 8 5 9 6 . 6 9 	 6 9 9 	 2 . 9 5 	 2 6 . 6 0 	 2 9 5 4 . 1 8 	 3 3 . 0 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 0 1 	 1 8 4 7 8 . 5 8 	 7 0 2 	 2 . 9 4 	 2 6 . 3 2 	 2 9 5 4 . 1 8 	 3 3 . 3 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 0 2 	 1 8 4 8 1 . 3 7 	 7 0 0 	 2 . 9 4 	 2 6 . 4 0 	 2 9 5 4 . 1 8 	 3 3 . 1 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 0 3 	 1 9 5 1 6 . 5 4 	 6 9 4 	 2 . 9 5 	 2 8 . 1 2 	 3 4 3 3 . 2 8 	 3 1 . 2 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 0 4 	 1 7 1 2 9 . 2 3 	 7 0 3 	 3 . 0 3 	 2 4 . 3 7 	 3 4 9 3 . 9 3 	 3 2 . 8 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 0 5 	 1 8 6 6 6 . 3 8 	 7 0 2 	 2 . 9 6 	 2 6 . 5 9 	 2 9 5 4 . 1 8 	 3 3 . 4 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 0 6 	 1 8 5 6 1 . 8 5 	 7 0 2 	 2 . 9 5 	 2 6 . 4 4 	 2 9 5 4 . 1 8 	 3 3 . 3 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 0 7 	 1 8 4 7 8 . 5 8 	 7 0 2 	 2 . 9 4 	 2 6 . 3 2 	 2 9 5 4 . 1 8 	 3 3 . 3 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 0 8 	 1 2 4 0 7 . 3 7 	 7 1 3 	 2 . 4 5 	 1 7 . 4 0 	 2 5 1 5 . 7 0 	 3 8 . 5 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 3 8   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 0 9 	 1 8 4 9 4 . 8 3 	 6 9 6 	 2 . 9 1 	 2 6 . 5 7 	 2 9 5 4 . 1 8 	 3 3 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 1 0 	 1 8 5 0 4 . 0 5 	 6 9 8 	 2 . 9 1 	 2 6 . 5 1 	 2 9 5 4 . 1 8 	 3 3 . 1 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 1 1 	 1 8 4 7 3 . 5 9 	 6 9 7 	 2 . 9 1 	 2 6 . 5 0 	 2 9 5 4 . 1 8 	 3 3 . 2 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 1 2 	 1 9 6 7 8 . 9 6 	 6 9 9 	 2 . 9 8 	 2 8 . 1 5 	 3 4 3 3 . 2 8 	 3 1 . 3 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 1 3 	 1 8 4 7 8 . 5 8 	 7 0 2 	 2 . 9 4 	 2 6 . 3 2 	 2 9 5 4 . 1 8 	 3 3 . 3 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 1 4 	 1 8 5 6 1 . 8 5 	 7 0 2 	 2 . 9 5 	 2 6 . 4 4 	 2 9 5 4 . 1 8 	 3 3 . 3 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 1 5 	 1 8 4 8 4 . 1 4 	 7 0 2 	 2 . 9 4 	 2 6 . 3 3 	 2 9 5 4 . 1 8 	 3 3 . 3 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 1 6 	 1 8 5 7 6 . 6 7 	 7 0 1 	 2 . 9 7 	 2 6 . 5 0 	 2 9 5 4 . 1 8 	 3 3 . 5 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 1 7 	 1 9 7 8 1 . 8 1 	 6 9 6 	 3 . 0 1 	 2 8 . 4 2 	 3 4 3 3 . 2 8 	 3 1 . 2 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 1 8 	 1 8 6 1 4 . 5 6 	 7 0 2 	 2 . 9 6 	 2 6 . 5 2 	 2 9 5 4 . 1 8 	 3 3 . 3 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 1 9 	 1 8 4 1 2 . 7 2 	 7 0 1 	 2 . 9 4 	 2 6 . 2 7 	 2 9 5 4 . 1 8 	 3 3 . 4 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 2 0 	 1 8 4 7 4 . 0 9 	 7 0 2 	 2 . 9 3 	 2 6 . 3 2 	 2 9 5 4 . 1 8 	 3 3 . 3 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 2 1 	 1 8 6 5 2 . 8 4 	 7 0 1 	 2 . 9 5 	 2 6 . 6 1 	 2 9 5 4 . 1 8 	 3 3 . 0 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 2 2 	 7 2 7 . 8 0 	 4 5 7 	 1 . 7 9 	 1 . 5 9 	 4 2 0 . 8 7 	 2 9 . 1 7 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 2 3 	 1 9 5 1 6 . 5 4 	 6 9 4 	 2 . 9 5 	 2 8 . 1 2 	 3 4 3 3 . 2 8 	 3 1 . 2 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 2 4 	 1 8 4 4 4 . 1 8 	 7 0 2 	 2 . 9 3 	 2 6 . 2 7 	 2 9 5 4 . 1 8 	 3 3 . 4 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 2 5 	 1 9 5 1 6 . 5 4 	 6 9 4 	 2 . 9 5 	 2 8 . 1 2 	 3 4 3 3 . 2 8 	 3 1 . 2 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 2 6 	 1 8 4 7 8 . 5 8 	 7 0 2 	 2 . 9 4 	 2 6 . 3 2 	 2 9 5 4 . 1 8 	 3 3 . 3 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 2 7 	 1 8 5 0 4 . 0 5 	 6 9 8 	 2 . 9 1 	 2 6 . 5 1 	 2 9 5 4 . 1 8 	 3 3 . 1 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 2 8 	 1 8 4 7 8 . 5 8 	 7 0 2 	 2 . 9 4 	 2 6 . 3 2 	 2 9 5 4 . 1 8 	 3 3 . 3 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 2 9 	 5 1 6 . 3 4 	 5 1 5 	 1 . 4 9 	 1 . 0 0 	 5 7 0 . 6 5 	 3 8 . 4 6 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 3 0 	 1 7 1 2 9 . 2 3 	 7 0 3 	 3 . 0 3 	 2 4 . 3 7 	 3 4 9 3 . 9 3 	 3 2 . 8 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 3 1 	 1 8 5 7 7 . 1 3 	 6 9 7 	 2 . 9 2 	 2 6 . 6 5 	 2 9 5 4 . 1 8 	 3 3 . 0 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 3 2 	 1 9 6 7 8 . 9 6 	 6 9 9 	 2 . 9 8 	 2 8 . 1 5 	 3 4 3 3 . 2 8 	 3 1 . 3 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 3 3 	 1 8 5 6 1 . 8 5 	 7 0 2 	 2 . 9 5 	 2 6 . 4 4 	 2 9 5 4 . 1 8 	 3 3 . 3 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 3 4 	 1 7 1 1 9 . 1 1 	 7 0 3 	 3 . 0 3 	 2 4 . 3 5 	 3 4 9 3 . 9 3 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 3 5 	 1 8 6 5 2 . 8 4 	 7 0 1 	 2 . 9 5 	 2 6 . 6 1 	 2 9 5 4 . 1 8 	 3 3 . 0 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 3 6 	 1 7 1 2 9 . 2 3 	 7 0 3 	 3 . 0 3 	 2 4 . 3 7 	 3 4 9 3 . 9 3 	 3 2 . 8 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 3 7 	 1 8 7 6 2 . 5 1 	 7 0 6 	 3 . 0 3 	 2 6 . 5 8 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 3 8 	 1 8 6 1 3 . 1 8 	 7 0 2 	 2 . 9 6 	 2 6 . 5 1 	 2 9 5 4 . 1 8 	 3 3 . 3 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 3 9 	 1 9 6 6 5 . 7 5 	 6 9 9 	 2 . 9 8 	 2 8 . 1 3 	 3 4 3 3 . 2 8 	 3 1 . 3 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 4 0 	 1 8 3 2 7 . 7 3 	 6 9 8 	 3 . 0 0 	 2 6 . 2 6 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 4 1 	 1 8 4 9 4 . 5 7 	 7 0 0 	 2 . 9 5 	 2 6 . 4 2 	 2 9 5 4 . 1 8 	 3 3 . 2 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 4 2 	 1 8 6 1 3 . 1 8 	 7 0 2 	 2 . 9 6 	 2 6 . 5 1 	 2 9 5 4 . 1 8 	 3 3 . 3 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 4 3 	 1 8 5 3 4 . 0 3 	 7 0 3 	 3 . 0 4 	 2 6 . 3 6 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 4 4 	 1 8 6 2 6 . 3 8 	 7 0 1 	 2 . 9 6 	 2 6 . 5 7 	 2 9 5 4 . 1 8 	 3 3 . 4 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 4 5 	 1 9 2 3 0 . 1 0 	 6 9 9 	 2 . 9 6 	 2 7 . 5 1 	 2 9 5 4 . 1 8 	 3 2 . 8 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 4 6 	 1 8 4 7 8 . 5 8 	 7 0 2 	 2 . 9 4 	 2 6 . 3 2 	 2 9 5 4 . 1 8 	 3 3 . 3 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 4 7 	 1 6 5 7 4 . 6 8 	 7 1 1 	 2 . 9 1 	 2 3 . 3 1 	 2 5 7 0 . 2 4 	 3 3 . 4 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 4 8 	 1 8 1 0 8 . 5 1 	 7 0 2 	 2 . 9 9 	 2 5 . 8 0 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 4 9 	 2 4 0 1 . 9 5 	 6 0 7 	 1 . 6 5 	 3 . 9 6 	 1 4 2 1 . 0 0 	 4 5 . 3 1 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 8   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 3 4   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 5 0 	 1 8 5 9 . 3 6 	 1 6 9 	 3 . 1 4 	 1 1 . 0 0 	 1 6 6 1 . 6 8 	 6 7 . 5 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 5 1 	 1 8 5 7 8 . 4 7 	 6 9 8 	 2 . 9 1 	 2 6 . 6 2 	 2 9 5 4 . 1 8 	 3 3 . 0 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 5 2 	 1 8 5 9 6 . 6 9 	 6 9 9 	 2 . 9 5 	 2 6 . 6 0 	 2 9 5 4 . 1 8 	 3 3 . 0 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 5 3 	 1 4 8 . 7 3 	 3 7 	 1 . 4 8 	 4 . 0 2 	 9 3 4 . 9 3 	 8 5 . 9 9 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 4 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 5 4 	 1 8 2 4 3 . 9 1 	 6 8 9 	 2 . 9 2 	 2 6 . 4 8 	 2 9 5 4 . 1 8 	 3 3 . 2 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 5 5 	 1 5 6 9 . 8 5 	 1 6 9 	 2 . 5 4 	 9 . 2 9 	 1 6 9 0 . 6 8 	 7 2 . 9 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 5 6 	 1 8 7 7 0 . 5 7 	 7 0 5 	 3 . 0 7 	 2 6 . 6 2 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 5 7 	 1 8 6 1 7 . 6 4 	 7 0 2 	 3 . 0 8 	 2 6 . 5 2 	 2 5 7 0 . 2 4 	 3 2 . 8 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 5 8 	 1 8 4 7 8 . 5 8 	 7 0 2 	 2 . 9 4 	 2 6 . 3 2 	 2 9 5 4 . 1 8 	 3 3 . 3 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 5 9 	 1 9 6 7 8 . 9 6 	 6 9 9 	 2 . 9 8 	 2 8 . 1 5 	 3 4 3 3 . 2 8 	 3 1 . 3 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 6 0 	 1 8 6 1 3 . 1 8 	 7 0 2 	 2 . 9 6 	 2 6 . 5 1 	 2 9 5 4 . 1 8 	 3 3 . 3 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 6 1 	 1 8 4 9 4 . 8 3 	 6 9 6 	 2 . 9 1 	 2 6 . 5 7 	 2 9 5 4 . 1 8 	 3 3 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 6 2 	 1 8 5 7 5 . 0 0 	 7 0 1 	 2 . 9 4 	 2 6 . 5 0 	 2 9 5 4 . 1 8 	 3 3 . 1 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 6 3 	 1 8 5 0 6 . 5 4 	 7 0 1 	 3 . 0 4 	 2 6 . 4 0 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 6 4 	 1 7 0 6 . 6 7 	 1 6 8 	 2 . 6 4 	 1 0 . 1 6 	 1 6 6 1 . 6 8 	 6 8 . 5 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 6 5 	 1 8 4 6 7 . 0 0 	 6 9 6 	 2 . 9 4 	 2 6 . 5 3 	 2 9 5 4 . 1 8 	 3 3 . 5 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 6 6 	 1 7 3 4 0 . 3 1 	 7 0 5 	 2 . 9 3 	 2 4 . 6 0 	 3 7 8 3 . 6 4 	 3 4 . 5 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 6 7 	 1 7 1 . 6 2 	 5 7 	 1 . 5 0 	 3 . 0 1 	 1 1 0 4 . 6 9 	 9 4 . 6 1 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 2   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 0   	 S e c o n d P r o f i t P e r s e n t = 2 4   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 6 8 	 1 9 6 6 5 . 7 5 	 6 9 9 	 2 . 9 8 	 2 8 . 1 3 	 3 4 3 3 . 2 8 	 3 1 . 3 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 6 9 	 5 9 1 . 3 6 	 2 5 8 	 1 . 9 9 	 2 . 2 9 	 6 3 0 . 5 2 	 5 6 . 5 1 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 7 0 	 1 8 6 1 3 . 1 8 	 7 0 2 	 2 . 9 6 	 2 6 . 5 1 	 2 9 5 4 . 1 8 	 3 3 . 3 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 7 1 	 1 8 5 2 2 . 2 1 	 7 0 2 	 2 . 9 5 	 2 6 . 3 8 	 2 9 5 4 . 1 8 	 3 3 . 3 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 7 2 	 1 8 5 0 4 . 0 5 	 6 9 8 	 2 . 9 1 	 2 6 . 5 1 	 2 9 5 4 . 1 8 	 3 3 . 1 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 7 3 	 1 8 7 7 0 . 5 7 	 7 0 5 	 3 . 0 7 	 2 6 . 6 2 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 7 4 	 4 5 9 . 3 0 	 3 7 3 	 1 . 7 1 	 1 . 2 3 	 7 6 2 . 6 2 	 5 1 . 3 2 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 7 5 	 1 1 4 0 . 7 7 	 1 0 0 9 	 1 . 5 5 	 1 . 1 3 	 4 3 0 . 9 2 	 3 4 . 5 7 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 7 6 	 1 8 6 4 1 . 1 3 	 7 0 5 	 3 . 0 3 	 2 6 . 4 4 	 2 5 7 0 . 2 4 	 3 2 . 8 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 7 7 	 1 9 7 1 5 . 4 7 	 6 9 5 	 2 . 9 7 	 2 8 . 3 7 	 3 4 3 3 . 2 8 	 3 1 . 2 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 7 8 	 1 8 5 7 8 . 4 7 	 6 9 8 	 2 . 9 1 	 2 6 . 6 2 	 2 9 5 4 . 1 8 	 3 3 . 0 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 7 9 	 1 9 6 7 8 . 9 6 	 6 9 9 	 2 . 9 8 	 2 8 . 1 5 	 3 4 3 3 . 2 8 	 3 1 . 3 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 8 0 	 1 8 6 1 3 . 1 8 	 7 0 2 	 2 . 9 6 	 2 6 . 5 1 	 2 9 5 4 . 1 8 	 3 3 . 3 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 8 1 	 2 2 6 . 9 4 	 3 8 	 1 . 5 0 	 5 . 9 7 	 5 8 0 . 8 2 	 5 2 . 5 6 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 8 2 	 1 7 3 4 0 . 3 1 	 7 0 5 	 2 . 9 3 	 2 4 . 6 0 	 3 7 8 3 . 6 4 	 3 4 . 5 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 8 3 	 1 7 1 2 9 . 2 3 	 7 0 3 	 3 . 0 3 	 2 4 . 3 7 	 3 4 9 3 . 9 3 	 3 2 . 8 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 8 4 	 1 9 6 7 8 . 0 7 	 6 9 5 	 2 . 9 7 	 2 8 . 3 1 	 3 4 3 3 . 2 8 	 3 1 . 3 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 8 5 	 1 8 6 4 9 . 1 3 	 6 9 9 	 2 . 9 7 	 2 6 . 6 8 	 2 9 5 4 . 1 8 	 3 3 . 4 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 8 6 	 1 8 3 6 1 . 8 1 	 7 0 7 	 2 . 9 7 	 2 5 . 9 7 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 8 7 	 1 8 6 2 9 . 7 7 	 7 0 1 	 2 . 9 5 	 2 6 . 5 8 	 2 9 5 4 . 1 8 	 3 3 . 1 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 8 8 	 1 8 6 5 2 . 8 4 	 7 0 1 	 2 . 9 5 	 2 6 . 6 1 	 2 9 5 4 . 1 8 	 3 3 . 0 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 8 9 	 1 8 6 1 3 . 1 8 	 7 0 2 	 2 . 9 6 	 2 6 . 5 1 	 2 9 5 4 . 1 8 	 3 3 . 3 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 9 0 	 1 9 6 7 8 . 9 6 	 6 9 9 	 2 . 9 8 	 2 8 . 1 5 	 3 4 3 3 . 2 8 	 3 1 . 3 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 9 1 	 1 8 5 0 4 . 0 5 	 6 9 8 	 2 . 9 1 	 2 6 . 5 1 	 2 9 5 4 . 1 8 	 3 3 . 1 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 9 2 	 1 9 6 7 8 . 9 6 	 6 9 9 	 2 . 9 8 	 2 8 . 1 5 	 3 4 3 3 . 2 8 	 3 1 . 3 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 9 3 	 1 7 8 3 5 . 6 2 	 6 9 8 	 3 . 0 6 	 2 5 . 5 5 	 2 5 7 0 . 2 4 	 3 2 . 2 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 9 4 	 2 7 6 . 8 2 	 2 7 4 	 1 . 4 9 	 1 . 0 1 	 4 7 2 . 1 1 	 3 6 . 0 8 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 5   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 9 5 	 1 8 5 8 2 . 7 2 	 6 9 8 	 2 . 9 1 	 2 6 . 6 2 	 2 9 5 4 . 1 8 	 3 3 . 0 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 9 6 	 1 8 4 9 6 . 3 8 	 6 9 7 	 2 . 9 0 	 2 6 . 5 4 	 2 9 5 4 . 1 8 	 3 3 . 1 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 9 7 	 2 1 7 . 5 2 	 2 2 	 2 . 7 4 	 9 . 8 9 	 5 2 8 . 9 4 	 5 0 . 4 2 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 9 8 	 1 9 8 3 7 . 1 5 	 6 9 3 	 3 . 0 0 	 2 8 . 6 3 	 3 4 3 3 . 2 8 	 3 1 . 2 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 8 9 9 	 4 0 2 . 8 8 	 1 4 2 	 1 . 5 5 	 2 . 8 4 	 6 0 6 . 7 2 	 4 2 . 7 8 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 5   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 3 6   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 0 0 	 1 8 5 1 4 . 7 6 	 7 0 2 	 3 . 0 4 	 2 6 . 3 7 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 0 1 	 1 9 6 7 8 . 9 6 	 6 9 9 	 2 . 9 8 	 2 8 . 1 5 	 3 4 3 3 . 2 8 	 3 1 . 3 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 0 2 	 1 8 5 0 4 . 0 5 	 6 9 8 	 2 . 9 1 	 2 6 . 5 1 	 2 9 5 4 . 1 8 	 3 3 . 1 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 0 3 	 1 8 5 6 8 . 1 0 	 7 0 2 	 3 . 0 4 	 2 6 . 4 5 	 4 1 8 4 . 8 6 	 3 3 . 6 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 0 4 	 1 9 1 0 2 . 7 5 	 7 0 1 	 2 . 9 4 	 2 7 . 2 5 	 2 9 5 4 . 1 8 	 3 2 . 8 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 0 5 	 1 9 7 4 0 . 3 3 	 6 9 4 	 2 . 9 7 	 2 8 . 4 4 	 3 4 3 3 . 2 8 	 3 1 . 2 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 0 6 	 1 8 6 5 2 . 8 4 	 7 0 1 	 2 . 9 5 	 2 6 . 6 1 	 2 9 5 4 . 1 8 	 3 3 . 0 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 0 7 	 1 8 6 2 4 . 1 2 	 7 0 0 	 2 . 9 5 	 2 6 . 6 1 	 2 9 5 4 . 1 8 	 3 3 . 1 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 0 8 	 1 9 5 1 6 . 5 4 	 6 9 4 	 2 . 9 5 	 2 8 . 1 2 	 3 4 3 3 . 2 8 	 3 1 . 2 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 0 9 	 1 8 7 0 5 . 7 6 	 6 9 9 	 2 . 9 6 	 2 6 . 7 6 	 2 9 5 4 . 1 8 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 1 0 	 1 8 5 6 1 . 8 5 	 7 0 2 	 2 . 9 5 	 2 6 . 4 4 	 2 9 5 4 . 1 8 	 3 3 . 3 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 1 1 	 1 8 5 6 1 . 8 5 	 7 0 2 	 2 . 9 5 	 2 6 . 4 4 	 2 9 5 4 . 1 8 	 3 3 . 3 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 1 2 	 2 7 4 . 1 5 	 2 7 2 	 1 . 4 8 	 1 . 0 1 	 4 7 2 . 1 1 	 3 6 . 1 5 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 5   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 1 3 	 1 8 5 9 6 . 6 9 	 6 9 9 	 2 . 9 5 	 2 6 . 6 0 	 2 9 5 4 . 1 8 	 3 3 . 0 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 1 4 	 1 8 9 0 6 . 5 8 	 6 8 2 	 2 . 9 9 	 2 7 . 7 2 	 2 9 5 4 . 1 8 	 3 1 . 6 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 1 5 	 6 8 7 . 7 8 	 4 7 5 	 1 . 7 5 	 1 . 4 5 	 1 2 0 1 . 3 7 	 7 4 . 6 5 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 1 6 	 1 8 5 9 6 . 5 6 	 6 9 8 	 2 . 9 1 	 2 6 . 6 4 	 2 9 5 4 . 1 8 	 3 3 . 0 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 1 7 	 4 1 5 . 2 8 	 2 7 	 2 . 7 0 	 1 5 . 3 8 	 8 6 3 . 1 9 	 7 3 . 4 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 1 8 	 1 9 8 3 6 . 7 1 	 6 9 3 	 2 . 9 9 	 2 8 . 6 2 	 3 4 3 3 . 2 8 	 3 1 . 1 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 1 9 	 8 5 7 . 3 4 	 4 3 1 	 2 . 0 2 	 1 . 9 9 	 9 7 9 . 7 4 	 5 5 . 2 0 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 6 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 2 0 	 1 8 4 9 4 . 5 7 	 7 0 0 	 2 . 9 5 	 2 6 . 4 2 	 2 9 5 4 . 1 8 	 3 3 . 2 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 2 1 	 1 8 2 8 8 . 8 7 	 7 0 2 	 3 . 0 3 	 2 6 . 0 5 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 2 2 	 1 8 5 9 6 . 6 9 	 6 9 9 	 2 . 9 5 	 2 6 . 6 0 	 2 9 5 4 . 1 8 	 3 3 . 0 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 2 3 	 1 8 6 0 9 . 2 4 	 7 0 2 	 2 . 9 6 	 2 6 . 5 1 	 2 9 5 4 . 1 8 	 3 3 . 3 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 0   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 2 4 	 1 8 5 9 6 . 5 6 	 6 9 8 	 2 . 9 1 	 2 6 . 6 4 	 2 9 5 4 . 1 8 	 3 3 . 0 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 2 5 	 1 8 5 7 9 . 9 3 	 7 0 0 	 2 . 9 4 	 2 6 . 5 4 	 2 9 5 4 . 1 8 	 3 3 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 2 6 	 1 9 7 1 5 . 4 7 	 6 9 5 	 2 . 9 7 	 2 8 . 3 7 	 3 4 3 3 . 2 8 	 3 1 . 2 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 2 7 	 1 8 6 4 9 . 1 3 	 6 9 9 	 2 . 9 7 	 2 6 . 6 8 	 2 9 5 4 . 1 8 	 3 3 . 4 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 2 8 	 1 8 6 2 6 . 3 8 	 7 0 1 	 2 . 9 6 	 2 6 . 5 7 	 2 9 5 4 . 1 8 	 3 3 . 4 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 2 9 	 8 0 9 . 3 3 	 4 8 4 	 1 . 7 9 	 1 . 6 7 	 1 2 8 3 . 2 5 	 7 4 . 1 8 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 3 0 	 1 8 6 0 7 . 8 3 	 7 0 1 	 2 . 9 5 	 2 6 . 5 4 	 2 9 5 4 . 1 8 	 3 3 . 5 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 3 1 	 1 8 5 0 6 . 5 4 	 7 0 1 	 3 . 0 4 	 2 6 . 4 0 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 3 2 	 1 8 9 4 9 . 5 2 	 6 9 9 	 2 . 9 8 	 2 7 . 1 1 	 2 9 5 4 . 1 8 	 3 3 . 4 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 6 8   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 3 3 	 7 7 7 . 1 9 	 3 5 6 	 1 . 8 1 	 2 . 1 8 	 5 8 2 . 0 3 	 4 1 . 1 5 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 3 4 	 1 8 3 7 7 . 1 5 	 7 0 7 	 2 . 9 6 	 2 5 . 9 9 	 2 5 7 0 . 2 4 	 3 2 . 8 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 3 5 	 1 9 7 3 5 . 0 3 	 6 9 2 	 2 . 9 8 	 2 8 . 5 2 	 3 4 3 3 . 2 8 	 3 1 . 2 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 3 6 	 1 8 5 2 2 . 2 1 	 7 0 2 	 2 . 9 5 	 2 6 . 3 8 	 2 9 5 4 . 1 8 	 3 3 . 3 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 3 7 	 1 7 3 7 1 . 6 8 	 7 0 7 	 2 . 9 1 	 2 4 . 5 7 	 3 7 8 3 . 6 4 	 3 4 . 2 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 3 8 	 1 8 6 1 3 . 1 8 	 7 0 2 	 2 . 9 6 	 2 6 . 5 1 	 2 9 5 4 . 1 8 	 3 3 . 3 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 3 9 	 9 3 3 5 . 5 3 	 7 1 3 	 3 . 1 0 	 1 3 . 0 9 	 1 0 4 7 . 1 5 	 3 1 . 9 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 4 0 	 1 8 6 7 3 . 2 1 	 6 9 6 	 2 . 9 2 	 2 6 . 8 3 	 2 9 5 4 . 1 8 	 3 3 . 0 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 4 1 	 1 8 5 2 2 . 2 1 	 7 0 2 	 2 . 9 5 	 2 6 . 3 8 	 2 9 5 4 . 1 8 	 3 3 . 3 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 4 2 	 1 9 5 1 6 . 5 4 	 6 9 4 	 2 . 9 5 	 2 8 . 1 2 	 3 4 3 3 . 2 8 	 3 1 . 2 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 4 3 	 1 9 7 1 5 . 4 7 	 6 9 5 	 2 . 9 7 	 2 8 . 3 7 	 3 4 3 3 . 2 8 	 3 1 . 2 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 4 4 	 1 8 6 2 5 . 0 2 	 7 0 0 	 2 . 9 5 	 2 6 . 6 1 	 2 9 5 4 . 1 8 	 3 3 . 1 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 4 5 	 1 8 4 5 8 . 0 4 	 7 0 2 	 2 . 9 4 	 2 6 . 2 9 	 2 9 5 4 . 1 8 	 3 3 . 4 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 4 6 	 1 8 4 3 6 . 5 9 	 6 9 3 	 2 . 9 2 	 2 6 . 6 0 	 2 9 5 4 . 1 8 	 3 3 . 0 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 4 7 	 1 8 7 0 5 . 7 6 	 6 9 9 	 2 . 9 6 	 2 6 . 7 6 	 2 9 5 4 . 1 8 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 4 8 	 6 7 8 . 3 2 	 3 8 0 	 1 . 6 0 	 1 . 7 9 	 6 5 6 . 8 7 	 4 5 . 4 9 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 5   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 4 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 4 9 	 6 9 . 8 1 	 2 9 	 1 . 3 6 	 2 . 4 1 	 8 4 1 . 4 8 	 8 0 . 4 3 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 5   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 5 0 	 1 8 5 2 1 . 7 1 	 7 0 1 	 2 . 9 5 	 2 6 . 4 2 	 2 9 5 4 . 1 8 	 3 3 . 3 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 5 1 	 1 8 4 6 4 . 4 3 	 7 0 1 	 2 . 9 5 	 2 6 . 3 4 	 2 9 5 4 . 1 8 	 3 3 . 4 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 5 2 	 1 8 6 1 4 . 5 6 	 7 0 2 	 2 . 9 6 	 2 6 . 5 2 	 2 9 5 4 . 1 8 	 3 3 . 3 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 5 3 	 1 7 1 2 9 . 2 3 	 7 0 3 	 3 . 0 3 	 2 4 . 3 7 	 3 4 9 3 . 9 3 	 3 2 . 8 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 5 4 	 1 8 4 1 0 . 7 3 	 7 0 1 	 2 . 9 4 	 2 6 . 2 6 	 2 9 5 4 . 1 8 	 3 3 . 4 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 5 5 	 1 9 5 3 3 . 7 7 	 6 9 4 	 2 . 9 7 	 2 8 . 1 5 	 3 4 3 3 . 2 8 	 3 1 . 3 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 5 6 	 4 9 1 . 4 3 	 3 7 9 	 1 . 6 8 	 1 . 3 0 	 3 7 0 . 5 9 	 2 8 . 3 1 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 1 . 5   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 5 7 	 1 8 6 2 6 . 3 8 	 7 0 1 	 2 . 9 6 	 2 6 . 5 7 	 2 9 5 4 . 1 8 	 3 3 . 4 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 5 8 	 1 9 5 4 9 . 7 0 	 6 9 3 	 2 . 9 9 	 2 8 . 2 1 	 3 4 3 3 . 2 8 	 3 1 . 3 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 5 9 	 1 9 5 1 6 . 5 4 	 6 9 4 	 2 . 9 5 	 2 8 . 1 2 	 3 4 3 3 . 2 8 	 3 1 . 2 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 6 0 	 4 1 3 . 7 7 	 1 6 9 	 1 . 9 2 	 2 . 4 5 	 4 4 4 . 2 1 	 3 1 . 9 5 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 8   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 2 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 6 1 	 1 9 7 1 3 . 5 7 	 6 9 4 	 2 . 9 6 	 2 8 . 4 1 	 3 4 3 3 . 2 8 	 3 1 . 2 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 6 2 	 1 8 9 3 3 . 9 6 	 6 9 3 	 2 . 9 7 	 2 7 . 3 2 	 2 9 5 4 . 1 8 	 3 2 . 8 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 6 3 	 1 8 5 2 2 . 2 1 	 7 0 2 	 2 . 9 5 	 2 6 . 3 8 	 2 9 5 4 . 1 8 	 3 3 . 3 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 6 4 	 1 8 6 4 1 . 1 3 	 7 0 5 	 3 . 0 3 	 2 6 . 4 4 	 2 5 7 0 . 2 4 	 3 2 . 8 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 6 5 	 1 8 6 2 6 . 3 8 	 7 0 1 	 2 . 9 6 	 2 6 . 5 7 	 2 9 5 4 . 1 8 	 3 3 . 4 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 6 6 	 1 8 6 2 6 . 3 8 	 7 0 1 	 2 . 9 6 	 2 6 . 5 7 	 2 9 5 4 . 1 8 	 3 3 . 4 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 6 7 	 1 8 5 2 2 . 2 1 	 7 0 2 	 2 . 9 5 	 2 6 . 3 8 	 2 9 5 4 . 1 8 	 3 3 . 3 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 6 8 	 1 8 4 6 1 . 6 7 	 6 9 6 	 2 . 9 4 	 2 6 . 5 3 	 2 9 5 4 . 1 8 	 3 3 . 5 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 6 9 	 1 8 6 1 3 . 1 8 	 7 0 2 	 2 . 9 6 	 2 6 . 5 1 	 2 9 5 4 . 1 8 	 3 3 . 3 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 7 0 	 1 9 8 3 7 . 1 5 	 6 9 3 	 3 . 0 0 	 2 8 . 6 3 	 3 4 3 3 . 2 8 	 3 1 . 2 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 7 1 	 1 9 7 8 1 . 8 1 	 6 9 6 	 3 . 0 1 	 2 8 . 4 2 	 3 4 3 3 . 2 8 	 3 1 . 2 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 7 2 	 1 9 5 5 2 . 0 8 	 6 8 9 	 2 . 9 5 	 2 8 . 3 8 	 3 4 3 3 . 2 8 	 3 1 . 2 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 7 3 	 1 9 8 3 7 . 1 5 	 6 9 3 	 3 . 0 0 	 2 8 . 6 3 	 3 4 3 3 . 2 8 	 3 1 . 2 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 7 4 	 1 9 7 1 5 . 4 7 	 6 9 5 	 2 . 9 7 	 2 8 . 3 7 	 3 4 3 3 . 2 8 	 3 1 . 2 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 7 5 	 1 8 7 0 5 . 7 6 	 6 9 9 	 2 . 9 6 	 2 6 . 7 6 	 2 9 5 4 . 1 8 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 7 6 	 1 6 9 . 7 2 	 8 2 	 1 . 2 8 	 2 . 0 7 	 5 9 5 . 9 8 	 4 9 . 7 5 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 6   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 1 6   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 7 7 	 1 9 6 7 8 . 9 6 	 6 9 9 	 2 . 9 8 	 2 8 . 1 5 	 3 4 3 3 . 2 8 	 3 1 . 3 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 7 8 	 1 8 6 2 1 . 5 6 	 7 0 1 	 2 . 9 6 	 2 6 . 5 6 	 2 9 5 4 . 1 8 	 3 3 . 2 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 7 9 	 1 8 7 3 5 . 7 5 	 6 9 1 	 2 . 9 7 	 2 7 . 1 1 	 2 9 5 4 . 1 8 	 3 3 . 4 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 6 8   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 8 0 	 1 8 4 6 1 . 6 7 	 6 9 6 	 2 . 9 4 	 2 6 . 5 3 	 2 9 5 4 . 1 8 	 3 3 . 5 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 8 1 	 1 8 8 1 9 . 2 3 	 7 0 0 	 3 . 0 0 	 2 6 . 8 8 	 2 9 5 4 . 1 8 	 3 3 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 8 2 	 1 8 6 6 1 . 2 5 	 7 0 0 	 2 . 9 7 	 2 6 . 6 6 	 2 9 5 4 . 1 8 	 3 3 . 3 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 8 3 	 1 8 6 5 2 . 8 4 	 7 0 1 	 2 . 9 5 	 2 6 . 6 1 	 2 9 5 4 . 1 8 	 3 3 . 0 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 8 4 	 2 1 9 . 3 6 	 1 8 	 2 . 6 6 	 1 2 . 1 9 	 5 3 2 . 6 2 	 5 0 . 6 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 8 5 	 1 8 6 4 9 . 1 3 	 6 9 9 	 2 . 9 7 	 2 6 . 6 8 	 2 9 5 4 . 1 8 	 3 3 . 4 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 8 6 	 1 8 2 1 5 . 6 9 	 7 0 1 	 3 . 0 3 	 2 5 . 9 9 	 2 5 7 0 . 2 4 	 3 2 . 8 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 8 7 	 1 8 6 6 1 . 2 5 	 7 0 0 	 2 . 9 7 	 2 6 . 6 6 	 2 9 5 4 . 1 8 	 3 3 . 3 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 8 8 	 4 2 8 . 0 3 	 2 7 	 2 . 5 9 	 1 5 . 8 5 	 9 8 6 . 7 4 	 7 7 . 1 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 8 9 	 2 2 8 . 8 3 	 3 8 	 1 . 5 0 	 6 . 0 2 	 5 8 0 . 8 2 	 5 2 . 4 7 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 9 0 	 1 1 0 0 . 5 0 	 1 0 3 2 	 1 . 5 5 	 1 . 0 7 	 3 0 4 . 4 9 	 2 2 . 7 5 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 9 1 	 1 8 6 1 3 . 1 8 	 7 0 2 	 2 . 9 6 	 2 6 . 5 1 	 2 9 5 4 . 1 8 	 3 3 . 3 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 9 2 	 1 8 6 1 4 . 5 6 	 7 0 2 	 2 . 9 6 	 2 6 . 5 2 	 2 9 5 4 . 1 8 	 3 3 . 3 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 9 3 	 1 7 3 8 3 . 9 4 	 7 1 0 	 2 . 8 7 	 2 4 . 4 8 	 3 7 8 3 . 6 4 	 3 4 . 2 9 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 9 4 	 1 8 6 2 1 . 0 2 	 6 9 9 	 2 . 9 8 	 2 6 . 6 4 	 2 9 5 4 . 1 8 	 3 3 . 4 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 9 5 	 1 9 6 7 8 . 9 6 	 6 9 9 	 2 . 9 8 	 2 8 . 1 5 	 3 4 3 3 . 2 8 	 3 1 . 3 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 9 6 	 1 8 6 6 1 . 2 5 	 7 0 0 	 2 . 9 7 	 2 6 . 6 6 	 2 9 5 4 . 1 8 	 3 3 . 3 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 9 7 	 1 7 1 2 9 . 2 3 	 7 0 3 	 3 . 0 3 	 2 4 . 3 7 	 3 4 9 3 . 9 3 	 3 2 . 8 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 9 8 	 1 8 6 6 1 . 2 5 	 7 0 0 	 2 . 9 7 	 2 6 . 6 6 	 2 9 5 4 . 1 8 	 3 3 . 3 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 5 9 9 9 	 1 9 8 3 7 . 1 5 	 6 9 3 	 3 . 0 0 	 2 8 . 6 3 	 3 4 3 3 . 2 8 	 3 1 . 2 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 0 0 	 1 8 6 2 9 . 7 7 	 7 0 1 	 2 . 9 5 	 2 6 . 5 8 	 2 9 5 4 . 1 8 	 3 3 . 1 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 0 1 	 1 8 6 4 1 . 1 3 	 7 0 5 	 3 . 0 3 	 2 6 . 4 4 	 2 5 7 0 . 2 4 	 3 2 . 8 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 0 2 	 1 8 1 8 5 . 4 8 	 7 0 4 	 2 . 9 8 	 2 5 . 8 3 	 2 5 7 0 . 2 4 	 3 2 . 8 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 0 3 	 1 9 5 4 9 . 7 0 	 6 9 3 	 2 . 9 9 	 2 8 . 2 1 	 3 4 3 3 . 2 8 	 3 1 . 3 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 0 4 	 4 3 3 . 9 5 	 2 7 	 2 . 7 7 	 1 6 . 0 7 	 8 6 3 . 1 9 	 7 3 . 4 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 0 5 	 4 9 3 . 7 6 	 3 8 9 	 1 . 4 0 	 1 . 2 7 	 4 1 4 . 5 8 	 3 6 . 6 1 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 0 6 	 7 7 0 . 7 9 	 2 1 4 	 1 . 6 4 	 3 . 6 0 	 1 0 7 5 . 2 2 	 6 4 . 4 5 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 5   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 0 7 	 1 8 2 7 1 . 6 9 	 6 9 0 	 2 . 9 7 	 2 6 . 4 8 	 2 9 5 4 . 1 8 	 3 3 . 7 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 0 8 	 7 7 4 . 2 8 	 5 8 6 	 1 . 6 1 	 1 . 3 2 	 1 2 0 1 . 3 7 	 6 9 . 7 1 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 0 9 	 1 9 7 3 0 . 4 6 	 6 9 4 	 2 . 9 7 	 2 8 . 4 3 	 3 4 3 3 . 2 8 	 3 1 . 2 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 1 0 	 4 2 8 . 0 1 	 2 7 	 2 . 5 9 	 1 5 . 8 5 	 9 8 6 . 7 4 	 7 7 . 1 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 1 1 	 1 9 5 1 6 . 5 4 	 6 9 4 	 2 . 9 5 	 2 8 . 1 2 	 3 4 3 3 . 2 8 	 3 1 . 2 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 1 2 	 1 9 5 3 4 . 3 1 	 6 9 3 	 2 . 9 8 	 2 8 . 1 9 	 3 4 3 3 . 2 8 	 3 1 . 3 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 1 3 	 1 9 6 7 8 . 9 6 	 6 9 9 	 2 . 9 8 	 2 8 . 1 5 	 3 4 3 3 . 2 8 	 3 1 . 3 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 1 4 	 1 9 7 1 5 . 4 7 	 6 9 5 	 2 . 9 7 	 2 8 . 3 7 	 3 4 3 3 . 2 8 	 3 1 . 2 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 1 5 	 1 9 1 0 4 . 3 7 	 6 9 9 	 2 . 9 7 	 2 7 . 3 3 	 2 9 5 4 . 1 8 	 3 2 . 8 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 1 6 	 1 9 8 3 7 . 1 5 	 6 9 3 	 3 . 0 0 	 2 8 . 6 3 	 3 4 3 3 . 2 8 	 3 1 . 2 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 1 7 	 1 9 5 1 6 . 5 4 	 6 9 4 	 2 . 9 5 	 2 8 . 1 2 	 3 4 3 3 . 2 8 	 3 1 . 2 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 1 8 	 1 8 6 4 9 . 1 3 	 6 9 9 	 2 . 9 7 	 2 6 . 6 8 	 2 9 5 4 . 1 8 	 3 3 . 4 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 1 9 	 1 9 8 3 7 . 1 5 	 6 9 3 	 3 . 0 0 	 2 8 . 6 3 	 3 4 3 3 . 2 8 	 3 1 . 2 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 2 0 	 1 8 6 6 1 . 2 5 	 7 0 0 	 2 . 9 7 	 2 6 . 6 6 	 2 9 5 4 . 1 8 	 3 3 . 3 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 2 1 	 1 8 6 6 1 . 2 5 	 7 0 0 	 2 . 9 7 	 2 6 . 6 6 	 2 9 5 4 . 1 8 	 3 3 . 3 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 2 2 	 1 8 6 2 8 . 7 3 	 6 9 8 	 2 . 9 5 	 2 6 . 6 9 	 2 9 5 4 . 1 8 	 3 3 . 0 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 2 3 	 1 9 5 1 6 . 5 4 	 6 9 4 	 2 . 9 5 	 2 8 . 1 2 	 3 4 3 3 . 2 8 	 3 1 . 2 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 2 4 	 1 8 2 6 2 . 2 4 	 6 8 9 	 2 . 9 6 	 2 6 . 5 1 	 2 9 5 4 . 1 8 	 3 3 . 5 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 2 5 	 1 7 5 2 2 . 3 4 	 7 0 9 	 2 . 8 9 	 2 4 . 7 1 	 3 7 8 3 . 6 4 	 3 4 . 3 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 2 6 	 1 8 6 1 3 . 1 8 	 7 0 2 	 2 . 9 6 	 2 6 . 5 1 	 2 9 5 4 . 1 8 	 3 3 . 3 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 2 7 	 2 1 3 . 8 9 	 2 2 	 2 . 7 0 	 9 . 7 2 	 5 2 8 . 9 4 	 5 0 . 4 2 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 2 8 	 1 8 6 5 2 . 8 4 	 7 0 1 	 2 . 9 5 	 2 6 . 6 1 	 2 9 5 4 . 1 8 	 3 3 . 0 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 2 9 	 1 8 6 1 3 . 1 8 	 7 0 2 	 2 . 9 6 	 2 6 . 5 1 	 2 9 5 4 . 1 8 	 3 3 . 3 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 3 0 	 1 8 8 8 7 . 4 0 	 6 9 9 	 2 . 9 8 	 2 7 . 0 2 	 2 9 5 4 . 1 8 	 3 3 . 5 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 6 8   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 3 1 	 1 8 6 4 9 . 1 3 	 6 9 9 	 2 . 9 7 	 2 6 . 6 8 	 2 9 5 4 . 1 8 	 3 3 . 4 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 3 2 	 1 8 7 6 0 . 4 9 	 7 0 6 	 3 . 0 2 	 2 6 . 5 7 	 2 5 7 0 . 2 4 	 3 2 . 8 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 3 3 	 1 9 7 8 5 . 2 2 	 6 9 2 	 3 . 0 0 	 2 8 . 5 9 	 3 4 3 3 . 2 8 	 3 1 . 2 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 3 4 	 1 8 1 8 5 . 4 8 	 7 0 4 	 2 . 9 8 	 2 5 . 8 3 	 2 5 7 0 . 2 4 	 3 2 . 8 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 3 5 	 1 9 6 6 5 . 7 5 	 6 9 9 	 2 . 9 8 	 2 8 . 1 3 	 3 4 3 3 . 2 8 	 3 1 . 3 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 3 6 	 1 9 6 7 8 . 9 6 	 6 9 9 	 2 . 9 8 	 2 8 . 1 5 	 3 4 3 3 . 2 8 	 3 1 . 3 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 3 7 	 1 8 6 6 1 . 2 5 	 7 0 0 	 2 . 9 7 	 2 6 . 6 6 	 2 9 5 4 . 1 8 	 3 3 . 3 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 3 8 	 4 0 5 . 2 5 	 1 7 4 	 1 . 7 9 	 2 . 3 3 	 4 4 4 . 2 1 	 3 2 . 1 1 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 8   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 2 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 3 9 	 1 7 1 2 9 . 2 3 	 7 0 3 	 3 . 0 3 	 2 4 . 3 7 	 3 4 9 3 . 9 3 	 3 2 . 8 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 4 0 	 1 9 5 4 9 . 7 0 	 6 9 3 	 2 . 9 9 	 2 8 . 2 1 	 3 4 3 3 . 2 8 	 3 1 . 3 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 4 1 	 1 8 6 5 2 . 8 4 	 7 0 1 	 2 . 9 5 	 2 6 . 6 1 	 2 9 5 4 . 1 8 	 3 3 . 0 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 4 2 	 4 1 3 . 7 7 	 1 6 9 	 1 . 9 2 	 2 . 4 5 	 4 4 4 . 2 1 	 3 1 . 9 5 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 8   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 2 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 4 3 	 1 9 6 9 4 . 4 7 	 6 9 5 	 2 . 9 7 	 2 8 . 3 4 	 3 4 3 3 . 2 8 	 3 1 . 3 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 4 4 	 1 8 7 7 3 . 0 1 	 6 9 6 	 2 . 9 6 	 2 6 . 9 7 	 3 0 7 4 . 4 5 	 3 3 . 5 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 6 8   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 4 5 	 1 1 3 5 . 5 4 	 1 8 5 	 1 . 8 7 	 6 . 1 4 	 1 3 1 3 . 6 2 	 6 8 . 4 3 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 5   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 4 0   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 4 6 	 3 8 3 . 0 7 	 1 9 9 	 1 . 3 9 	 1 . 9 2 	 1 0 7 8 . 2 2 	 7 8 . 0 1 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 7   	 R i s k = 3 . 4   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 4 7 	 2 3 2 0 . 5 2 	 4 8 6 	 1 . 8 3 	 4 . 7 7 	 2 1 1 9 . 0 0 	 6 7 . 5 0 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 5   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 8 4   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 4 8 	 1 9 8 3 6 . 7 1 	 6 9 3 	 2 . 9 9 	 2 8 . 6 2 	 3 4 3 3 . 2 8 	 3 1 . 1 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 4 9 	 1 9 6 7 8 . 9 6 	 6 9 9 	 2 . 9 8 	 2 8 . 1 5 	 3 4 3 3 . 2 8 	 3 1 . 3 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 5 0 	 1 9 8 3 7 . 1 5 	 6 9 3 	 3 . 0 0 	 2 8 . 6 3 	 3 4 3 3 . 2 8 	 3 1 . 2 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 5 1 	 1 8 7 3 2 . 9 7 	 6 9 6 	 2 . 9 8 	 2 6 . 9 2 	 2 9 5 4 . 1 8 	 3 3 . 4 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 6 8   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 5 2 	 1 8 7 3 5 . 7 5 	 6 9 1 	 2 . 9 7 	 2 7 . 1 1 	 2 9 5 4 . 1 8 	 3 3 . 4 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 6 8   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 5 3 	 1 8 6 5 0 . 5 8 	 7 0 1 	 2 . 9 7 	 2 6 . 6 1 	 2 9 5 4 . 1 8 	 3 3 . 2 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 5 4 	 1 9 7 8 1 . 8 1 	 6 9 6 	 3 . 0 1 	 2 8 . 4 2 	 3 4 3 3 . 2 8 	 3 1 . 2 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 5 5 	 1 9 5 1 4 . 5 7 	 6 9 3 	 2 . 9 7 	 2 8 . 1 6 	 3 4 3 3 . 2 8 	 3 1 . 3 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 5 6 	 1 8 7 7 0 . 5 7 	 7 0 5 	 3 . 0 7 	 2 6 . 6 2 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 5 7 	 1 8 3 0 0 . 3 2 	 7 0 2 	 3 . 0 3 	 2 6 . 0 7 	 2 5 7 0 . 2 4 	 3 2 . 7 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 5 8 	 1 7 3 7 1 . 6 8 	 7 0 7 	 2 . 9 1 	 2 4 . 5 7 	 3 7 8 3 . 6 4 	 3 4 . 2 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 5 9 	 1 9 8 3 7 . 1 5 	 6 9 3 	 3 . 0 0 	 2 8 . 6 3 	 3 4 3 3 . 2 8 	 3 1 . 2 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 6 0 	 1 9 2 3 0 . 1 0 	 6 9 9 	 2 . 9 6 	 2 7 . 5 1 	 2 9 5 4 . 1 8 	 3 2 . 8 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 6 1 	 1 9 7 9 0 . 3 8 	 6 9 1 	 3 . 0 0 	 2 8 . 6 4 	 3 4 3 3 . 2 8 	 3 1 . 2 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 6 2 	 4 1 3 . 7 7 	 1 6 9 	 1 . 9 2 	 2 . 4 5 	 4 4 4 . 2 1 	 3 1 . 9 5 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 8   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 5 6   	 S e c o n d P r o f i t P e r s e n t = 2 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 6 3 	 1 8 6 7 3 . 2 1 	 6 9 6 	 2 . 9 2 	 2 6 . 8 3 	 2 9 5 4 . 1 8 	 3 3 . 0 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 6 4 	 1 9 8 3 7 . 1 5 	 6 9 3 	 3 . 0 0 	 2 8 . 6 3 	 3 4 3 3 . 2 8 	 3 1 . 2 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 6 5 	 1 9 1 0 6 . 0 8 	 6 9 9 	 3 . 0 0 	 2 7 . 3 3 	 2 9 5 4 . 1 8 	 3 3 . 3 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 6 8   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 6 6 	 1 9 8 3 7 . 1 5 	 6 9 3 	 3 . 0 0 	 2 8 . 6 3 	 3 4 3 3 . 2 8 	 3 1 . 2 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 6 7 	 7 0 1 . 8 6 	 5 8 4 	 1 . 4 8 	 1 . 2 0 	 3 3 7 . 1 7 	 2 2 . 2 2 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 7   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 4 0   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 6 8 	 1 9 6 0 6 . 9 1 	 6 8 7 	 2 . 9 5 	 2 8 . 5 4 	 3 4 3 3 . 2 8 	 3 1 . 2 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 6 9 	 1 8 2 7 1 . 6 9 	 6 9 0 	 2 . 9 7 	 2 6 . 4 8 	 2 9 5 4 . 1 8 	 3 3 . 7 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 7 0 	 1 9 8 3 7 . 1 5 	 6 9 3 	 3 . 0 0 	 2 8 . 6 3 	 3 4 3 3 . 2 8 	 3 1 . 2 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 7 1 	 1 8 7 1 8 . 2 8 	 7 0 4 	 3 . 0 5 	 2 6 . 5 9 	 2 5 7 0 . 2 4 	 3 2 . 9 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 7 2 	 1 8 5 8 3 . 0 8 	 6 9 8 	 2 . 9 5 	 2 6 . 6 2 	 2 9 5 4 . 1 8 	 3 3 . 1 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 7 3 	 1 9 3 1 8 . 4 9 	 6 8 2 	 2 . 9 7 	 2 8 . 3 3 	 3 4 3 3 . 2 8 	 3 1 . 4 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 7 4 	 1 9 2 3 0 . 1 0 	 6 9 9 	 2 . 9 6 	 2 7 . 5 1 	 2 9 5 4 . 1 8 	 3 2 . 8 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 7 5 	 1 9 1 0 6 . 5 4 	 6 9 3 	 2 . 9 5 	 2 7 . 5 7 	 3 4 3 3 . 2 8 	 3 3 . 3 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 6 8   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 7 6 	 6 9 9 . 4 1 	 4 5 0 	 1 . 6 8 	 1 . 5 5 	 7 4 6 . 1 6 	 4 3 . 2 9 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 1 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 7 7 	 1 8 6 6 1 . 2 5 	 7 0 0 	 2 . 9 7 	 2 6 . 6 6 	 2 9 5 4 . 1 8 	 3 3 . 3 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 7 8 	 1 7 2 1 0 . 1 9 	 7 0 2 	 2 . 9 0 	 2 4 . 5 2 	 3 7 8 3 . 6 4 	 3 4 . 5 3 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 7 9 	 1 4 9 5 0 . 9 5 	 6 7 2 	 2 . 9 9 	 2 2 . 2 5 	 2 1 4 7 . 8 4 	 3 0 . 4 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 8 0 	 1 7 4 2 . 0 7 	 1 6 9 	 2 . 7 5 	 1 0 . 3 1 	 1 6 6 1 . 6 8 	 6 7 . 5 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 8 1 	 1 8 2 0 3 . 7 1 	 6 9 3 	 3 . 0 6 	 2 6 . 2 7 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 8 2 	 1 9 5 1 6 . 5 4 	 6 9 4 	 2 . 9 5 	 2 8 . 1 2 	 3 4 3 3 . 2 8 	 3 1 . 2 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 8 3 	 1 9 5 3 3 . 7 7 	 6 9 4 	 2 . 9 7 	 2 8 . 1 5 	 3 4 3 3 . 2 8 	 3 1 . 3 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 8 4 	 1 9 7 8 1 . 8 1 	 6 9 6 	 3 . 0 1 	 2 8 . 4 2 	 3 4 3 3 . 2 8 	 3 1 . 2 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 8 5 	 1 9 4 . 8 7 	 4 4 	 1 . 4 6 	 4 . 4 3 	 1 0 4 5 . 2 7 	 9 1 . 0 1 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 0   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 8 6 	 1 9 6 6 5 . 7 5 	 6 9 9 	 2 . 9 8 	 2 8 . 1 3 	 3 4 3 3 . 2 8 	 3 1 . 3 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 8 7 	 1 8 6 5 2 . 8 4 	 7 0 1 	 2 . 9 5 	 2 6 . 6 1 	 2 9 5 4 . 1 8 	 3 3 . 0 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 8 8 	 1 9 8 3 7 . 1 5 	 6 9 3 	 3 . 0 0 	 2 8 . 6 3 	 3 4 3 3 . 2 8 	 3 1 . 2 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 8 9 	 1 9 6 7 8 . 9 6 	 6 9 9 	 2 . 9 8 	 2 8 . 1 5 	 3 4 3 3 . 2 8 	 3 1 . 3 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 9 0 	 1 8 6 2 1 . 0 2 	 6 9 9 	 2 . 9 8 	 2 6 . 6 4 	 2 9 5 4 . 1 8 	 3 3 . 4 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 9 1 	 1 8 1 1 3 . 4 0 	 7 0 3 	 2 . 9 8 	 2 5 . 7 7 	 2 5 7 0 . 2 4 	 2 8 . 2 6 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 6 8   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 9 2 	 2 0 5 3 . 3 9 	 1 7 2 	 3 . 2 1 	 1 1 . 9 4 	 1 6 6 1 . 1 9 	 6 2 . 6 6 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 9 3 	 1 8 5 0 4 . 8 0 	 6 9 4 	 2 . 9 5 	 2 6 . 6 6 	 2 9 5 4 . 1 8 	 3 3 . 4 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 9 4 	 1 9 7 3 5 . 0 3 	 6 9 2 	 2 . 9 8 	 2 8 . 5 2 	 3 4 3 3 . 2 8 	 3 1 . 2 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 9 5 	 2 1 3 . 8 9 	 2 2 	 2 . 7 0 	 9 . 7 2 	 5 2 8 . 9 4 	 5 0 . 4 2 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 9 6 	 1 9 2 3 0 . 1 0 	 6 9 9 	 2 . 9 6 	 2 7 . 5 1 	 2 9 5 4 . 1 8 	 3 2 . 8 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 9 7 	 1 9 7 3 5 . 0 3 	 6 9 2 	 2 . 9 8 	 2 8 . 5 2 	 3 4 3 3 . 2 8 	 3 1 . 2 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 9 8 	 1 9 5 1 6 . 5 4 	 6 9 4 	 2 . 9 5 	 2 8 . 1 2 	 3 4 3 3 . 2 8 	 3 1 . 2 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 0 9 9 	 1 9 7 4 0 . 3 3 	 6 9 4 	 2 . 9 7 	 2 8 . 4 4 	 3 4 3 3 . 2 8 	 3 1 . 2 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 0 0 	 1 9 7 3 0 . 4 6 	 6 9 4 	 2 . 9 7 	 2 8 . 4 3 	 3 4 3 3 . 2 8 	 3 1 . 2 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 0 1 	 3 8 2 . 3 0 	 1 8 9 	 1 . 6 3 	 2 . 0 2 	 4 6 6 . 2 8 	 3 4 . 6 1 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 5   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 3 6   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 0 2 	 1 9 7 4 0 . 3 3 	 6 9 4 	 2 . 9 7 	 2 8 . 4 4 	 3 4 3 3 . 2 8 	 3 1 . 2 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 0 3 	 1 9 7 8 1 . 8 1 	 6 9 6 	 3 . 0 1 	 2 8 . 4 2 	 3 4 3 3 . 2 8 	 3 1 . 2 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 0 4 	 1 8 7 7 0 . 5 7 	 7 0 5 	 3 . 0 7 	 2 6 . 6 2 	 2 5 7 0 . 2 4 	 3 2 . 8 5 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 0 5 	 1 9 3 4 6 . 6 6 	 6 8 2 	 2 . 9 8 	 2 8 . 3 7 	 3 4 3 3 . 2 8 	 3 1 . 3 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 0 6 	 6 4 7 . 0 0 	 4 3 	 2 . 9 2 	 1 5 . 0 5 	 1 0 4 5 . 2 7 	 7 1 . 2 5 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 0   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 0 7 	 1 8 4 9 5 . 2 8 	 6 9 8 	 2 . 9 4 	 2 6 . 5 0 	 2 9 5 4 . 1 8 	 3 3 . 2 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 0 8 	 1 8 6 6 1 . 2 5 	 7 0 0 	 2 . 9 7 	 2 6 . 6 6 	 2 9 5 4 . 1 8 	 3 3 . 3 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 0 9 	 1 9 1 0 2 . 7 5 	 7 0 1 	 2 . 9 4 	 2 7 . 2 5 	 2 9 5 4 . 1 8 	 3 2 . 8 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 1 0 	 2 1 7 . 5 2 	 2 2 	 2 . 7 4 	 9 . 8 9 	 5 2 8 . 9 4 	 5 0 . 4 2 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 1 1 	 1 9 7 8 1 . 8 1 	 6 9 6 	 3 . 0 1 	 2 8 . 4 2 	 3 4 3 3 . 2 8 	 3 1 . 2 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 1 2 	 8 3 . 6 3 	 2 6 	 1 . 2 8 	 3 . 2 2 	 6 7 7 . 0 8 	 6 6 . 2 1 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 7   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 5   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 1 3 	 1 9 5 5 2 . 0 8 	 6 8 9 	 2 . 9 5 	 2 8 . 3 8 	 3 4 3 3 . 2 8 	 3 1 . 2 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 1 4 	 1 9 7 8 1 . 8 1 	 6 9 6 	 3 . 0 1 	 2 8 . 4 2 	 3 4 3 3 . 2 8 	 3 1 . 2 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 1 5 	 1 9 7 1 5 . 4 7 	 6 9 5 	 2 . 9 7 	 2 8 . 3 7 	 3 4 3 3 . 2 8 	 3 1 . 2 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 1 6 	 1 8 6 5 2 . 8 4 	 7 0 1 	 2 . 9 5 	 2 6 . 6 1 	 2 9 5 4 . 1 8 	 3 3 . 0 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 1 7 	 1 9 8 3 7 . 1 5 	 6 9 3 	 3 . 0 0 	 2 8 . 6 3 	 3 4 3 3 . 2 8 	 3 1 . 2 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 1 8 	 1 9 2 3 0 . 1 0 	 6 9 9 	 2 . 9 6 	 2 7 . 5 1 	 2 9 5 4 . 1 8 	 3 2 . 8 1 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 1 9 	 1 7 3 7 1 . 6 8 	 7 0 7 	 2 . 9 1 	 2 4 . 5 7 	 3 7 8 3 . 6 4 	 3 4 . 2 8 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 2 0 	 9 9 0 1 . 3 5 	 7 0 2 	 3 . 0 4 	 1 4 . 1 0 	 1 7 0 4 . 8 1 	 2 9 . 2 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 2 1 	 1 9 5 3 3 . 7 7 	 6 9 4 	 2 . 9 7 	 2 8 . 1 5 	 3 4 3 3 . 2 8 	 3 1 . 3 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 2 2 	 1 9 7 1 5 . 4 7 	 6 9 5 	 2 . 9 7 	 2 8 . 3 7 	 3 4 3 3 . 2 8 	 3 1 . 2 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 2 3 	 1 9 0 9 8 . 3 9 	 6 8 9 	 2 . 9 6 	 2 7 . 7 2 	 2 9 5 4 . 1 8 	 3 1 . 3 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 2 4 	 1 9 7 4 0 . 3 3 	 6 9 4 	 2 . 9 7 	 2 8 . 4 4 	 3 4 3 3 . 2 8 	 3 1 . 2 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 2 5 	 1 9 7 8 1 . 8 1 	 6 9 6 	 3 . 0 1 	 2 8 . 4 2 	 3 4 3 3 . 2 8 	 3 1 . 2 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 2 6 	 1 8 4 6 2 . 0 5 	 6 8 8 	 3 . 0 0 	 2 6 . 8 3 	 2 9 5 4 . 1 8 	 3 3 . 7 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 2 7 	 1 9 7 8 1 . 8 1 	 6 9 6 	 3 . 0 1 	 2 8 . 4 2 	 3 4 3 3 . 2 8 	 3 1 . 2 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 2 8 	 1 9 6 0 6 . 9 1 	 6 8 7 	 2 . 9 5 	 2 8 . 5 4 	 3 4 3 3 . 2 8 	 3 1 . 2 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 2 9 	 1 9 6 6 5 . 7 5 	 6 9 9 	 2 . 9 8 	 2 8 . 1 3 	 3 4 3 3 . 2 8 	 3 1 . 3 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 3 0 	 1 8 7 3 2 . 9 7 	 6 9 6 	 2 . 9 8 	 2 6 . 9 2 	 2 9 5 4 . 1 8 	 3 3 . 4 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 6 8   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 3 1 	 1 9 7 3 0 . 4 6 	 6 9 4 	 2 . 9 7 	 2 8 . 4 3 	 3 4 3 3 . 2 8 	 3 1 . 2 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 3 2 	 1 8 5 9 . 3 6 	 1 6 9 	 3 . 1 4 	 1 1 . 0 0 	 1 6 6 1 . 6 8 	 6 7 . 5 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 3 3 	 1 9 6 7 8 . 9 6 	 6 9 9 	 2 . 9 8 	 2 8 . 1 5 	 3 4 3 3 . 2 8 	 3 1 . 3 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 3 4 	 1 9 6 7 8 . 9 6 	 6 9 9 	 2 . 9 8 	 2 8 . 1 5 	 3 4 3 3 . 2 8 	 3 1 . 3 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 3 5 	 6 7 9 . 0 2 	 4 1 7 	 1 . 7 3 	 1 . 6 3 	 5 3 0 . 1 9 	 5 1 . 7 8 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 3 6 	 1 9 8 3 7 . 1 5 	 6 9 3 	 3 . 0 0 	 2 8 . 6 3 	 3 4 3 3 . 2 8 	 3 1 . 2 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 3 7 	 1 9 8 3 7 . 1 5 	 6 9 3 	 3 . 0 0 	 2 8 . 6 3 	 3 4 3 3 . 2 8 	 3 1 . 2 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 3 8 	 1 9 7 1 3 . 5 7 	 6 9 4 	 2 . 9 6 	 2 8 . 4 1 	 3 4 3 3 . 2 8 	 3 1 . 2 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 3 9 	 1 9 7 9 0 . 3 8 	 6 9 1 	 3 . 0 0 	 2 8 . 6 4 	 3 4 3 3 . 2 8 	 3 1 . 2 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 4 0 	 1 9 5 1 6 . 5 4 	 6 9 4 	 2 . 9 5 	 2 8 . 1 2 	 3 4 3 3 . 2 8 	 3 1 . 2 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 4 1 	 1 9 6 7 8 . 9 6 	 6 9 9 	 2 . 9 8 	 2 8 . 1 5 	 3 4 3 3 . 2 8 	 3 1 . 3 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 4 2 	 1 9 5 1 6 . 5 4 	 6 9 4 	 2 . 9 5 	 2 8 . 1 2 	 3 4 3 3 . 2 8 	 3 1 . 2 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 4 3 	 1 9 5 5 2 . 0 8 	 6 8 9 	 2 . 9 5 	 2 8 . 3 8 	 3 4 3 3 . 2 8 	 3 1 . 2 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 4 4 	 1 9 5 1 6 . 5 4 	 6 9 4 	 2 . 9 5 	 2 8 . 1 2 	 3 4 3 3 . 2 8 	 3 1 . 2 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 4 5 	 1 9 8 3 1 . 6 4 	 6 9 6 	 3 . 0 1 	 2 8 . 4 9 	 3 4 3 3 . 2 8 	 3 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 4 6 	 1 9 6 9 4 . 4 7 	 6 9 5 	 2 . 9 7 	 2 8 . 3 4 	 3 4 3 3 . 2 8 	 3 1 . 3 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 4 7 	 1 9 5 4 9 . 7 0 	 6 9 3 	 2 . 9 9 	 2 8 . 2 1 	 3 4 3 3 . 2 8 	 3 1 . 3 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 4 8 	 1 9 7 8 1 . 8 1 	 6 9 6 	 3 . 0 1 	 2 8 . 4 2 	 3 4 3 3 . 2 8 	 3 1 . 2 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 4 9 	 1 9 5 3 3 . 7 7 	 6 9 4 	 2 . 9 7 	 2 8 . 1 5 	 3 4 3 3 . 2 8 	 3 1 . 3 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 5 0 	 1 9 6 7 8 . 9 6 	 6 9 9 	 2 . 9 8 	 2 8 . 1 5 	 3 4 3 3 . 2 8 	 3 1 . 3 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 5 1 	 4 1 7 . 6 1 	 2 5 	 2 . 7 8 	 1 6 . 7 0 	 8 6 3 . 1 9 	 7 3 . 4 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 5 2 	 1 9 8 3 6 . 7 1 	 6 9 3 	 2 . 9 9 	 2 8 . 6 2 	 3 4 3 3 . 2 8 	 3 1 . 1 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 5 3 	 4 1 8 . 7 0 	 2 7 	 2 . 7 3 	 1 5 . 5 1 	 8 6 3 . 1 9 	 7 3 . 4 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 5 4 	 1 9 5 1 6 . 5 4 	 6 9 4 	 2 . 9 5 	 2 8 . 1 2 	 3 4 3 3 . 2 8 	 3 1 . 2 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 5 5 	 1 9 5 3 4 . 3 1 	 6 9 3 	 2 . 9 8 	 2 8 . 1 9 	 3 4 3 3 . 2 8 	 3 1 . 3 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 5 6 	 1 9 5 4 9 . 7 0 	 6 9 3 	 2 . 9 9 	 2 8 . 2 1 	 3 4 3 3 . 2 8 	 3 1 . 3 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 5 7 	 1 9 8 3 6 . 7 1 	 6 9 3 	 2 . 9 9 	 2 8 . 6 2 	 3 4 3 3 . 2 8 	 3 1 . 1 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 5 8 	 1 9 7 8 1 . 8 1 	 6 9 6 	 3 . 0 1 	 2 8 . 4 2 	 3 4 3 3 . 2 8 	 3 1 . 2 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 5 9 	 1 9 7 4 0 . 3 3 	 6 9 4 	 2 . 9 7 	 2 8 . 4 4 	 3 4 3 3 . 2 8 	 3 1 . 2 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 6 0 	 1 9 5 1 6 . 5 4 	 6 9 4 	 2 . 9 5 	 2 8 . 1 2 	 3 4 3 3 . 2 8 	 3 1 . 2 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 6 1 	 1 4 4 3 . 4 4 	 8 7 4 	 1 . 6 0 	 1 . 6 5 	 6 6 4 . 9 1 	 4 6 . 4 2 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 3   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 8 2   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 6 2 	 1 5 0 . 9 0 	 6 1 	 1 . 3 1 	 2 . 4 7 	 1 1 0 4 . 6 9 	 9 5 . 8 3 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 2   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 2 4   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 6 3 	 1 1 8 0 . 4 8 	 2 0 7 	 1 . 9 9 	 5 . 7 0 	 1 6 8 2 . 3 5 	 7 8 . 5 2 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 0   	 S e c o n d P r o f i t P e r s e n t = 5 6   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 6 4 	 1 9 7 1 5 . 4 7 	 6 9 5 	 2 . 9 7 	 2 8 . 3 7 	 3 4 3 3 . 2 8 	 3 1 . 2 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 6 5 	 1 2 1 0 9 . 0 5 	 7 0 3 	 2 . 4 1 	 1 7 . 2 2 	 2 5 1 5 . 7 0 	 3 9 . 4 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 3 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 6 6 	 1 9 5 3 3 . 7 7 	 6 9 4 	 2 . 9 7 	 2 8 . 1 5 	 3 4 3 3 . 2 8 	 3 1 . 3 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 6 7 	 1 9 6 7 8 . 9 6 	 6 9 9 	 2 . 9 8 	 2 8 . 1 5 	 3 4 3 3 . 2 8 	 3 1 . 3 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 6 8 	 1 9 5 1 6 . 5 4 	 6 9 4 	 2 . 9 5 	 2 8 . 1 2 	 3 4 3 3 . 2 8 	 3 1 . 2 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 6 9 	 4 2 8 . 0 1 	 2 7 	 2 . 5 9 	 1 5 . 8 5 	 9 8 6 . 7 4 	 7 7 . 1 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 7 0 	 1 9 5 1 6 . 5 4 	 6 9 4 	 2 . 9 5 	 2 8 . 1 2 	 3 4 3 3 . 2 8 	 3 1 . 2 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 7 1 	 1 9 5 1 6 . 5 4 	 6 9 4 	 2 . 9 5 	 2 8 . 1 2 	 3 4 3 3 . 2 8 	 3 1 . 2 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 7 2 	 1 9 5 1 6 . 5 4 	 6 9 4 	 2 . 9 5 	 2 8 . 1 2 	 3 4 3 3 . 2 8 	 3 1 . 2 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 7 3 	 1 9 7 8 2 . 4 4 	 7 0 0 	 3 . 0 1 	 2 8 . 2 6 	 3 4 3 3 . 2 8 	 3 1 . 2 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 7 4 	 4 4 7 . 9 9 	 1 7 7 	 1 . 7 2 	 2 . 5 3 	 4 7 4 . 6 3 	 3 4 . 3 3 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 5   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 6 0   	 S e c o n d P r o f i t P e r s e n t = 3 6   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 7 5 	 1 9 5 4 9 . 7 0 	 6 9 3 	 2 . 9 9 	 2 8 . 2 1 	 3 4 3 3 . 2 8 	 3 1 . 3 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 7 6 	 2 7 0 . 1 0 	 1 6 	 2 . 8 8 	 1 6 . 8 8 	 9 3 3 . 3 8 	 8 5 . 6 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 7 7 	 1 9 6 7 8 . 9 6 	 6 9 9 	 2 . 9 8 	 2 8 . 1 5 	 3 4 3 3 . 2 8 	 3 1 . 3 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 7 8 	 1 9 8 3 7 . 1 5 	 6 9 3 	 3 . 0 0 	 2 8 . 6 3 	 3 4 3 3 . 2 8 	 3 1 . 2 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 7 9 	 1 9 6 7 8 . 9 6 	 6 9 9 	 2 . 9 8 	 2 8 . 1 5 	 3 4 3 3 . 2 8 	 3 1 . 3 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 8 0 	 4 2 8 . 0 1 	 2 7 	 2 . 5 9 	 1 5 . 8 5 	 9 8 6 . 7 4 	 7 7 . 1 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 8 1 	 1 9 6 1 1 . 9 3 	 6 8 7 	 2 . 9 5 	 2 8 . 5 5 	 3 4 3 3 . 2 8 	 3 1 . 2 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 8 2 	 1 9 7 4 0 . 3 3 	 6 9 4 	 2 . 9 7 	 2 8 . 4 4 	 3 4 3 3 . 2 8 	 3 1 . 2 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 8 3 	 1 5 6 . 5 2 	 3 7 	 1 . 4 0 	 4 . 2 3 	 6 0 8 . 3 6 	 5 4 . 4 4 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 3 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 8 4 	 1 1 0 1 . 3 4 	 6 8 7 	 1 . 6 5 	 1 . 6 0 	 2 4 3 . 4 7 	 1 9 . 8 5 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 7   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 3   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 8 5 	 1 9 6 5 7 . 3 5 	 6 8 6 	 2 . 9 8 	 2 8 . 6 6 	 3 4 3 3 . 2 8 	 3 1 . 2 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 8 6 	 1 2 6 1 3 . 9 5 	 7 0 6 	 2 . 4 1 	 1 7 . 8 7 	 2 5 1 5 . 7 0 	 3 7 . 8 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 4 4   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 8 7 	 8 3 . 6 3 	 2 6 	 1 . 2 8 	 3 . 2 2 	 6 7 7 . 0 8 	 6 6 . 2 1 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 7   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 5   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 8 8 	 1 9 7 8 1 . 8 1 	 6 9 6 	 3 . 0 1 	 2 8 . 4 2 	 3 4 3 3 . 2 8 	 3 1 . 2 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 8 9 	 1 9 7 4 0 . 3 3 	 6 9 4 	 2 . 9 7 	 2 8 . 4 4 	 3 4 3 3 . 2 8 	 3 1 . 2 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 9 0 	 1 9 5 1 6 . 5 4 	 6 9 4 	 2 . 9 5 	 2 8 . 1 2 	 3 4 3 3 . 2 8 	 3 1 . 2 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 9 1 	 1 9 8 4 2 . 0 1 	 6 9 2 	 3 . 0 0 	 2 8 . 6 7 	 3 4 3 3 . 2 8 	 3 1 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 9 2 	 1 9 7 8 5 . 2 2 	 6 9 2 	 3 . 0 0 	 2 8 . 5 9 	 3 4 3 3 . 2 8 	 3 1 . 2 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 9 3 	 1 9 5 3 4 . 3 1 	 6 9 3 	 2 . 9 8 	 2 8 . 1 9 	 3 4 3 3 . 2 8 	 3 1 . 3 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 9 4 	 1 9 8 4 5 . 8 9 	 6 9 3 	 2 . 9 9 	 2 8 . 6 4 	 3 4 3 3 . 2 8 	 3 1 . 1 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 9 5 	 1 9 7 8 2 . 4 4 	 7 0 0 	 3 . 0 1 	 2 8 . 2 6 	 3 4 3 3 . 2 8 	 3 1 . 2 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 9 6 	 1 9 7 1 5 . 4 7 	 6 9 5 	 2 . 9 7 	 2 8 . 3 7 	 3 4 3 3 . 2 8 	 3 1 . 2 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 9 7 	 1 9 6 7 8 . 9 6 	 6 9 9 	 2 . 9 8 	 2 8 . 1 5 	 3 4 3 3 . 2 8 	 3 1 . 3 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 9 8 	 1 9 7 8 1 . 8 1 	 6 9 6 	 3 . 0 1 	 2 8 . 4 2 	 3 4 3 3 . 2 8 	 3 1 . 2 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 1 9 9 	 1 9 8 3 1 . 6 4 	 6 9 6 	 3 . 0 1 	 2 8 . 4 9 	 3 4 3 3 . 2 8 	 3 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 0 0 	 8 2 9 . 2 7 	 3 5 8 	 1 . 7 7 	 2 . 3 2 	 8 1 8 . 8 1 	 7 2 . 8 2 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 0 1 	 1 9 8 3 1 . 6 4 	 6 9 6 	 3 . 0 1 	 2 8 . 4 9 	 3 4 3 3 . 2 8 	 3 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 0 2 	 1 9 5 1 4 . 5 7 	 6 9 3 	 2 . 9 7 	 2 8 . 1 6 	 3 4 3 3 . 2 8 	 3 1 . 3 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 0 3 	 1 7 5 3 . 4 0 	 1 6 9 	 2 . 7 6 	 1 0 . 3 8 	 1 6 6 1 . 6 8 	 6 7 . 2 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 0 4 	 1 9 7 8 1 . 8 1 	 6 9 6 	 3 . 0 1 	 2 8 . 4 2 	 3 4 3 3 . 2 8 	 3 1 . 2 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 0 5 	 1 9 6 6 5 . 7 5 	 6 9 9 	 2 . 9 8 	 2 8 . 1 3 	 3 4 3 3 . 2 8 	 3 1 . 3 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 0 6 	 1 9 8 3 6 . 7 1 	 6 9 3 	 2 . 9 9 	 2 8 . 6 2 	 3 4 3 3 . 2 8 	 3 1 . 1 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 0 7 	 1 9 7 3 0 . 4 6 	 6 9 4 	 2 . 9 7 	 2 8 . 4 3 	 3 4 3 3 . 2 8 	 3 1 . 2 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 0 8 	 1 9 2 9 3 . 6 9 	 6 9 4 	 2 . 9 5 	 2 7 . 8 0 	 3 4 3 3 . 2 8 	 3 1 . 3 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 0 9 	 1 9 2 7 5 . 4 2 	 6 9 5 	 2 . 9 5 	 2 7 . 7 3 	 3 4 3 3 . 2 8 	 3 1 . 3 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 1 0 	 1 9 7 8 1 . 8 1 	 6 9 6 	 3 . 0 1 	 2 8 . 4 2 	 3 4 3 3 . 2 8 	 3 1 . 2 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 1 1 	 1 9 8 3 8 . 5 5 	 6 9 1 	 3 . 0 0 	 2 8 . 7 1 	 3 4 3 3 . 2 8 	 3 1 . 1 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 1 2 	 9 7 . 7 2 	 4 2 	 1 . 3 0 	 2 . 3 3 	 5 8 0 . 8 2 	 5 4 . 9 9 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 1 2   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 1 3 	 1 9 7 3 0 . 4 6 	 6 9 4 	 2 . 9 7 	 2 8 . 4 3 	 3 4 3 3 . 2 8 	 3 1 . 2 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 1 4 	 1 9 8 3 7 . 1 5 	 6 9 3 	 3 . 0 0 	 2 8 . 6 3 	 3 4 3 3 . 2 8 	 3 1 . 2 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 1 5 	 1 9 7 9 0 . 3 8 	 6 9 1 	 3 . 0 0 	 2 8 . 6 4 	 3 4 3 3 . 2 8 	 3 1 . 2 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 1 6 	 1 9 7 4 0 . 3 3 	 6 9 4 	 2 . 9 7 	 2 8 . 4 4 	 3 4 3 3 . 2 8 	 3 1 . 2 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 1 7 	 1 9 5 1 6 . 5 4 	 6 9 4 	 2 . 9 5 	 2 8 . 1 2 	 3 4 3 3 . 2 8 	 3 1 . 2 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 1 8 	 1 0 6 1 8 . 7 3 	 7 0 3 	 3 . 0 2 	 1 5 . 1 0 	 1 7 0 4 . 8 1 	 2 9 . 4 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 1 9 	 1 8 5 0 4 . 0 5 	 6 9 8 	 2 . 9 1 	 2 6 . 5 1 	 2 9 5 4 . 1 8 	 3 3 . 1 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 2 0 	 1 9 8 3 6 . 7 1 	 6 9 3 	 2 . 9 9 	 2 8 . 6 2 	 3 4 3 3 . 2 8 	 3 1 . 1 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 2 1 	 1 9 8 3 7 . 1 5 	 6 9 3 	 3 . 0 0 	 2 8 . 6 3 	 3 4 3 3 . 2 8 	 3 1 . 2 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 2 2 	 1 9 7 4 0 . 3 3 	 6 9 4 	 2 . 9 7 	 2 8 . 4 4 	 3 4 3 3 . 2 8 	 3 1 . 2 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 2 3 	 1 9 8 3 6 . 7 1 	 6 9 3 	 2 . 9 9 	 2 8 . 6 2 	 3 4 3 3 . 2 8 	 3 1 . 1 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 2 4 	 1 9 4 2 9 . 9 9 	 6 8 8 	 2 . 9 5 	 2 8 . 2 4 	 3 4 3 3 . 2 8 	 3 1 . 3 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 2 5 	 1 9 7 9 0 . 3 8 	 6 9 1 	 3 . 0 0 	 2 8 . 6 4 	 3 4 3 3 . 2 8 	 3 1 . 2 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 2 6 	 1 9 8 3 7 . 1 5 	 6 9 3 	 3 . 0 0 	 2 8 . 6 3 	 3 4 3 3 . 2 8 	 3 1 . 2 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 2 7 	 1 9 8 3 1 . 6 4 	 6 9 6 	 3 . 0 1 	 2 8 . 4 9 	 3 4 3 3 . 2 8 	 3 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 2 8 	 1 9 8 3 1 . 6 4 	 6 9 6 	 3 . 0 1 	 2 8 . 4 9 	 3 4 3 3 . 2 8 	 3 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 2 9 	 1 9 8 4 9 . 8 3 	 6 9 2 	 3 . 0 0 	 2 8 . 6 8 	 3 4 3 3 . 2 8 	 3 1 . 1 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 3 0 	 1 9 8 2 8 . 2 4 	 6 9 3 	 3 . 0 0 	 2 8 . 6 1 	 3 4 3 3 . 2 8 	 3 1 . 2 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 3 1 	 1 9 7 4 0 . 3 3 	 6 9 4 	 2 . 9 7 	 2 8 . 4 4 	 3 4 3 3 . 2 8 	 3 1 . 2 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 3 2 	 1 8 5 6 0 . 2 2 	 6 9 8 	 2 . 9 0 	 2 6 . 5 9 	 2 9 5 4 . 1 8 	 3 3 . 0 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 3 3 	 1 9 6 7 8 . 9 6 	 6 9 9 	 2 . 9 8 	 2 8 . 1 5 	 3 4 3 3 . 2 8 	 3 1 . 3 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 3 4 	 1 9 5 1 6 . 5 4 	 6 9 4 	 2 . 9 5 	 2 8 . 1 2 	 3 4 3 3 . 2 8 	 3 1 . 2 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 3 5 	 1 9 6 6 5 . 7 5 	 6 9 9 	 2 . 9 8 	 2 8 . 1 3 	 3 4 3 3 . 2 8 	 3 1 . 3 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 3 6 	 1 9 2 9 3 . 6 9 	 6 9 4 	 2 . 9 5 	 2 7 . 8 0 	 3 4 3 3 . 2 8 	 3 1 . 3 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 3 7 	 1 7 9 7 5 . 7 1 	 6 9 9 	 3 . 0 6 	 2 5 . 7 2 	 2 5 7 0 . 2 4 	 3 2 . 2 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 3 8 	 1 8 6 6 1 . 1 9 	 6 9 7 	 3 . 0 3 	 2 6 . 7 7 	 4 1 8 4 . 8 6 	 3 3 . 4 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 3 9 	 4 9 3 . 7 6 	 3 8 9 	 1 . 4 0 	 1 . 2 7 	 4 1 4 . 5 8 	 3 6 . 6 1 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 4 0 	 1 8 6 6 1 . 4 5 	 6 9 9 	 2 . 9 7 	 2 6 . 7 0 	 2 9 5 4 . 1 8 	 3 3 . 3 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 4 1 	 9 8 7 . 0 1 	 6 3 5 	 1 . 6 0 	 1 . 5 5 	 1 2 0 1 . 3 7 	 6 2 . 3 1 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 4 2 	 1 9 5 3 4 . 3 1 	 6 9 3 	 2 . 9 8 	 2 8 . 1 9 	 3 4 3 3 . 2 8 	 3 1 . 3 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 4 3 	 1 9 7 4 0 . 3 3 	 6 9 4 	 2 . 9 7 	 2 8 . 4 4 	 3 4 3 3 . 2 8 	 3 1 . 2 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 4 4 	 1 9 7 4 0 . 3 3 	 6 9 4 	 2 . 9 7 	 2 8 . 4 4 	 3 4 3 3 . 2 8 	 3 1 . 2 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 4 5 	 1 9 8 4 2 . 0 1 	 6 9 2 	 3 . 0 0 	 2 8 . 6 7 	 3 4 3 3 . 2 8 	 3 1 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 4 6 	 1 9 7 3 5 . 0 3 	 6 9 2 	 2 . 9 8 	 2 8 . 5 2 	 3 4 3 3 . 2 8 	 3 1 . 2 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 4 7 	 1 9 5 3 3 . 7 7 	 6 9 4 	 2 . 9 7 	 2 8 . 1 5 	 3 4 3 3 . 2 8 	 3 1 . 3 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 4 8 	 1 9 7 4 0 . 3 3 	 6 9 4 	 2 . 9 7 	 2 8 . 4 4 	 3 4 3 3 . 2 8 	 3 1 . 2 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 4 9 	 1 9 7 8 1 . 8 1 	 6 9 6 	 3 . 0 1 	 2 8 . 4 2 	 3 4 3 3 . 2 8 	 3 1 . 2 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 5 0 	 1 9 7 8 1 . 8 1 	 6 9 6 	 3 . 0 1 	 2 8 . 4 2 	 3 4 3 3 . 2 8 	 3 1 . 2 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 5 1 	 7 9 4 . 2 0 	 5 2 2 	 1 . 3 7 	 1 . 5 2 	 8 9 8 . 1 7 	 7 1 . 2 9 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 5 2 	 1 9 6 6 5 . 7 5 	 6 9 9 	 2 . 9 8 	 2 8 . 1 3 	 3 4 3 3 . 2 8 	 3 1 . 3 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 5 3 	 1 9 6 7 8 . 0 7 	 6 9 5 	 2 . 9 7 	 2 8 . 3 1 	 3 4 3 3 . 2 8 	 3 1 . 3 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 5 4 	 1 9 7 4 8 . 3 7 	 6 9 4 	 2 . 9 7 	 2 8 . 4 6 	 3 4 3 3 . 2 8 	 3 1 . 2 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 5 5 	 1 9 5 5 3 . 1 1 	 6 9 2 	 2 . 9 9 	 2 8 . 2 6 	 3 4 3 3 . 2 8 	 3 1 . 3 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 5 6 	 1 1 8 0 . 4 8 	 2 0 7 	 1 . 9 9 	 5 . 7 0 	 1 6 8 2 . 3 5 	 7 8 . 5 2 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 4 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 5 7 	 1 9 6 6 5 . 7 5 	 6 9 9 	 2 . 9 8 	 2 8 . 1 3 	 3 4 3 3 . 2 8 	 3 1 . 3 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 5 8 	 1 9 6 5 9 . 4 7 	 6 9 4 	 2 . 9 7 	 2 8 . 3 3 	 3 4 3 3 . 2 8 	 3 1 . 3 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 5 9 	 1 9 7 8 1 . 8 1 	 6 9 6 	 3 . 0 1 	 2 8 . 4 2 	 3 4 3 3 . 2 8 	 3 1 . 2 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 6 0 	 1 9 7 8 1 . 8 1 	 6 9 6 	 3 . 0 1 	 2 8 . 4 2 	 3 4 3 3 . 2 8 	 3 1 . 2 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 6 1 	 1 9 8 3 6 . 7 1 	 6 9 3 	 2 . 9 9 	 2 8 . 6 2 	 3 4 3 3 . 2 8 	 3 1 . 1 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 6 2 	 1 9 5 3 3 . 7 7 	 6 9 4 	 2 . 9 7 	 2 8 . 1 5 	 3 4 3 3 . 2 8 	 3 1 . 3 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 6 3 	 1 9 8 3 6 . 7 1 	 6 9 3 	 2 . 9 9 	 2 8 . 6 2 	 3 4 3 3 . 2 8 	 3 1 . 1 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 6 4 	 1 1 5 4 . 8 0 	 5 2 0 	 1 . 8 4 	 2 . 2 2 	 1 6 1 5 . 0 6 	 8 6 . 6 7 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 1   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 6 5 	 1 9 7 8 1 . 8 1 	 6 9 6 	 3 . 0 1 	 2 8 . 4 2 	 3 4 3 3 . 2 8 	 3 1 . 2 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 6 6 	 1 9 8 3 7 . 1 5 	 6 9 3 	 3 . 0 0 	 2 8 . 6 3 	 3 4 3 3 . 2 8 	 3 1 . 2 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 6 7 	 1 9 8 3 7 . 1 5 	 6 9 3 	 3 . 0 0 	 2 8 . 6 3 	 3 4 3 3 . 2 8 	 3 1 . 2 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 6 8 	 1 9 8 3 7 . 1 5 	 6 9 3 	 3 . 0 0 	 2 8 . 6 3 	 3 4 3 3 . 2 8 	 3 1 . 2 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 6 9 	 1 9 7 3 0 . 4 6 	 6 9 4 	 2 . 9 7 	 2 8 . 4 3 	 3 4 3 3 . 2 8 	 3 1 . 2 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 7 0 	 1 9 7 4 0 . 3 3 	 6 9 4 	 2 . 9 7 	 2 8 . 4 4 	 3 4 3 3 . 2 8 	 3 1 . 2 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 7 1 	 1 9 7 8 1 . 8 1 	 6 9 6 	 3 . 0 1 	 2 8 . 4 2 	 3 4 3 3 . 2 8 	 3 1 . 2 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 7 2 	 4 0 8 . 3 8 	 2 0 2 	 1 . 4 8 	 2 . 0 2 	 1 1 9 2 . 2 4 	 8 4 . 7 8 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 6   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 6   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 7 3 	 1 8 5 1 2 . 5 7 	 6 9 8 	 2 . 9 1 	 2 6 . 5 2 	 2 9 5 4 . 1 8 	 3 3 . 0 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 7 4 	 1 9 5 4 9 . 7 0 	 6 9 3 	 2 . 9 9 	 2 8 . 2 1 	 3 4 3 3 . 2 8 	 3 1 . 3 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 7 5 	 1 9 8 4 5 . 8 9 	 6 9 3 	 2 . 9 9 	 2 8 . 6 4 	 3 4 3 3 . 2 8 	 3 1 . 1 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 7 6 	 1 9 6 6 5 . 7 5 	 6 9 9 	 2 . 9 8 	 2 8 . 1 3 	 3 4 3 3 . 2 8 	 3 1 . 3 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 7 7 	 1 9 8 3 6 . 7 1 	 6 9 3 	 2 . 9 9 	 2 8 . 6 2 	 3 4 3 3 . 2 8 	 3 1 . 1 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 7 8 	 1 9 7 8 1 . 8 1 	 6 9 6 	 3 . 0 1 	 2 8 . 4 2 	 3 4 3 3 . 2 8 	 3 1 . 2 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 7 9 	 1 9 7 4 0 . 3 3 	 6 9 4 	 2 . 9 7 	 2 8 . 4 4 	 3 4 3 3 . 2 8 	 3 1 . 2 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 8 0 	 1 9 7 9 0 . 3 8 	 6 9 1 	 3 . 0 0 	 2 8 . 6 4 	 3 4 3 3 . 2 8 	 3 1 . 2 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 8 1 	 1 9 5 3 4 . 3 1 	 6 9 3 	 2 . 9 8 	 2 8 . 1 9 	 3 4 3 3 . 2 8 	 3 1 . 3 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 8 2 	 1 9 7 3 5 . 0 3 	 6 9 2 	 2 . 9 8 	 2 8 . 5 2 	 3 4 3 3 . 2 8 	 3 1 . 2 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 8 3 	 1 9 7 8 1 . 8 1 	 6 9 6 	 3 . 0 1 	 2 8 . 4 2 	 3 4 3 3 . 2 8 	 3 1 . 2 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 8 4 	 1 9 7 8 5 . 2 2 	 6 9 2 	 3 . 0 0 	 2 8 . 5 9 	 3 4 3 3 . 2 8 	 3 1 . 2 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 8 5 	 1 9 5 4 9 . 7 0 	 6 9 3 	 2 . 9 9 	 2 8 . 2 1 	 3 4 3 3 . 2 8 	 3 1 . 3 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 8 6 	 1 8 4 1 0 . 5 0 	 6 9 3 	 2 . 9 3 	 2 6 . 5 7 	 2 9 5 4 . 1 8 	 3 3 . 0 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 8 7 	 1 9 2 7 5 . 4 2 	 6 9 5 	 2 . 9 5 	 2 7 . 7 3 	 3 4 3 3 . 2 8 	 3 1 . 3 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 8 8 	 1 9 8 3 1 . 6 4 	 6 9 6 	 3 . 0 1 	 2 8 . 4 9 	 3 4 3 3 . 2 8 	 3 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 8 9 	 1 9 8 3 6 . 7 1 	 6 9 3 	 2 . 9 9 	 2 8 . 6 2 	 3 4 3 3 . 2 8 	 3 1 . 1 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 9 0 	 1 9 6 9 4 . 4 7 	 6 9 5 	 2 . 9 7 	 2 8 . 3 4 	 3 4 3 3 . 2 8 	 3 1 . 3 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 9 1 	 1 9 7 8 5 . 2 2 	 6 9 2 	 3 . 0 0 	 2 8 . 5 9 	 3 4 3 3 . 2 8 	 3 1 . 2 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 9 2 	 1 9 7 9 0 . 3 8 	 6 9 1 	 3 . 0 0 	 2 8 . 6 4 	 3 4 3 3 . 2 8 	 3 1 . 2 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 9 3 	 1 9 8 3 7 . 1 5 	 6 9 3 	 3 . 0 0 	 2 8 . 6 3 	 3 4 3 3 . 2 8 	 3 1 . 2 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 9 4 	 1 9 6 6 5 . 7 5 	 6 9 9 	 2 . 9 8 	 2 8 . 1 3 	 3 4 3 3 . 2 8 	 3 1 . 3 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 9 5 	 1 9 8 2 8 . 2 4 	 6 9 3 	 3 . 0 0 	 2 8 . 6 1 	 3 4 3 3 . 2 8 	 3 1 . 2 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 9 6 	 2 7 6 . 8 2 	 2 7 4 	 1 . 4 9 	 1 . 0 1 	 4 7 2 . 1 1 	 3 6 . 0 8 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 5   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 9 7 	 1 9 7 1 3 . 5 7 	 6 9 4 	 2 . 9 6 	 2 8 . 4 1 	 3 4 3 3 . 2 8 	 3 1 . 2 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 9 8 	 1 9 8 2 8 . 2 4 	 6 9 3 	 3 . 0 0 	 2 8 . 6 1 	 3 4 3 3 . 2 8 	 3 1 . 2 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 2 9 9 	 1 9 8 4 9 . 8 3 	 6 9 2 	 3 . 0 0 	 2 8 . 6 8 	 3 4 3 3 . 2 8 	 3 1 . 1 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 0 0 	 1 6 4 7 8 . 4 6 	 7 1 9 	 2 . 8 6 	 2 2 . 9 2 	 2 3 0 4 . 8 7 	 2 9 . 1 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 6 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 0 1 	 1 9 8 3 6 . 7 1 	 6 9 3 	 2 . 9 9 	 2 8 . 6 2 	 3 4 3 3 . 2 8 	 3 1 . 1 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 0 2 	 1 9 6 9 4 . 4 7 	 6 9 5 	 2 . 9 7 	 2 8 . 3 4 	 3 4 3 3 . 2 8 	 3 1 . 3 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 0 3 	 1 9 5 3 3 . 7 7 	 6 9 4 	 2 . 9 7 	 2 8 . 1 5 	 3 4 3 3 . 2 8 	 3 1 . 3 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 0 4 	 1 9 7 8 1 . 8 1 	 6 9 6 	 3 . 0 1 	 2 8 . 4 2 	 3 4 3 3 . 2 8 	 3 1 . 2 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 0 5 	 1 9 7 8 2 . 4 4 	 7 0 0 	 3 . 0 1 	 2 8 . 2 6 	 3 4 3 3 . 2 8 	 3 1 . 2 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 0 6 	 1 9 7 8 1 . 8 1 	 6 9 6 	 3 . 0 1 	 2 8 . 4 2 	 3 4 3 3 . 2 8 	 3 1 . 2 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 0 7 	 1 9 7 1 3 . 5 7 	 6 9 4 	 2 . 9 6 	 2 8 . 4 1 	 3 4 3 3 . 2 8 	 3 1 . 2 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 0 8 	 6 9 8 . 2 5 	 1 7 1 	 1 . 6 6 	 4 . 0 8 	 1 2 4 4 . 7 2 	 7 5 . 9 1 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 7   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 0 9 	 1 9 6 3 7 . 5 6 	 6 9 8 	 2 . 9 8 	 2 8 . 1 3 	 3 4 3 3 . 2 8 	 3 1 . 3 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 1 0 	 1 2 5 3 . 2 1 	 3 9 1 	 1 . 7 2 	 3 . 2 1 	 1 4 6 3 . 2 5 	 7 1 . 1 0 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 6   	 P i p S t e p = 3 4   	 R i s k = 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 4 2   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 1 1 	 1 8 4 3 7 . 2 9 	 7 0 1 	 2 . 9 1 	 2 6 . 3 0 	 2 9 5 4 . 1 8 	 3 3 . 0 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 1 2 	 1 0 9 4 . 5 4 	 5 8 3 	 1 . 6 2 	 1 . 8 8 	 3 7 6 . 1 3 	 3 6 . 1 4 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 3   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 1 3 	 1 9 8 3 8 . 5 5 	 6 9 1 	 3 . 0 0 	 2 8 . 7 1 	 3 4 3 3 . 2 8 	 3 1 . 1 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 1 4 	 1 2 7 0 . 7 7 	 5 8 5 	 1 . 6 3 	 2 . 1 7 	 7 2 6 . 3 1 	 6 7 . 8 5 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 7   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 3   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 8 2   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 1 5 	 1 6 9 4 0 . 1 3 	 7 0 1 	 2 . 9 4 	 2 4 . 1 7 	 2 5 7 0 . 2 4 	 3 3 . 5 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 1 6 	 6 9 9 . 2 8 	 4 5 2 	 1 . 6 8 	 1 . 5 5 	 7 4 6 . 1 6 	 4 3 . 2 9 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 1 . 5   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 1 7 	 1 9 8 3 4 . 9 2 	 6 9 5 	 3 . 0 1 	 2 8 . 5 4 	 3 4 3 3 . 2 8 	 3 1 . 1 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 1 8 	 1 9 8 3 6 . 7 1 	 6 9 3 	 2 . 9 9 	 2 8 . 6 2 	 3 4 3 3 . 2 8 	 3 1 . 1 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 1 9 	 7 6 7 . 4 9 	 5 6 0 	 1 . 4 1 	 1 . 3 7 	 1 0 3 7 . 0 5 	 5 9 . 5 4 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 2 0 	 1 9 7 8 1 . 8 1 	 6 9 6 	 3 . 0 1 	 2 8 . 4 2 	 3 4 3 3 . 2 8 	 3 1 . 2 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 2 1 	 1 9 8 3 7 . 1 5 	 6 9 3 	 3 . 0 0 	 2 8 . 6 3 	 3 4 3 3 . 2 8 	 3 1 . 2 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 2 2 	 1 9 8 3 1 . 6 4 	 6 9 6 	 3 . 0 1 	 2 8 . 4 9 	 3 4 3 3 . 2 8 	 3 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 2 3 	 1 9 8 3 6 . 7 1 	 6 9 3 	 2 . 9 9 	 2 8 . 6 2 	 3 4 3 3 . 2 8 	 3 1 . 1 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 2 4 	 1 9 8 3 1 . 6 4 	 6 9 6 	 3 . 0 1 	 2 8 . 4 9 	 3 4 3 3 . 2 8 	 3 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 2 5 	 1 6 9 4 2 . 4 7 	 7 0 0 	 2 . 9 4 	 2 4 . 2 0 	 2 5 7 0 . 2 4 	 3 3 . 5 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 7   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 2 6 	 4 1 7 . 6 1 	 2 5 	 2 . 7 8 	 1 6 . 7 0 	 8 6 3 . 1 9 	 7 3 . 4 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 2 7 	 1 9 8 4 2 . 0 1 	 6 9 2 	 3 . 0 0 	 2 8 . 6 7 	 3 4 3 3 . 2 8 	 3 1 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 2 8 	 9 0 . 0 6 	 7 8 	 1 . 1 8 	 1 . 1 5 	 5 9 5 . 9 8 	 5 2 . 3 5 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 6   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 1 6   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 2 9 	 1 9 7 8 5 . 2 2 	 6 9 2 	 3 . 0 0 	 2 8 . 5 9 	 3 4 3 3 . 2 8 	 3 1 . 2 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 3 0 	 1 9 8 3 1 . 6 4 	 6 9 6 	 3 . 0 1 	 2 8 . 4 9 	 3 4 3 3 . 2 8 	 3 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 3 1 	 1 9 8 3 6 . 7 1 	 6 9 3 	 2 . 9 9 	 2 8 . 6 2 	 3 4 3 3 . 2 8 	 3 1 . 1 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 3 2 	 7 7 2 . 2 5 	 5 5 5 	 1 . 4 1 	 1 . 3 9 	 1 0 3 7 . 0 5 	 5 9 . 2 9 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 3 3 	 1 9 8 3 8 . 5 5 	 6 9 1 	 3 . 0 0 	 2 8 . 7 1 	 3 4 3 3 . 2 8 	 3 1 . 1 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 3 4 	 2 2 1 4 . 3 5 	 4 6 9 	 1 . 7 8 	 4 . 7 2 	 1 4 1 3 . 7 1 	 5 2 . 0 3 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 5   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 6 6   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 3 5 	 1 9 7 4 8 . 3 7 	 6 9 4 	 2 . 9 7 	 2 8 . 4 6 	 3 4 3 3 . 2 8 	 3 1 . 2 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 3 6 	 1 9 8 4 5 . 8 9 	 6 9 3 	 2 . 9 9 	 2 8 . 6 4 	 3 4 3 3 . 2 8 	 3 1 . 1 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 3 7 	 7 2 4 . 7 9 	 4 1 5 	 1 . 8 7 	 1 . 7 5 	 1 1 9 0 . 5 5 	 7 1 . 5 9 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 2   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 3 8 	 1 9 8 4 9 . 8 3 	 6 9 2 	 3 . 0 0 	 2 8 . 6 8 	 3 4 3 3 . 2 8 	 3 1 . 1 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 3 9 	 1 9 8 3 7 . 1 5 	 6 9 3 	 3 . 0 0 	 2 8 . 6 3 	 3 4 3 3 . 2 8 	 3 1 . 2 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 4 0 	 1 9 7 1 3 . 5 7 	 6 9 4 	 2 . 9 6 	 2 8 . 4 1 	 3 4 3 3 . 2 8 	 3 1 . 2 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 4 1 	 1 9 8 3 6 . 7 1 	 6 9 3 	 2 . 9 9 	 2 8 . 6 2 	 3 4 3 3 . 2 8 	 3 1 . 1 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 4 2 	 7 6 5 . 0 0 	 5 4 1 	 1 . 5 0 	 1 . 4 1 	 5 3 4 . 3 5 	 3 1 . 1 7 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 3   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 4 3 	 1 9 8 3 1 . 6 4 	 6 9 6 	 3 . 0 1 	 2 8 . 4 9 	 3 4 3 3 . 2 8 	 3 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 4 4 	 1 9 8 4 5 . 8 9 	 6 9 3 	 2 . 9 9 	 2 8 . 6 4 	 3 4 3 3 . 2 8 	 3 1 . 1 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 4 5 	 1 9 5 4 9 . 7 0 	 6 9 3 	 2 . 9 9 	 2 8 . 2 1 	 3 4 3 3 . 2 8 	 3 1 . 3 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 4 6 	 1 9 8 4 2 . 0 1 	 6 9 2 	 3 . 0 0 	 2 8 . 6 7 	 3 4 3 3 . 2 8 	 3 1 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 4 7 	 1 9 7 8 2 . 4 4 	 7 0 0 	 3 . 0 1 	 2 8 . 2 6 	 3 4 3 3 . 2 8 	 3 1 . 2 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 4 8 	 1 9 8 3 6 . 7 1 	 6 9 3 	 2 . 9 9 	 2 8 . 6 2 	 3 4 3 3 . 2 8 	 3 1 . 1 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 4 9 	 1 7 4 2 . 0 7 	 1 6 9 	 2 . 7 5 	 1 0 . 3 1 	 1 6 6 1 . 6 8 	 6 7 . 5 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 5 0 	 1 9 8 2 8 . 2 4 	 6 9 3 	 3 . 0 0 	 2 8 . 6 1 	 3 4 3 3 . 2 8 	 3 1 . 2 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 5 1 	 1 9 8 3 6 . 7 1 	 6 9 3 	 2 . 9 9 	 2 8 . 6 2 	 3 4 3 3 . 2 8 	 3 1 . 1 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 5 2 	 1 8 6 9 8 . 2 8 	 6 9 6 	 2 . 9 2 	 2 6 . 8 7 	 2 9 5 4 . 1 8 	 3 3 . 0 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 5 3 	 4 9 8 . 6 2 	 4 9 1 	 1 . 4 9 	 1 . 0 2 	 1 2 4 5 . 7 4 	 8 1 . 7 9 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 8 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 5 4 	 1 9 8 2 8 . 2 4 	 6 9 3 	 3 . 0 0 	 2 8 . 6 1 	 3 4 3 3 . 2 8 	 3 1 . 2 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 5 5 	 1 9 8 3 1 . 6 4 	 6 9 6 	 3 . 0 1 	 2 8 . 4 9 	 3 4 3 3 . 2 8 	 3 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 5 6 	 7 6 5 . 0 0 	 5 4 1 	 1 . 5 0 	 1 . 4 1 	 5 3 4 . 3 5 	 3 1 . 1 7 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 5 7 	 1 9 8 4 5 . 8 9 	 6 9 3 	 2 . 9 9 	 2 8 . 6 4 	 3 4 3 3 . 2 8 	 3 1 . 1 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 5 8 	 1 9 8 4 5 . 8 9 	 6 9 3 	 2 . 9 9 	 2 8 . 6 4 	 3 4 3 3 . 2 8 	 3 1 . 1 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 5 9 	 4 7 2 . 4 3 	 2 7 	 2 . 8 1 	 1 7 . 5 0 	 9 8 6 . 7 4 	 7 5 . 3 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 6 0 	 1 9 8 4 9 . 8 3 	 6 9 2 	 3 . 0 0 	 2 8 . 6 8 	 3 4 3 3 . 2 8 	 3 1 . 1 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 6 1 	 1 9 8 3 6 . 7 1 	 6 9 3 	 2 . 9 9 	 2 8 . 6 2 	 3 4 3 3 . 2 8 	 3 1 . 1 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 6 2 	 1 1 1 8 . 3 3 	 6 8 7 	 1 . 3 2 	 1 . 6 3 	 1 5 7 7 . 0 3 	 7 5 . 9 2 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 6 3 	 1 9 4 . 8 7 	 4 4 	 1 . 4 6 	 4 . 4 3 	 1 0 4 5 . 2 7 	 9 1 . 0 1 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 0   	 S e c o n d P r o f i t P e r s e n t = 8 8   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 6 4 	 1 1 1 7 . 4 5 	 6 9 8 	 1 . 3 4 	 1 . 6 0 	 1 6 9 5 . 1 9 	 8 1 . 7 1 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 2   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 6 5 	 1 9 7 1 3 . 5 7 	 6 9 4 	 2 . 9 6 	 2 8 . 4 1 	 3 4 3 3 . 2 8 	 3 1 . 2 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 6 6 	 1 3 8 6 . 8 4 	 9 4 6 	 1 . 5 2 	 1 . 4 7 	 6 1 8 . 9 0 	 4 4 . 8 5 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 3   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 6 7 	 1 8 7 0 . 6 9 	 1 6 9 	 3 . 1 5 	 1 1 . 0 7 	 1 6 6 1 . 6 8 	 6 7 . 2 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 6 8 	 4 7 2 . 4 3 	 2 7 	 2 . 8 1 	 1 7 . 5 0 	 9 8 6 . 7 4 	 7 5 . 3 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 6 9 	 1 9 8 3 7 . 1 5 	 6 9 3 	 3 . 0 0 	 2 8 . 6 3 	 3 4 3 3 . 2 8 	 3 1 . 2 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 7 0 	 1 9 8 4 5 . 8 9 	 6 9 3 	 2 . 9 9 	 2 8 . 6 4 	 3 4 3 3 . 2 8 	 3 1 . 1 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 7 1 	 1 9 7 9 0 . 3 8 	 6 9 1 	 3 . 0 0 	 2 8 . 6 4 	 3 4 3 3 . 2 8 	 3 1 . 2 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 7 2 	 1 9 8 4 5 . 8 9 	 6 9 3 	 2 . 9 9 	 2 8 . 6 4 	 3 4 3 3 . 2 8 	 3 1 . 1 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 7 3 	 1 9 7 1 3 . 5 7 	 6 9 4 	 2 . 9 6 	 2 8 . 4 1 	 3 4 3 3 . 2 8 	 3 1 . 2 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 7 4 	 7 8 . 3 8 	 2 3 	 1 . 3 8 	 3 . 4 1 	 8 9 2 . 3 2 	 8 7 . 2 6 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 7   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 5   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 7 5 	 1 9 8 4 5 . 8 9 	 6 9 3 	 2 . 9 9 	 2 8 . 6 4 	 3 4 3 3 . 2 8 	 3 1 . 1 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 7 6 	 9 9 1 6 . 6 2 	 7 0 2 	 3 . 0 4 	 1 4 . 1 3 	 1 7 0 4 . 8 1 	 2 9 . 2 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 7 7 	 6 6 1 . 2 3 	 4 1 8 	 1 . 7 0 	 1 . 5 8 	 5 3 0 . 1 9 	 5 1 . 7 8 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 1   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 7 8 	 3 8 3 . 0 7 	 1 9 9 	 1 . 3 9 	 1 . 9 2 	 1 0 7 8 . 2 2 	 7 8 . 0 1 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 7   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 7 9 	 1 1 0 0 . 5 0 	 1 0 3 2 	 1 . 5 5 	 1 . 0 7 	 3 0 4 . 4 9 	 2 2 . 7 5 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 8 0 	 1 9 8 3 6 . 7 1 	 6 9 3 	 2 . 9 9 	 2 8 . 6 2 	 3 4 3 3 . 2 8 	 3 1 . 1 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 8 1 	 1 9 8 3 6 . 7 1 	 6 9 3 	 2 . 9 9 	 2 8 . 6 2 	 3 4 3 3 . 2 8 	 3 1 . 1 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 8 2 	 1 8 7 0 . 6 9 	 1 6 9 	 3 . 1 5 	 1 1 . 0 7 	 1 6 6 1 . 6 8 	 6 7 . 2 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 8 3 	 1 8 7 7 9 . 0 2 	 6 9 6 	 2 . 9 2 	 2 6 . 9 8 	 2 9 5 4 . 1 8 	 3 2 . 9 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 8 4 	 1 7 5 3 . 4 0 	 1 6 9 	 2 . 7 6 	 1 0 . 3 8 	 1 6 6 1 . 6 8 	 6 7 . 2 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 8 5 	 7 8 1 . 5 1 	 7 3 6 	 1 . 4 0 	 1 . 0 6 	 2 7 8 . 7 3 	 1 6 . 1 6 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 7   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 8 6 	 5 5 6 . 4 2 	 2 2 1 	 1 . 7 1 	 2 . 5 2 	 7 9 6 . 4 1 	 5 3 . 9 9 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 8   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 2 0   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 8 7 	 1 5 0 . 9 0 	 6 1 	 1 . 3 1 	 2 . 4 7 	 1 1 0 4 . 6 9 	 9 5 . 8 3 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 2   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 2 4   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 8 8 	 1 8 4 4 4 . 5 2 	 7 0 0 	 2 . 9 4 	 2 6 . 3 5 	 2 9 5 4 . 1 8 	 3 3 . 3 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 6   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 8 9 	 7 1 0 . 8 2 	 2 0 4 	 1 . 4 7 	 3 . 4 8 	 1 1 1 3 . 1 1 	 6 9 . 0 5 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 5   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 9 0 	 1 9 8 3 7 . 1 5 	 6 9 3 	 3 . 0 0 	 2 8 . 6 3 	 3 4 3 3 . 2 8 	 3 1 . 2 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 9 1 	 1 9 8 3 8 . 5 5 	 6 9 1 	 3 . 0 0 	 2 8 . 7 1 	 3 4 3 3 . 2 8 	 3 1 . 1 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 9 2 	 4 1 7 . 6 1 	 2 5 	 2 . 7 8 	 1 6 . 7 0 	 8 6 3 . 1 9 	 7 3 . 4 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 9 3 	 2 7 6 . 8 2 	 2 7 4 	 1 . 4 9 	 1 . 0 1 	 4 7 2 . 1 1 	 3 6 . 0 8 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 5   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 9 4 	 4 1 7 . 6 1 	 2 5 	 2 . 7 8 	 1 6 . 7 0 	 8 6 3 . 1 9 	 7 3 . 4 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 9 5 	 1 7 5 3 . 4 0 	 1 6 9 	 2 . 7 6 	 1 0 . 3 8 	 1 6 6 1 . 6 8 	 6 7 . 2 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 9 6 	 1 7 4 3 . 1 5 	 5 3 3 	 1 . 6 3 	 3 . 2 7 	 1 9 8 3 . 0 7 	 7 3 . 6 9 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 3 5   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 9 7 	 1 9 8 4 5 . 8 9 	 6 9 3 	 2 . 9 9 	 2 8 . 6 4 	 3 4 3 3 . 2 8 	 3 1 . 1 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 9 8 	 1 9 8 4 5 . 8 9 	 6 9 3 	 2 . 9 9 	 2 8 . 6 4 	 3 4 3 3 . 2 8 	 3 1 . 1 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 3 9 9 	 7 9 8 . 2 6 	 4 4 2 	 1 . 8 8 	 1 . 8 1 	 9 7 9 . 7 4 	 5 7 . 5 5 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 1   	 R i s k = 1 . 3   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 0 0 	 1 9 7 8 5 . 2 2 	 6 9 2 	 3 . 0 0 	 2 8 . 5 9 	 3 4 3 3 . 2 8 	 3 1 . 2 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 0 1 	 1 7 5 3 . 4 0 	 1 6 9 	 2 . 7 6 	 1 0 . 3 8 	 1 6 6 1 . 6 8 	 6 7 . 2 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 0 2 	 1 9 8 3 7 . 1 5 	 6 9 3 	 3 . 0 0 	 2 8 . 6 3 	 3 4 3 3 . 2 8 	 3 1 . 2 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 0 3 	 9 9 8 . 5 5 	 6 4 0 	 1 . 6 2 	 1 . 5 6 	 1 2 0 1 . 3 7 	 6 1 . 9 8 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 0 4 	 1 7 5 2 2 . 3 4 	 7 0 9 	 2 . 8 9 	 2 4 . 7 1 	 3 7 8 3 . 6 4 	 3 4 . 3 4 % 	 D e f a u l t P r o f i t = 1 8   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 0 5 	 1 9 8 3 7 . 1 5 	 6 9 3 	 3 . 0 0 	 2 8 . 6 3 	 3 4 3 3 . 2 8 	 3 1 . 2 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 0 6 	 1 8 7 7 9 . 0 2 	 6 9 6 	 2 . 9 2 	 2 6 . 9 8 	 2 9 5 4 . 1 8 	 3 2 . 9 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 0 7 	 2 4 6 . 3 5 	 1 7 8 	 1 . 5 4 	 1 . 3 8 	 3 2 2 . 6 9 	 2 4 . 6 3 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 5   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 3 6   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 0 8 	 2 1 7 . 5 2 	 2 2 	 2 . 7 4 	 9 . 8 9 	 5 2 8 . 9 4 	 5 0 . 4 2 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 0 9 	 4 3 8 . 5 1 	 2 7 	 2 . 6 4 	 1 6 . 2 4 	 9 8 6 . 7 4 	 7 6 . 7 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 1 0 	 1 9 8 3 9 . 1 7 	 6 9 3 	 3 . 0 0 	 2 8 . 6 3 	 3 4 3 3 . 2 8 	 3 1 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 0   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 1 1 	 1 9 8 4 5 . 8 9 	 6 9 3 	 2 . 9 9 	 2 8 . 6 4 	 3 4 3 3 . 2 8 	 3 1 . 1 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 1 2 	 8 6 9 . 8 7 	 4 9 9 	 1 . 7 6 	 1 . 7 4 	 7 1 1 . 6 7 	 3 9 . 2 8 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 1 . 2   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 1 3 	 1 9 8 4 5 . 8 9 	 6 9 3 	 2 . 9 9 	 2 8 . 6 4 	 3 4 3 3 . 2 8 	 3 1 . 1 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 1 4 	 2 2 8 . 8 3 	 3 8 	 1 . 5 0 	 6 . 0 2 	 5 8 0 . 8 2 	 5 2 . 4 7 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 1 5 	 1 9 8 3 7 . 1 5 	 6 9 3 	 3 . 0 0 	 2 8 . 6 3 	 3 4 3 3 . 2 8 	 3 1 . 2 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 4   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 1 6 	 7 2 0 . 8 0 	 4 5 7 	 1 . 7 8 	 1 . 5 8 	 4 2 0 . 8 7 	 2 9 . 2 8 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 1   	 R i s k = 1 . 3   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 1 7 	 2 5 1 . 1 7 	 2 7 8 	 1 . 4 3 	 0 . 9 0 	 4 7 2 . 1 1 	 3 7 . 3 8 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 5   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 1 8 	 8 1 3 . 0 8 	 4 9 2 	 1 . 7 9 	 1 . 6 5 	 1 2 8 3 . 2 5 	 7 4 . 1 9 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 1 . 5   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 1 9 	 1 9 8 3 9 . 1 7 	 6 9 3 	 3 . 0 0 	 2 8 . 6 3 	 3 4 3 3 . 2 8 	 3 1 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 0   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 2 0 	 1 9 8 4 5 . 8 9 	 6 9 3 	 2 . 9 9 	 2 8 . 6 4 	 3 4 3 3 . 2 8 	 3 1 . 1 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 2 1 	 8 0 1 . 4 6 	 5 2 7 	 1 . 4 1 	 1 . 5 2 	 8 9 8 . 1 7 	 6 0 . 1 5 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 2 2 	 1 9 7 8 5 . 2 2 	 6 9 2 	 3 . 0 0 	 2 8 . 5 9 	 3 4 3 3 . 2 8 	 3 1 . 2 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 6   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 2 3 	 4 7 8 . 1 1 	 2 7 	 2 . 8 3 	 1 7 . 7 1 	 9 8 6 . 7 4 	 7 5 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 2 4 	 7 9 7 . 0 8 	 3 7 5 	 1 . 6 7 	 2 . 1 3 	 4 1 3 . 1 5 	 3 2 . 0 6 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 2 5 	 1 2 8 2 4 . 1 4 	 7 0 0 	 2 . 4 3 	 1 8 . 3 2 	 2 5 1 5 . 7 0 	 3 7 . 0 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 4 4   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 2 6 	 1 4 1 4 . 9 9 	 8 1 0 	 1 . 6 1 	 1 . 7 5 	 4 7 6 . 0 5 	 3 2 . 0 0 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 3   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 8 2   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 2 7 	 4 1 7 . 6 1 	 2 5 	 2 . 7 8 	 1 6 . 7 0 	 8 6 3 . 1 9 	 7 3 . 4 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 2 8 	 5 0 1 . 9 9 	 4 0 4 	 1 . 6 9 	 1 . 2 4 	 7 6 2 . 8 0 	 4 9 . 7 3 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 2 9 	 6 9 9 . 2 8 	 4 5 2 	 1 . 6 8 	 1 . 5 5 	 7 4 6 . 1 6 	 4 3 . 2 9 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 3   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 3 0 	 4 3 8 . 5 1 	 2 7 	 2 . 6 4 	 1 6 . 2 4 	 9 8 6 . 7 4 	 7 6 . 7 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 3 1 	 7 3 2 . 3 3 	 2 0 4 	 1 . 4 8 	 3 . 5 9 	 1 1 1 3 . 1 1 	 6 8 . 1 4 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 5   	 F i x L o t P e r c e n t = 1 2   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 3 2 	 1 4 2 4 . 3 6 	 7 8 2 	 1 . 7 0 	 1 . 8 2 	 4 7 6 . 0 5 	 3 3 . 2 0 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 6   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 3   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 8 2   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 3 3 	 1 9 7 8 5 . 2 2 	 6 9 2 	 3 . 0 0 	 2 8 . 5 9 	 3 4 3 3 . 2 8 	 3 1 . 2 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 3 4 	 3 0 9 1 . 7 8 	 6 2 0 	 2 . 3 5 	 4 . 9 9 	 5 3 5 . 7 9 	 5 1 . 2 1 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 7   	 R i s k = 2 . 1   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 5   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 3 5 	 6 4 9 . 9 3 	 4 4 3 	 1 . 4 1 	 1 . 4 7 	 1 2 4 9 . 8 2 	 7 7 . 9 7 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 5   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 3 6 	 1 4 1 4 . 9 9 	 8 1 0 	 1 . 6 1 	 1 . 7 5 	 4 7 6 . 0 5 	 3 2 . 0 0 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 6   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 3   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 8 2   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 3 7 	 3 9 4 . 9 4 	 1 9 5 	 1 . 4 7 	 2 . 0 3 	 9 9 5 . 3 1 	 7 1 . 5 4 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 7   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 3 8 	 6 2 4 . 2 2 	 4 4 8 	 1 . 6 8 	 1 . 3 9 	 7 6 2 . 8 0 	 4 6 . 0 6 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 5 8   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 3 9 	 1 8 6 6 1 . 2 5 	 7 0 0 	 2 . 9 7 	 2 6 . 6 6 	 2 9 5 4 . 1 8 	 3 3 . 3 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 4 0 	 1 5 9 2 . 9 6 	 5 0 8 	 1 . 4 0 	 3 . 1 4 	 2 1 0 8 . 5 6 	 8 6 . 5 7 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 4   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 6   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 1 6   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 4 1 	 4 3 8 . 5 1 	 2 7 	 2 . 6 4 	 1 6 . 2 4 	 9 8 6 . 7 4 	 7 6 . 7 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 4 2 	 6 2 8 . 8 4 	 1 6 9 	 1 . 6 8 	 3 . 7 2 	 1 1 4 9 . 8 1 	 7 4 . 1 5 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 7   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 4 3 	 1 8 7 0 . 6 9 	 1 6 9 	 3 . 1 5 	 1 1 . 0 7 	 1 6 6 1 . 6 8 	 6 7 . 2 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 4 4 	 1 9 8 4 9 . 8 3 	 6 9 2 	 3 . 0 0 	 2 8 . 6 8 	 3 4 3 3 . 2 8 	 3 1 . 1 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 4 5 	 1 9 7 9 0 . 3 8 	 6 9 1 	 3 . 0 0 	 2 8 . 6 4 	 3 4 3 3 . 2 8 	 3 1 . 2 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 1   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 4 6 	 4 8 1 . 2 0 	 2 0 1 	 1 . 5 0 	 2 . 3 9 	 7 1 2 . 9 0 	 5 2 . 7 6 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 5   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 6   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 1 6   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 4 7 	 4 0 0 . 1 1 	 1 3 4 	 1 . 6 0 	 2 . 9 9 	 6 0 6 . 7 2 	 4 2 . 3 4 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 5   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 6 0   	 S e c o n d P r o f i t P e r s e n t = 3 6   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 4 8 	 7 8 . 3 8 	 2 3 	 1 . 3 8 	 3 . 4 1 	 8 9 2 . 3 2 	 8 7 . 2 6 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 7   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 5   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 4 9 	 1 6 4 7 5 . 6 2 	 7 1 9 	 2 . 8 6 	 2 2 . 9 1 	 2 3 0 4 . 8 7 	 2 9 . 0 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 6 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 5 0 	 1 9 8 3 7 . 3 0 	 6 9 1 	 3 . 0 0 	 2 8 . 7 1 	 3 4 3 3 . 2 8 	 3 1 . 1 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 5 1 	 1 8 6 2 4 . 6 0 	 6 9 3 	 2 . 9 4 	 2 6 . 8 8 	 2 9 5 4 . 1 8 	 3 2 . 9 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 5 2 	 2 5 1 . 1 7 	 2 7 8 	 1 . 4 3 	 0 . 9 0 	 4 7 2 . 1 1 	 3 7 . 3 8 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 5   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 5 3 	 1 6 2 2 . 2 7 	 5 0 7 	 1 . 4 0 	 3 . 2 0 	 2 1 0 6 . 5 4 	 8 5 . 5 5 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 6   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 2 4   	 S e c o n d P r o f i t P e r s e n t = 1 6   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 5 4 	 1 9 8 4 5 . 8 9 	 6 9 3 	 2 . 9 9 	 2 8 . 6 4 	 3 4 3 3 . 2 8 	 3 1 . 1 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 5 5 	 1 7 0 2 7 . 8 9 	 7 0 3 	 3 . 1 4 	 2 4 . 2 2 	 2 5 3 3 . 1 2 	 5 8 . 1 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 7   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 5 6 	 1 7 5 3 . 4 0 	 1 6 9 	 2 . 7 6 	 1 0 . 3 8 	 1 6 6 1 . 6 8 	 6 7 . 2 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 5 7 	 1 9 8 4 5 . 8 9 	 6 9 3 	 2 . 9 9 	 2 8 . 6 4 	 3 4 3 3 . 2 8 	 3 1 . 1 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 5 8 	 1 9 8 2 4 . 0 3 	 6 9 2 	 3 . 0 0 	 2 8 . 6 5 	 3 4 3 3 . 2 8 	 3 1 . 2 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 5 9 	 2 7 0 . 1 0 	 1 6 	 2 . 8 8 	 1 6 . 8 8 	 9 3 3 . 3 8 	 8 5 . 6 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 6 0 	 5 8 9 . 5 7 	 4 7 3 	 1 . 5 8 	 1 . 2 5 	 1 0 3 7 . 0 5 	 6 3 . 2 2 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 6 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 6 1 	 1 9 8 3 7 . 3 0 	 6 9 1 	 3 . 0 0 	 2 8 . 7 1 	 3 4 3 3 . 2 8 	 3 1 . 1 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 6 2 	 1 9 8 4 3 . 5 2 	 6 9 3 	 3 . 0 0 	 2 8 . 6 3 	 3 4 3 3 . 2 8 	 3 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 6 3 	 2 0 7 7 . 2 0 	 4 8 9 	 1 . 4 4 	 4 . 2 5 	 2 3 9 8 . 3 9 	 8 4 . 2 1 % 	 D e f a u l t P r o f i t = 1 2   	 T r a l _ S t a r t = 6   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 6   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 1 6   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 6 4 	 6 1 0 . 4 4 	 3 9 1 	 1 . 7 9 	 1 . 5 6 	 9 7 9 . 7 4 	 6 4 . 5 2 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 1   	 R i s k = 1 . 3   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 6 5 	 5 3 7 . 0 5 	 3 9 	 2 . 9 2 	 1 3 . 7 7 	 1 0 3 2 . 0 3 	 7 9 . 2 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 3 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 6 6 	 2 7 0 . 1 0 	 1 6 	 2 . 8 8 	 1 6 . 8 8 	 9 3 3 . 3 8 	 8 5 . 6 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 5   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 6 7 	 1 8 6 1 8 . 5 0 	 7 0 3 	 2 . 9 2 	 2 6 . 4 8 	 2 9 5 4 . 1 8 	 3 3 . 2 5 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 6 8 	 1 4 4 3 . 4 4 	 8 7 4 	 1 . 6 0 	 1 . 6 5 	 6 6 4 . 9 1 	 4 6 . 4 2 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 3   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 8 2   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 6 9 	 1 1 6 2 5 . 8 8 	 7 0 7 	 3 . 1 1 	 1 6 . 4 4 	 3 1 1 3 . 0 3 	 3 4 . 8 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 7 0 	 1 9 7 9 0 . 3 8 	 6 9 1 	 3 . 0 0 	 2 8 . 6 4 	 3 4 3 3 . 2 8 	 3 1 . 2 4 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 7 1 	 1 9 8 4 9 . 8 3 	 6 9 2 	 3 . 0 0 	 2 8 . 6 8 	 3 4 3 3 . 2 8 	 3 1 . 1 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 7 2 	 4 9 5 . 5 5 	 4 8 2 	 1 . 4 9 	 1 . 0 3 	 1 2 4 5 . 7 4 	 8 1 . 9 6 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 1   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 3   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 7 3 	 6 2 9 . 6 3 	 4 7 3 	 1 . 7 9 	 1 . 3 3 	 4 2 0 . 8 7 	 3 0 . 1 7 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 1   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 8 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 7 4 	 1 9 8 3 2 . 3 0 	 6 9 1 	 3 . 0 0 	 2 8 . 7 0 	 3 4 3 3 . 2 8 	 3 1 . 2 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 0   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 7 5 	 1 9 8 4 5 . 8 9 	 6 9 3 	 2 . 9 9 	 2 8 . 6 4 	 3 4 3 3 . 2 8 	 3 1 . 1 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 7 6 	 1 8 7 0 1 . 0 3 	 7 0 3 	 2 . 9 1 	 2 6 . 6 0 	 2 9 5 4 . 1 8 	 3 3 . 0 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 7 7 	 8 0 2 . 8 7 	 5 3 1 	 1 . 3 7 	 1 . 5 1 	 8 9 8 . 1 7 	 7 1 . 2 9 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 7 8 	 1 9 8 4 5 . 8 9 	 6 9 3 	 2 . 9 9 	 2 8 . 6 4 	 3 4 3 3 . 2 8 	 3 1 . 1 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 7 9 	 1 9 4 . 8 7 	 4 4 	 1 . 4 6 	 4 . 4 3 	 1 0 4 5 . 2 7 	 9 1 . 0 1 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 0   	 S e c o n d P r o f i t P e r s e n t = 9 0   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 8 0 	 1 9 4 . 8 7 	 4 4 	 1 . 4 6 	 4 . 4 3 	 1 0 4 5 . 2 7 	 9 1 . 0 1 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 0   	 S e c o n d P r o f i t P e r s e n t = 8 4   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 8 1 	 1 8 8 1 9 . 2 3 	 7 0 0 	 3 . 0 0 	 2 6 . 8 8 	 2 9 5 4 . 1 8 	 3 3 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 8 2 	 1 8 7 0 . 6 9 	 1 6 9 	 3 . 1 5 	 1 1 . 0 7 	 1 6 6 1 . 6 8 	 6 7 . 2 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 8 3 	 1 9 8 3 7 . 1 5 	 6 9 3 	 3 . 0 0 	 2 8 . 6 3 	 3 4 3 3 . 2 8 	 3 1 . 2 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 2 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 8 4 	 7 8 . 3 8 	 2 3 	 1 . 3 8 	 3 . 4 1 	 8 9 2 . 3 2 	 8 7 . 2 6 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 7   	 R i s k = 2 . 6   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 5   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 2 8   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 8 5 	 1 9 8 3 7 . 3 0 	 6 9 1 	 3 . 0 0 	 2 8 . 7 1 	 3 4 3 3 . 2 8 	 3 1 . 1 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 8 6 	 1 9 8 4 5 . 8 9 	 6 9 3 	 2 . 9 9 	 2 8 . 6 4 	 3 4 3 3 . 2 8 	 3 1 . 1 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 8 7 	 1 9 8 3 7 . 3 0 	 6 9 1 	 3 . 0 0 	 2 8 . 7 1 	 3 4 3 3 . 2 8 	 3 1 . 1 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 8 8 	 4 4 2 . 6 5 	 2 7 	 2 . 6 6 	 1 6 . 3 9 	 9 8 6 . 7 4 	 7 6 . 5 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 3 0   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 8 9 	 1 9 8 4 3 . 5 2 	 6 9 3 	 3 . 0 0 	 2 8 . 6 3 	 3 4 3 3 . 2 8 	 3 1 . 1 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 3 8   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 9 0 	 1 8 6 7 0 . 0 8 	 7 0 2 	 2 . 9 2 	 2 6 . 6 0 	 2 9 5 4 . 1 8 	 3 3 . 0 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 9 1 	 1 9 8 4 2 . 0 1 	 6 9 2 	 3 . 0 0 	 2 8 . 6 7 	 3 4 3 3 . 2 8 	 3 1 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 9 2 	 6 2 6 . 7 0 	 2 2 8 	 1 . 7 6 	 2 . 7 5 	 1 0 7 8 . 2 4 	 7 3 . 7 0 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 7   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 4 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 9 3 	 1 8 7 0 . 6 9 	 1 6 9 	 3 . 1 5 	 1 1 . 0 7 	 1 6 6 1 . 6 8 	 6 7 . 2 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 9 4 	 1 5 4 7 . 4 3 	 6 7 8 	 1 . 5 7 	 2 . 2 8 	 8 8 8 . 0 3 	 3 6 . 1 7 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 5   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 9 5 	 1 8 5 9 4 . 8 9 	 6 9 3 	 2 . 9 5 	 2 6 . 8 3 	 2 9 5 4 . 1 8 	 3 2 . 9 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 9 6 	 1 9 8 4 . 6 1 	 3 8 4 	 1 . 8 9 	 5 . 1 7 	 2 0 9 2 . 4 8 	 8 0 . 0 8 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 7   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 5   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 4 4   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 9 7 	 1 9 8 3 8 . 5 5 	 6 9 1 	 3 . 0 0 	 2 8 . 7 1 	 3 4 3 3 . 2 8 	 3 1 . 1 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 9   	 D i s t a n c e _   = 4 4 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 9 8 	 5 0 0 . 3 1 	 4 0 4 	 1 . 6 9 	 1 . 2 4 	 7 6 2 . 8 0 	 4 9 . 7 9 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 4 9 9 	 7 7 0 . 7 9 	 2 1 4 	 1 . 6 4 	 3 . 6 0 	 1 0 7 5 . 2 2 	 6 4 . 4 5 % 	 D e f a u l t P r o f i t = 1 0   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 5   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 5 0 0 	 4 4 7 . 9 9 	 1 7 7 	 1 . 7 2 	 2 . 5 3 	 4 7 4 . 6 3 	 3 4 . 3 3 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 5   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 6 0   	 S e c o n d P r o f i t P e r s e n t = 3 6   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 5 0 1 	 1 4 5 0 . 2 8 	 8 7 4 	 1 . 6 1 	 1 . 6 6 	 6 6 4 . 9 1 	 4 6 . 3 5 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 3   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 5 0 2 	 1 1 9 9 . 9 3 	 9 8 7 	 1 . 4 2 	 1 . 2 2 	 4 0 0 . 3 4 	 3 6 . 8 8 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 5 0 3 	 8 5 . 9 3 	 2 8 	 1 . 4 6 	 3 . 0 7 	 7 6 5 . 8 8 	 7 3 . 0 4 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 3   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 5   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 4   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 5 0 4 	 7 7 2 . 2 5 	 5 5 5 	 1 . 4 1 	 1 . 3 9 	 1 0 3 7 . 0 5 	 5 9 . 2 9 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 5 0 5 	 1 8 6 2 7 . 1 6 	 6 9 4 	 2 . 9 4 	 2 6 . 8 4 	 2 9 5 4 . 1 8 	 3 2 . 9 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 5 0 6 	 4 1 7 . 6 1 	 2 5 	 2 . 7 8 	 1 6 . 7 0 	 8 6 3 . 1 9 	 7 3 . 4 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 5 0 7 	 6 5 0 . 9 6 	 2 1 5 	 1 . 6 0 	 3 . 0 3 	 1 3 4 9 . 7 1 	 8 3 . 5 5 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 5 0 8 	 1 8 6 6 9 . 9 1 	 6 9 7 	 3 . 0 3 	 2 6 . 7 9 	 4 1 8 4 . 8 6 	 3 3 . 4 0 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 5 0 9 	 1 9 4 . 8 7 	 4 4 	 1 . 4 6 	 4 . 4 3 	 1 0 4 5 . 2 7 	 9 1 . 0 1 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 0   	 S e c o n d P r o f i t P e r s e n t = 8 4   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 4 3 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 5 1 0 	 1 9 8 4 9 . 8 3 	 6 9 2 	 3 . 0 0 	 2 8 . 6 8 	 3 4 3 3 . 2 8 	 3 1 . 1 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 4   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 5 1 1 	 1 4 2 4 . 3 6 	 7 8 2 	 1 . 7 0 	 1 . 8 2 	 4 7 6 . 0 5 	 3 3 . 2 0 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 3   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 5 1 2 	 1 7 5 3 . 4 0 	 1 6 9 	 2 . 7 6 	 1 0 . 3 8 	 1 6 6 1 . 6 8 	 6 7 . 2 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 9 8   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 5 1 3 	 4 1 7 . 6 1 	 2 5 	 2 . 7 8 	 1 6 . 7 0 	 8 6 3 . 1 9 	 7 3 . 4 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 5 1 4 	 6 7 5 . 1 7 	 5 8 9 	 1 . 4 6 	 1 . 1 5 	 3 3 7 . 1 7 	 2 2 . 5 1 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 7   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 3 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 3 8   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 5 1 5 	 1 8 6 6 0 . 6 3 	 7 0 0 	 2 . 9 7 	 2 6 . 6 6 	 2 9 5 4 . 1 8 	 3 3 . 1 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 5 1 6 	 6 5 0 . 9 6 	 2 1 5 	 1 . 6 0 	 3 . 0 3 	 1 3 4 9 . 7 1 	 8 3 . 5 5 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 5 1 7 	 1 9 8 4 9 . 8 3 	 6 9 2 	 3 . 0 0 	 2 8 . 6 8 	 3 4 3 3 . 2 8 	 3 1 . 1 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 5 1 8 	 1 9 7 8 5 . 3 4 	 6 9 5 	 3 . 0 1 	 2 8 . 4 7 	 3 4 3 3 . 2 8 	 3 1 . 2 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 5 1 9 	 1 3 8 8 . 8 4 	 8 0 1 	 1 . 6 0 	 1 . 7 3 	 4 7 6 . 0 5 	 3 2 . 8 1 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 7   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 3   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 5 2 0 	 1 0 9 4 . 5 4 	 5 8 3 	 1 . 6 2 	 1 . 8 8 	 3 7 6 . 1 3 	 3 6 . 1 4 % 	 D e f a u l t P r o f i t = 7   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 3   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 5 2 1 	 6 3 2 . 9 2 	 2 1 5 	 1 . 6 6 	 2 . 9 4 	 1 3 4 9 . 7 1 	 8 4 . 4 9 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 9   	 F i x L o t P e r c e n t = 1 4   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 7 6   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 8 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 5 2 2 	 4 7 8 . 1 1 	 2 7 	 2 . 8 3 	 1 7 . 7 1 	 9 8 6 . 7 4 	 7 5 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 5 2 3 	 1 5 0 . 9 0 	 6 1 	 1 . 3 1 	 2 . 4 7 	 1 1 0 4 . 6 9 	 9 5 . 8 3 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 2   	 P i p S t e p = 3 2   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 2 4   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 5 2 4 	 1 5 0 6 . 7 5 	 7 7 4 	 1 . 7 6 	 1 . 9 5 	 6 4 1 . 5 8 	 3 5 . 9 9 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 5   	 P i p S t e p = 2 3   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 3   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 3 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 5 2 5 	 1 9 8 4 5 . 8 9 	 6 9 3 	 2 . 9 9 	 2 8 . 6 4 	 3 4 3 3 . 2 8 	 3 1 . 1 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 5 2 6 	 2 3 2 . 8 6 	 2 2 	 2 . 9 1 	 1 0 . 5 8 	 5 2 8 . 9 4 	 5 0 . 4 2 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 5 2 7 	 1 9 6 7 8 . 0 7 	 6 9 5 	 2 . 9 7 	 2 8 . 3 1 	 3 4 3 3 . 2 8 	 3 1 . 3 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 1 2   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 5 2 8 	 1 9 8 4 5 . 8 9 	 6 9 3 	 2 . 9 9 	 2 8 . 6 4 	 3 4 3 3 . 2 8 	 3 1 . 1 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 5 2 9 	 5 3 7 . 0 5 	 3 9 	 2 . 9 2 	 1 3 . 7 7 	 1 0 3 2 . 0 3 	 7 9 . 2 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 3 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 5 3 0 	 5 3 7 . 0 5 	 3 9 	 2 . 9 2 	 1 3 . 7 7 	 1 0 3 2 . 0 3 	 7 9 . 2 3 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 3 3   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 5 3 1 	 3 1 1 9 . 3 0 	 6 2 0 	 2 . 3 6 	 5 . 0 3 	 5 3 5 . 7 9 	 5 1 . 2 1 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 7   	 R i s k = 1 . 8   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 5   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 4 4   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 5 3 2 	 1 0 6 6 . 5 3 	 4 7 2 	 1 . 9 2 	 2 . 2 6 	 1 3 7 0 . 8 7 	 7 0 . 6 4 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 0   	 R i s k = 1 . 1   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 4 8   	 S e c o n d P r o f i t P e r s e n t = 1 0 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 5 3 3 	 1 9 8 4 9 . 8 3 	 6 9 2 	 3 . 0 0 	 2 8 . 6 8 	 3 4 3 3 . 2 8 	 3 1 . 1 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 5 3 4 	 1 1 6 6 2 . 7 8 	 7 0 7 	 3 . 1 5 	 1 6 . 5 0 	 3 1 1 3 . 0 3 	 3 4 . 7 7 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 1 . 9   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 5 3 5 	 3 1 1 9 . 3 0 	 6 2 0 	 2 . 3 6 	 5 . 0 3 	 5 3 5 . 7 9 	 5 1 . 2 1 % 	 D e f a u l t P r o f i t = 8   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 8   	 P i p S t e p = 2 7   	 R i s k = 2 . 3   	 D e f a u l t L o t = 0 . 0 1   	 L o t E x p o n e n t = 1 . 5   	 F i x L o t P e r c e n t = 2 4   	 L e a d i n g O r d e r = 7   	 P r o f i t P e r s e n t = 1 6   	 S e c o n d P r o f i t P e r s e n t = 4 4   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 3 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 5 3 6 	 1 8 7 0 . 6 9 	 1 6 9 	 3 . 1 5 	 1 1 . 0 7 	 1 6 6 1 . 6 8 	 6 7 . 2 2 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 6   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 5 3 7 	 1 9 8 4 5 . 8 9 	 6 9 3 	 2 . 9 9 	 2 8 . 6 4 	 3 4 3 3 . 2 8 	 3 1 . 1 1 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 9 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 5 3 8 	 4 7 8 . 1 1 	 2 7 	 2 . 8 3 	 1 7 . 7 1 	 9 8 6 . 7 4 	 7 5 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 5 0 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 5 3 9 	 7 8 1 . 5 1 	 7 3 6 	 1 . 4 0 	 1 . 0 6 	 2 7 8 . 7 3 	 1 6 . 1 6 % 	 D e f a u l t P r o f i t = 2 0   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 1 0   	 P i p S t e p = 2 7   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 2 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 5 4 0 	 1 8 7 6 2 . 7 4 	 6 9 9 	 2 . 9 9 	 2 6 . 8 4 	 2 9 5 4 . 1 8 	 3 3 . 2 8 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 5 4 1 	 2 9 7 4 . 2 0 	 6 0 1 	 2 . 0 7 	 4 . 9 5 	 1 5 7 9 . 0 3 	 4 2 . 8 1 % 	 D e f a u l t P r o f i t = 9   	 T r a l _ S t a r t = 9   	 T r a l _ S i z e = 6   	 P i p S t e p = 3 4   	 R i s k = 2 . 8   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 2   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 8 4   	 M a x T r a d e s = 8   	 D i s t a n c e _   = 4 1 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 5 4 2 	 1 9 8 4 9 . 8 3 	 6 9 2 	 3 . 0 0 	 2 8 . 6 8 	 3 4 3 3 . 2 8 	 3 1 . 1 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 6   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 5 4 3 	 1 8 6 7 0 . 0 8 	 7 0 2 	 2 . 9 2 	 2 6 . 6 0 	 2 9 5 4 . 1 8 	 3 3 . 0 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 2 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 5 4 4 	 1 9 8 4 9 . 8 3 	 6 9 2 	 3 . 0 0 	 2 8 . 6 8 	 3 4 3 3 . 2 8 	 3 1 . 1 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 5 4 5 	 4 1 7 . 6 1 	 2 5 	 2 . 7 8 	 1 6 . 7 0 	 8 6 3 . 1 9 	 7 3 . 4 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 6   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 3   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 5 4 6 	 4 1 7 . 6 1 	 2 5 	 2 . 7 8 	 1 6 . 7 0 	 8 6 3 . 1 9 	 7 3 . 4 6 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 5   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 5 4 7 	 1 1 5 9 . 0 4 	 9 8 0 	 1 . 4 1 	 1 . 1 8 	 3 5 2 . 6 8 	 3 2 . 3 4 % 	 D e f a u l t P r o f i t = 1 3   	 T r a l _ S t a r t = 1 0   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 3   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 1 2   	 D i s t a n c e _   = 4 7 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 5 4 8 	 4 7 8 . 1 1 	 2 7 	 2 . 8 3 	 1 7 . 7 1 	 9 8 6 . 7 4 	 7 5 . 1 9 % 	 D e f a u l t P r o f i t = 1 9   	 T r a l _ S t a r t = 8   	 T r a l _ S i z e = 9   	 P i p S t e p = 2 2   	 R i s k = 3 . 5   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 8   	 F i x L o t P e r c e n t = 1 8   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 4   	 S e c o n d P r o f i t P e r s e n t = 7 0   	 M a x T r a d e s = 1 5   	 D i s t a n c e _   = 4 6 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 5 4 9 	 5 8 9 . 5 7 	 4 7 3 	 1 . 5 8 	 1 . 2 5 	 1 0 3 7 . 0 5 	 6 3 . 2 2 % 	 D e f a u l t P r o f i t = 5   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 1 . 3   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 1   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 6 0   	 S e c o n d P r o f i t P e r s e n t = 7 4   	 M a x T r a d e s = 7   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 5 5 0 	 6 4 9 . 4 1 	 6 9 3 	 1 . 3 8 	 0 . 9 4 	 1 2 0 1 . 3 7 	 7 5 . 1 2 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 2   	 P i p S t e p = 2 0   	 R i s k = 2 . 7   	 D e f a u l t L o t = 0 . 0 2   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 2   	 P r o f i t P e r s e n t = 1 0   	 S e c o n d P r o f i t P e r s e n t = 1 0   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 6 5 5 1 	 7 2 0 . 0 6 	 4 4 3 	 1 . 8 6 	 1 . 6 3 	 9 7 9 . 7 4 	 5 8 . 9 8 % 	 D e f a u l t P r o f i t = 6   	 T r a l _ S t a r t = 2   	 T r a l _ S i z e = 3   	 P i p S t e p = 2 1   	 R i s k = 1 . 4   	 D e f a u l t L o t = 0 . 0 5   	 L o t E x p o n e n t = 1 . 2   	 F i x L o t P e r c e n t = 1 0   	 L e a d i n g O r d e r = 3   	 P r o f i t P e r s e n t = 4 2   	 S e c o n d P r o f i t P e r s e n t = 8 4   	 M a x T r a d e s = 5   	 D i s t a n c e _   = 3 5 0 	 B o n u s = 0   	 L o c k P e r c e n t = 4 0   	 M a x L o t = 1   	 C u r r e n c y S L = 0   	 C C I _ T i m e F r a m e = 2   	 L e v e l = 1 0 0   	 P e r i o d _ C C I = 1 4   	 S e n s = 0   	 T i p M A F i l t e r = 2   	 P e r i o d _   = 1 0 0 0   	 S t a r t H o u r M o n d a y = 7   	 E n d H o u r F r i d a y = 1 9   	 S t a r t M o n t h = 1   	 E n d M o n t h = 1   	 x D i s t 1 = 3 0 0   	 x D i s t 2 = 8 0 0   	 F o n t S i z e = 9   	 M a g i c N u m b e r = 7 7 7   	 P a u s e T r a d e = 6 
 
 