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ÿþ# p r o p e r t y c o p y r i g h t " C o p y r i g h t 2 0 1 8 , M e t a Q u o t e s S o f t w a r e C o r p . "
# p r o p e r t y l i n k " h t t p s : / / w w w . m q l 5 . c o m "
# p r o p e r t y v e r s i o n " 1 . 0 0 "
# p r o p e r t y s t r i c t
e n u m E N U M _ H A N _ Z E I
{
H 0 0 M 0 0 = 0 , / / 0 0 : 0 0
H 0 0 M 3 0 = 1 8 0 0 , / / 0 0 : 3 0
H 0 1 M 0 0 = 3 6 0 0 , / / 0 1 : 0 0
H 0 1 M 3 0 = 5 4 0 0 , / / 0 1 : 3 0
H 0 2 M 0 0 = 7 2 0 0 , / / 0 2 : 0 0
H 0 2 M 3 0 = 9 0 0 0 , / / 0 2 : 3 0
H 0 3 M 0 0 = 1 0 8 0 0 , / / 0 3 : 0 0
H 0 3 M 3 0 = 1 2 6 0 0 , / / 0 3 : 3 0
H 0 4 M 0 0 = 1 4 4 0 0 , / / 0 4 : 0 0
H 0 4 M 3 0 = 1 6 2 0 0 , / / 0 4 : 3 0
H 0 5 M 0 0 = 1 8 0 0 0 , / / 0 5 : 0 0
H 0 5 M 3 0 = 1 9 8 0 0 , / / 0 5 : 3 0
H 0 6 M 0 0 = 2 1 6 0 0 , / / 0 6 : 0 0
H 0 6 M 3 0 = 2 3 4 0 0 , / / 0 6 : 3 0
H 0 7 M 0 0 = 2 5 2 0 0 , / / 0 7 : 0 0
H 0 7 M 3 0 = 2 7 0 0 0 , / / 0 7 : 3 0
H 0 8 M 0 0 = 2 8 8 0 0 , / / 0 8 : 0 0
H 0 8 M 3 0 = 3 0 6 0 0 , / / 0 8 : 3 0
H 0 9 M 0 0 = 3 2 4 0 0 , / / 0 9 : 0 0
H 0 9 M 3 0 = 3 4 2 0 0 , / / 0 9 : 3 0
H 1 0 M 0 0 = 3 6 0 0 0 , / / 1 0 : 0 0
H 1 0 M 3 0 = 3 7 8 0 0 , / / 1 0 : 3 0
H 1 1 M 0 0 = 3 9 6 0 0 , / / 1 1 : 0 0
H 1 1 M 3 0 = 4 1 4 0 0 , / / 1 1 : 3 0
H 1 2 M 0 0 = 4 3 2 0 0 , / / 1 2 : 0 0
H 1 2 M 3 0 = 4 5 0 0 0 , / / 1 2 : 3 0
H 1 3 M 0 0 = 4 6 8 0 0 , / / 1 3 : 0 0
H 1 3 M 3 0 = 4 8 6 0 0 , / / 1 3 : 3 0
H 1 4 M 0 0 = 5 0 4 0 0 , / / 1 4 : 0 0
H 1 4 M 3 0 = 5 2 2 0 0 , / / 1 4 : 3 0
H 1 5 M 0 0 = 5 4 0 0 0 , / / 1 5 : 0 0
H 1 5 M 3 0 = 5 5 8 0 0 , / / 1 5 : 3 0
H 1 6 M 0 0 = 5 7 6 0 0 , / / 1 6 : 0 0
H 1 6 M 3 0 = 5 9 4 0 0 , / / 1 6 : 3 0
H 1 7 M 0 0 = 6 1 2 0 0 , / / 1 7 : 0 0
H 1 7 M 3 0 = 6 3 0 0 0 , / / 1 7 : 3 0
H 1 8 M 0 0 = 6 4 8 0 0 , / / 1 8 : 0 0
H 1 8 M 3 0 = 6 6 6 0 0 , / / 1 8 : 3 0
H 1 9 M 0 0 = 6 8 4 0 0 , / / 1 9 : 0 0
H 1 9 M 3 0 = 7 0 2 0 0 , / / 1 9 : 3 0
H 2 0 M 0 0 = 7 2 0 0 0 , / / 2 0 : 0 0
H 2 0 M 3 0 = 7 3 8 0 0 , / / 2 0 : 3 0
H 2 1 M 0 0 = 7 5 6 0 0 , / / 2 1 : 0 0
H 2 1 M 3 0 = 7 7 4 0 0 , / / 2 1 : 3 0
H 2 2 M 0 0 = 7 9 2 0 0 , / / 2 2 : 0 0
H 2 2 M 3 0 = 8 1 0 0 0 , / / 2 2 : 3 0
H 2 3 M 0 0 = 8 2 8 0 0 , / / 2 3 : 0 0
H 2 3 M 3 0 = 8 4 6 0 0 / / 2 3 : 3 0
} ;
i n p u t s t r i n g I = " " ; / / + - - - - - H a n d e l s z e i t e n - - - - - +
i n p u t E N U M _ H A N _ Z E I H a n d e l s B e g i n n = H 0 9 M 0 0 ; / / H a n d e l s b e g i n n
i n p u t E N U M _ H A N _ Z E I H a n d e l s E n d e = H 2 1 M 0 0 ; / / H a n d e l s e n d e
i n p u t s t r i n g I i = " " ; / / + - - - - - Z e i t u n d P r e i s f ü r a l l e I n d i s u n d O s i s - - - - - +
i n p u t E N U M _ T I M E F R A M E S Z e i t = P E R I O D _ C U R R E N T ; / / Z e i t ( M 1 , M 5 , M 1 5 u s w . )
i n p u t E N U M _ A P P L I E D _ P R I C E P r e i s = P R I C E _ C L O S E ; / / P r e i s ( C l o s e , O p e n u s w . )
i n p u t s t r i n g I I = " " ; / / + - - - - - L o t s / S L / T P / T S - - - - - +
e x t e r n d o u b l e L o t = 0 ; / / L o t
e x t e r n d o u b l e L o t B a l a n c e P r o z = 1 ;
i n p u t d o u b l e S L F a k t o r = 3 ; / / S L F a k t o r
i n p u t d o u b l e T P F a k t o r 2 = 6 ; / / T P F a k t o r
i n p u t s t r i n g I I i i = " " ; / / | - - - - - S p r e a d / M a g i c / K o m m e n t a r / S l i p p a g e / P o s . - - - - - |
i n p u t i n t M a x S p r e a d = 1 0 ; / / M a x i m a l e r S p r e a d
i n p u t i n t M a g i c = 1 ; / / M a g i c N u m m e r
i n p u t s t r i n g C o m m e n t a r y = " " ; / / K o m m e n t a r
i n p u t i n t S l i p p a g e = 5 ; / / S l i p p a g e
i n p u t s t r i n g I I I i i i = " " ; / / - - - R S I E i n s t e l l u n g - - -
i n p u t i n t R S I P e r i o d e = 1 3 ; / / R S I P e r i o d e
i n p u t d o u b l e R S I O b e n = 7 0 ; / / R S I o b e n
i n p u t d o u b l e R S I U n t e n = 3 0 ; / / R S I u n t e n
i n p u t i n t R S I M i t t e = 5 0 ; / / R S I m i t t e
i n p u t s t r i n g I I I i i i i = " " ; / / - - - S A R E i n s t e l l u n g a l s S i g n a l - - -
i n p u t d o u b l e S A R S t e p = 0 . 0 0 5 ; / / S A R S t e p
i n p u t d o u b l e M a x S A R S t e p = 0 . 5 ; / / M A X S A R S t e p
i n p u t s t r i n g I I I i i i i i = " " ; / / - - - S A R E i n s t e l l u n g f ü r S L / T P - - -
i n p u t d o u b l e S A R S t e p S L T P = 0 . 0 5 ; / / S L / T P S A R S t e p
i n p u t d o u b l e M a x S A R S t e p S L T P = 0 . 3 ; / / S L / T P M A X S A R S t e p
i n p u t s t r i n g I I I i i i i i i = " " ; / / - - - B B E i n s t e l l u n g a l s S i g n a l - - -
i n p u t i n t B B P e r i o d e = 2 0 ; / / B B P e r i o d e
i n p u t d o u b l e B B V e r s a t z = 0 ; / / B B V e r s a t z
i n p u t d o u b l e B B A b w e i c h u n g = 2 ; / / B B A b w e i c h u n g
i n p u t s t r i n g I I I i i i i i i i = " " ; / / - - - M F I E i n s t e l l u n g a l s S i g n a l - - -
i n p u t i n t M F I P e r i o d e = 1 3 ; / / M F I P e r i o d e
i n p u t d o u b l e M F I O b e n = 8 0 ; / / M F I o b e n
i n p u t d o u b l e M F I U n t e n = 2 0 ; / / M F I u n t e n
i n p u t i n t M F I M i t t e = 5 0 ; / / M F I M i t t e
i n p u t s t r i n g I I I i i i i i i i i = " " ; / / - - - M A E i n s t e l l u n g a l s S i g n a l - - -
i n p u t i n t M A P e r i o d e = 2 0 0 ; / / M A P e r i o d e
i n p u t E N U M _ T I M E F R A M E S Z e i t 1 = P E R I O D _ M 1 5 ; / / k l e i n e Z e i t e i n h e i t
i n p u t E N U M _ T I M E F R A M E S Z e i t 2 = P E R I O D _ H 1 ; / / m i t t l e r e Z e i t e i n h e i t
i n p u t E N U M _ T I M E F R A M E S Z e i t 3 = P E R I O D _ H 4 ; / / g r o ß e Z e i t e i n h e i t
d a t e t i m e T r a d e S t a r t , T r a d e E n d ;
i n t o r d e r T i c k e t ;
d o u b l e s p r e a d ;
v o i d O n T i c k ( )
{
T r a d e S t a r t = S t r i n g T o T i m e ( T i m e T o S t r i n g ( T i m e C u r r e n t ( ) , T I M E _ D A T E ) ) + H a n d e l s B e g i n n ;
T r a d e E n d = S t r i n g T o T i m e ( T i m e T o S t r i n g ( T i m e C u r r e n t ( ) , T I M E _ D A T E ) ) + H a n d e l s E n d e ;
d o u b l e s a r = i S A R ( _ S y m b o l , Z e i t , S A R S t e p S L T P , M a x S A R S t e p S L T P , 0 ) ;
T r a i l i n g s t o p ( ) ;
i f ( O r d e r S e l e c t ( o r d e r T i c k e t , S E L E C T _ B Y _ T I C K E T ) )
{
i f ( O r d e r C l o s e T i m e ( ) > 0 )
{
o r d e r T i c k e t = 0 ;
}
}
i f ( T i m e C u r r e n t ( ) < T r a d e S t a r t | | T i m e C u r r e n t ( ) > = T r a d e E n d ) { r e t u r n ; }
s p r e a d = M a r k e t I n f o ( _ S y m b o l , M O D E _ S P R E A D ) ;
i f ( M a x S p r e a d > 0 & & M a x S p r e a d < s p r e a d ) { r e t u r n ; }
s p r e a d = s p r e a d * P o i n t ; {
i f ( o r d e r T i c k e t < = 0 )
{
i f ( c h e c k M F I _ S A R _ M A ( ) = = " s e l l " | | c h e c k R S I _ S A R _ M A ( ) = = " s e l l " )
{
d o u b l e e n t r y = B i d ;
e n t r y = N o r m a l i z e D o u b l e ( e n t r y , _ D i g i t s ) ;
d o u b l e s l = s a r ;
s l = N o r m a l i z e D o u b l e ( s l , _ D i g i t s ) ;
d o u b l e t p = 0 ;
i f ( T P F a k t o r 2 > 0 ) t p = e n t r y - ( s l - e n t r y ) * T P F a k t o r 2 ;
t p = N o r m a l i z e D o u b l e ( t p , _ D i g i t s ) ;
o r d e r T i c k e t = O r d e r S e n d ( _ S y m b o l , O P _ S E L L , C a l c L o t _ B a l a n c e ( ) , e n t r y , S l i p p a g e , s l , t p , C o m m e n t a r y , M a g i c ) ;
}
e l s e i f ( c h e c k M F I _ S A R _ M A ( ) = = " b u y " | | c h e c k R S I _ S A R _ M A ( ) = = " b u y " )
{
d o u b l e e n t r y = A s k ;
e n t r y = N o r m a l i z e D o u b l e ( e n t r y , _ D i g i t s ) ;
d o u b l e s l = s a r ;
s l = N o r m a l i z e D o u b l e ( s l , _ D i g i t s ) ;
d o u b l e t p = 0 ;
i f ( T P F a k t o r 2 > 0 ) t p = e n t r y + ( e n t r y - s l ) * T P F a k t o r 2 ;
t p = N o r m a l i z e D o u b l e ( t p , _ D i g i t s ) ;
o r d e r T i c k e t = O r d e r S e n d ( _ S y m b o l , O P _ B U Y , C a l c L o t _ B a l a n c e ( ) , e n t r y , S l i p p a g e , s l , t p , C o m m e n t a r y , M a g i c ) ;
}
}
}
}
s t r i n g c h e c k R S I _ S A R _ M A ( ) {
s t r i n g R S I _ S A R _ M A ;
d o u b l e s a r S i g n a l = i S A R ( _ S y m b o l , Z e i t , S A R S t e p , M a x S A R S t e p , 1 ) ;
d o u b l e s a r S i g n a l A l t = i S A R ( _ S y m b o l , Z e i t , S A R S t e p , M a x S A R S t e p , 2 ) ;
d o u b l e r s i = i R S I ( _ S y m b o l , Z e i t , R S I P e r i o d e , P r e i s , 1 ) ;
d o u b l e s a r = i S A R ( _ S y m b o l , Z e i t , S A R S t e p S L T P , M a x S A R S t e p S L T P , 1 ) ;
d o u b l e s a r A l t = i S A R ( _ S y m b o l , Z e i t , S A R S t e p S L T P , M a x S A R S t e p S L T P , 2 ) ;
d o u b l e B B O b e n = i B a n d s ( _ S y m b o l , Z e i t , B B P e r i o d e , B B A b w e i c h u n g , B B V e r s a t z , P r e i s , M O D E _ U P P E R , 1 ) ;
d o u b l e B B M i t t e = i B a n d s ( _ S y m b o l , Z e i t , B B P e r i o d e , B B A b w e i c h u n g , B B V e r s a t z , P r e i s , M O D E _ M A I N , 1 ) ;
d o u b l e B B U n t e n = i B a n d s ( _ S y m b o l , Z e i t , B B P e r i o d e , B B A b w e i c h u n g , B B V e r s a t z , P r e i s , M O D E _ L O W E R , 1 ) ;
d o u b l e m a C u r r e n t = i M A ( _ S y m b o l , Z e i t , M A P e r i o d e , 0 , M O D E _ E M A , P r e i s , 1 ) ;
d o u b l e m a M 1 5 = i M A ( _ S y m b o l , Z e i t 1 , M A P e r i o d e , 0 , M O D E _ E M A , P r e i s , 1 ) ;
d o u b l e m a H 1 = i M A ( _ S y m b o l , Z e i t 2 , M A P e r i o d e , 0 , M O D E _ E M A , P r e i s , 1 ) ;
d o u b l e m a H 4 = i M A ( _ S y m b o l , Z e i t 3 , M A P e r i o d e , 0 , M O D E _ E M A , P r e i s , 1 ) ;
i f ( B B M i t t e > m a C u r r e n t & &
i O p e n ( _ S y m b o l , 0 , 2 ) > m a C u r r e n t & &
i O p e n ( _ S y m b o l , 0 , 1 ) > m a C u r r e n t & &
i O p e n ( _ S y m b o l , 0 , 2 ) > m a M 1 5 & &
i O p e n ( _ S y m b o l , 0 , 1 ) > m a M 1 5 & &
i O p e n ( _ S y m b o l , 0 , 2 ) > m a H 1 & &
i O p e n ( _ S y m b o l , 0 , 1 ) > m a H 1 & &
i O p e n ( _ S y m b o l , 0 , 2 ) > m a H 4 & &
i O p e n ( _ S y m b o l , 0 , 1 ) > m a H 4 & &
s a r S i g n a l > s a r & &
i C l o s e ( _ S y m b o l , 0 , 2 ) < s a r S i g n a l A l t & &
i C l o s e ( _ S y m b o l , 0 , 1 ) > s a r S i g n a l & &
r s i > R S I M i t t e & &
r s i < R S I O b e n )
{ R S I _ S A R _ M A = " b u y " ; }
e l s e i f ( B B M i t t e < m a C u r r e n t & &
i O p e n ( _ S y m b o l , 0 , 2 ) < m a C u r r e n t & &
i O p e n ( _ S y m b o l , 0 , 1 ) < m a C u r r e n t & &
i O p e n ( _ S y m b o l , 0 , 2 ) < m a M 1 5 & &
i O p e n ( _ S y m b o l , 0 , 1 ) < m a M 1 5 & &
i O p e n ( _ S y m b o l , 0 , 2 ) < m a H 1 & &
i O p e n ( _ S y m b o l , 0 , 1 ) < m a H 1 & &
i O p e n ( _ S y m b o l , 0 , 2 ) < m a H 4 & &
i O p e n ( _ S y m b o l , 0 , 1 ) < m a H 4 & &
s a r S i g n a l < s a r & &
i C l o s e ( _ S y m b o l , 0 , 2 ) > s a r S i g n a l A l t & &
i C l o s e ( _ S y m b o l , 0 , 1 ) < s a r S i g n a l & &
r s i < R S I M i t t e & &
r s i > R S I U n t e n )
{ R S I _ S A R _ M A = " s e l l " ; }
r e t u r n R S I _ S A R _ M A ;
}
s t r i n g c h e c k M F I _ S A R _ M A ( ) {
s t r i n g M F I _ S A R _ M A ;
d o u b l e s a r S i g n a l = i S A R ( _ S y m b o l , Z e i t , S A R S t e p , M a x S A R S t e p , 1 ) ;
d o u b l e s a r S i g n a l A l t = i S A R ( _ S y m b o l , Z e i t , S A R S t e p , M a x S A R S t e p , 2 ) ;
d o u b l e m f i = i M F I ( _ S y m b o l , Z e i t , M F I P e r i o d e , 1 ) ;
d o u b l e s a r = i S A R ( _ S y m b o l , Z e i t , S A R S t e p S L T P , M a x S A R S t e p S L T P , 1 ) ;
d o u b l e s a r A l t = i S A R ( _ S y m b o l , Z e i t , S A R S t e p S L T P , M a x S A R S t e p S L T P , 2 ) ;
d o u b l e B B O b e n = i B a n d s ( _ S y m b o l , Z e i t , B B P e r i o d e , B B A b w e i c h u n g , B B V e r s a t z , P r e i s , M O D E _ U P P E R , 1 ) ;
d o u b l e B B M i t t e = i B a n d s ( _ S y m b o l , Z e i t , B B P e r i o d e , B B A b w e i c h u n g , B B V e r s a t z , P r e i s , M O D E _ M A I N , 1 ) ;
d o u b l e B B U n t e n = i B a n d s ( _ S y m b o l , Z e i t , B B P e r i o d e , B B A b w e i c h u n g , B B V e r s a t z , P r e i s , M O D E _ L O W E R , 1 ) ;
d o u b l e m a C u r r e n t = i M A ( _ S y m b o l , Z e i t , M A P e r i o d e , 0 , M O D E _ E M A , P r e i s , 1 ) ;
d o u b l e m a M 1 5 = i M A ( _ S y m b o l , Z e i t 1 , M A P e r i o d e , 0 , M O D E _ E M A , P r e i s , 1 ) ;
d o u b l e m a H 1 = i M A ( _ S y m b o l , Z e i t 2 , M A P e r i o d e , 0 , M O D E _ E M A , P r e i s , 1 ) ;
d o u b l e m a H 4 = i M A ( _ S y m b o l , Z e i t 3 , M A P e r i o d e , 0 , M O D E _ E M A , P r e i s , 1 ) ;
i f ( B B M i t t e > m a C u r r e n t & &
i O p e n ( _ S y m b o l , 0 , 2 ) > m a C u r r e n t & &
i O p e n ( _ S y m b o l , 0 , 1 ) > m a C u r r e n t & &
i O p e n ( _ S y m b o l , 0 , 2 ) > m a M 1 5 & &
i O p e n ( _ S y m b o l , 0 , 1 ) > m a M 1 5 & &
i O p e n ( _ S y m b o l , 0 , 2 ) > m a H 1 & &
i O p e n ( _ S y m b o l , 0 , 1 ) > m a H 1 & &
i O p e n ( _ S y m b o l , 0 , 2 ) > m a H 4 & &
i O p e n ( _ S y m b o l , 0 , 1 ) > m a H 4 & &
s a r S i g n a l > s a r & &
i C l o s e ( _ S y m b o l , 0 , 2 ) < s a r S i g n a l A l t & &
i C l o s e ( _ S y m b o l , 0 , 1 ) > s a r S i g n a l & &
m f i > M F I M i t t e & &
m f i < M F I O b e n )
{ M F I _ S A R _ M A = " b u y " ; }
e l s e i f ( B B M i t t e < m a C u r r e n t & &
i O p e n ( _ S y m b o l , 0 , 2 ) < m a C u r r e n t & &
i O p e n ( _ S y m b o l , 0 , 1 ) < m a C u r r e n t & &
i O p e n ( _ S y m b o l , 0 , 2 ) < m a M 1 5 & &
i O p e n ( _ S y m b o l , 0 , 1 ) < m a M 1 5 & &
i O p e n ( _ S y m b o l , 0 , 2 ) < m a H 1 & &
i O p e n ( _ S y m b o l , 0 , 1 ) < m a H 1 & &
i O p e n ( _ S y m b o l , 0 , 2 ) < m a H 4 & &
i O p e n ( _ S y m b o l , 0 , 1 ) < m a H 4 & &
s a r S i g n a l < s a r & &
i C l o s e ( _ S y m b o l , 0 , 2 ) > s a r S i g n a l A l t & &
i C l o s e ( _ S y m b o l , 0 , 1 ) < s a r S i g n a l & &
m f i < M F I M i t t e & &
m f i > M F I U n t e n )
{ M F I _ S A R _ M A = " s e l l " ; }
r e t u r n M F I _ S A R _ M A ;
}
d o u b l e C a l c L o t _ B a l a n c e ( )
{
d o u b l e L o t s = 0 ;
i f ( L o t > 0 ) L o t s = L o t ;
e l s e L o t s = M a t h F l o o r ( A c c o u n t B a l a n c e ( ) * L o t B a l a n c e P r o z * 0 . 0 1 / M a r k e t I n f o ( N U L L , M O D E _ M A R G I N R E Q U I R E D ) / M a r k e t I n f o ( N U L L , M O D E _ L O T S T E P ) ) * M a r k e t I n f o ( N U L L , M O D E _ L O T S T E P ) ;
r e t u r n ( L o t s ) ;
}
v o i d T r a i l i n g s t o p ( ) {
f o r ( i n t i = 0 ; i < O r d e r s T o t a l ( ) ; i + + ) {
i f ( O r d e r S e l e c t ( o r d e r T i c k e t , S E L E C T _ B Y _ T I C K E T ) ) {
d o u b l e s a r = i S A R ( _ S y m b o l , Z e i t , S A R S t e p S L T P , M a x S A R S t e p S L T P , 1 ) ;
d o u b l e s l = N o r m a l i z e D o u b l e ( s a r , _ D i g i t s ) ;
i f ( O r d e r T y p e ( ) = = O P _ B U Y & & B i d > s l & & ( s l > O r d e r S t o p L o s s ( ) | | O r d e r S t o p L o s s ( ) = = 0 ) ) {
i f ( O r d e r M o d i f y ( O r d e r T i c k e t ( ) , O r d e r O p e n P r i c e ( ) , s l , O r d e r T a k e P r o f i t ( ) , O r d e r E x p i r a t i o n ( ) ) ) {
P r i n t ( " T r a d e # " + I n t e g e r T o S t r i n g ( O r d e r T i c k e t ( ) ) + " L o n g P o s i t i o n w u r d e a n g e p a s s t . . . " ) ;
}
}
e l s e i f ( O r d e r T y p e ( ) = = O P _ S E L L & & A s k < s l & & ( s l < O r d e r S t o p L o s s ( ) | | O r d e r S t o p L o s s ( ) = = 0 ) ) {
i f ( O r d e r M o d i f y ( O r d e r T i c k e t ( ) , O r d e r O p e n P r i c e ( ) , s l , O r d e r T a k e P r o f i t ( ) , O r d e r E x p i r a t i o n ( ) ) ) {
P r i n t ( " T r a d e # " + I n t e g e r T o S t r i n g ( O r d e r T i c k e t ( ) ) + " S h o r t P o s i t i o n w u r d e a n g e p a s s t . . . " ) ;
}
}
}
}
}
Comments