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�%( . 0 - ( 1 + 2 \ ( ( I P * 2 ) q x X) \ ( ( ( ( �Z I �_ �I Z �\ ( ( ( ( ( 4 ) * ( 2 * * ( y . O I T I �O P _ P O �I T I O - y ) ) ) + ( ( 4 ) * ( 2 * * ( x . O I T I �O P _ P O �I T I O - x ) ) ) ) t r p �) - ( 1 - ( 4 ) t r p �) * �Z I �_ �I Z �) ) q m a l �!) ) * I P * 2 ) q x X\ ( ( I P * 2 ) q x X) - ) + ( ( 2 \ ( ( I P * 2 ) q x X) \ ( ( ( ( �Z I �_ �I Z �\ ( ( ( ( ( 4 ) * ( 2 * * ( y . O I T I �O P _ P O �I T I O - y ) ) ) + ( ( 4 ) * ) 2 * * ( x . O I T I �O P _ P O �I T I O - x ) ) ) ) t r p �) - ( ( 4 ) t r p �) * �Z I �_ �I Z �) ) q m a l �!) ) * I P * 2 ) q x X) ) ) = T �I D A /G _ L A I D A /_ L A I T �O P X �_ _ _ _ �X P O �T I A L _ /A D I A L _ G /A D I �T �%
��
�%T N E I D A R G _ L A I D A R _ L A I T N E N O P X E _ _ _ _ E X P O N E N T I A L _ R A D I A L _ G R A D I E N T = ( ( ( e x p ( 2 * P I * ( ( c l a m p ( ( E Z I S _ S I Z E * ( s q r t ( 4 ) ) - ( s q r t ( ( ( ( x - N O I T I S O P _ P O S I T I O N . x ) * * 2 ) * ( 4 ) ) + ( ( ( y - N O I T I S O P _ P O S I T I O N . y ) * * 2 ) * ( 4 ) ) ) ) ) / E Z I S _ S I Z E ) ) ) ) / ( e x p ( 2 * P I ) ) / 2 ) ) + ( - ( e x p ( 2 * P I ) ) / e x p ( 2 * P I * ( ( c l a m p ( ( E Z I S _ S I Z E * ( s q r t ( 4 ) - 1 ) - ( s q r t ( ( ( ( x - N O I T I S O P _ P O S I T I O N . x ) * * 2 ) * ( 4 ) ) + ( ( ( y - N O I T I S O P _ P O S I T I O N . y ) * * 2 ) * ( 4 ) ) ) ) ) / E Z I S _ S I Z E ) ) ) ) / ( e x p ( 2 * P I ) ) / 2 + 1 ) - 0 . 5 ) �%
�%T N E I D A R G _ L A I D A R _ L A I T N E N O P X E _ _ _ _ E X P O N E N T I A L _ R A D I A L _ G R A D I E N T = ( ( ( e x p ( 2 * P I * ( ( c l a m p ( ( E Z I S _ S I Z E * ( s q r t ( 4 ) ) - ( s q r t ( ( ( ( x - N O I T I S O P _ P O S I T I O N . x ) * * 2 ) * ( 4 ) ) + ( ( ( y - N O I T I S O P _ P O S I T I O N . y ) * * 2 ) * ( 4 ) ) ) ) ) / E Z I S _ S I Z E ) ) ) ) / ( e x p ( 2 * P I ) ) / 2 ) ) + ( - ( e x p ( 2 * P I ) ) / e x p ( 2 * P I * ( ( c l a m p ( ( E Z I S _ S I Z E * ( s q r t ( 4 ) - 1 ) - ( s q r t ( ( ( ( x - N O I T I S O P _ P O S I T I O N . x ) * * 2 ) * ( 4 ) ) + ( ( ( y - N O I T I S O P _ P O S I T I O N . y ) * * 2 ) * ( 4 ) ) ) ) ) / E Z I S _ S I Z E ) ) ) ) / ( e x p ( 2 * P I ) ) / 2 + 1 ) - 0 . 5 ) �%
�&
�%( 1 - ( . + ( . , 0 , ( 2 \ ( ( ( ( ( ( ( ( 1 ) * �Z I �_ �I Z �\ ( ( ( ( 1 ) * ( 2 * * ( y . O I T I �O P _ P O �I T I O - y ) ) + ( ( 1 ) * ( 2 * * ( x . O I T I �O P _ P O �I T I O - x ) ) ) ) t r q �) - ( 1 ) * �Z I �_ �I Z �) ) q m a l �!) ) * I P * ( 1 ) ) �o �!- ) ) t r q �) ) ) q m a l �!) + ( 1 , 0 , ( . + 2 \ ( ( ( ( ( ( ( ( 1 ) * �Z I �_ �I Z �\ ( ( ( ( ( 1 ) * ( 2 * * ( y . O I T I �O P _ P O �I T I O - y ) ) ) + ( ( 1 ) * ( 2 * * ( x . O I T I �O P _ P O �I T I O - x ) ) ) ) t r p �) - ( 1 ) * �Z I �_ �I Z �) ) q m a l �!) ) * I P * ( 1 ) ) �o �!) ) t r p �- ) ) ) q m a l �!) = T �I D A /G _ L A I D A /_ L A D I O �U I �O �_ T O O /_ �/A U Q �_ _ _ _ �Q U A /�_ /O O T _ �O �I U �O I D A L _ /A D I A L _ G /A D I �T �%
�%( 1 - ( . + ( . , 0 , ( 2 \ ( ( ( ( ( ( ( ( 1 ) * �Z I �_ �I Z �\ ( ( ( ( 1 ) * ( 2 * * ( y . O I T I �O P _ P O �I T I O - y ) ) + ( ( 1 ) * ( 2 * * ( x . O I T I �O P _ P O �I T I O - x ) ) ) ) t r q �) - ( 1 ) * �Z I �_ �I Z �) ) q m a l �!) ) * I P * ( 1 ) ) �o �!- ) ) t r q �) ) ) q m a l �!) + ( 1 , 0 , ( . + 2 \ ( ( ( ( ( ( ( ( 1 ) * �Z I �_ �I Z �\ ( ( ( ( ( 1 ) * ( 2 * * ( y . O I T I �O P _ P O �I T I O - y ) ) ) + ( ( 1 ) * ( 2 * * ( x . O I T I �O P _ P O �I T I O - x ) ) ) ) t r p �) - ( 1 ) * �Z I �_ �I Z �) ) q m a l �!) ) * I P * ( 1 ) ) �o �!) ) t r p �- ) ) ) q m a l �!) = T �I D A /G _ L A I D A /_ L A D I O �U I �O �_ T O O /_ �/A U Q �_ _ _ _ �Q U A /�_ /O O T _ �O �I U �O I D A L _ /A D I A L _ G /A D I �T �%
��
�%T N E I D A R G _ L A I D A R _ L A D I O S U N I S O C _ T O O R _ E R A U Q S _ _ _ _ S Q U A R E _ R O O T _ C O S I N U S O I D A L _ R A D I A L _ G R A D I E N T = ( c l a m p ( ( ( - s q r t ( ( c o s ( ( 1 ) * P I * ( ( c l a m p ( ( E Z I S _ S I Z E * ( 1 ) - ( s q r t ( ( ( ( x - N O I T I S O P _ P O S I T I O N . x ) * * 2 ) * ( 1 ) ) + ( ( ( y - N O I T I S O P _ P O S I T I O N . y ) * * 2 ) * ( 1 ) ) ) ) ) / E Z I S _ S I Z E * ( 1 ) ) ) ) ) ) ) ) / 2 + . 5 ) , 0 , 1 ) + ( c l a m p ( ( ( s q r t ( ( - c o s ( ( 1 ) * P I * ( ( c l a m p ( ( E Z I S _ S I Z E * ( 1 ) - ( s q r t ( ( ( ( x - N O I T I S O P _ P O S I T I O N . x ) * * 2 ) * ( 1 ) ) + ( ( y - N O I T I S O P _ P O S I T I O N . y ) * * 2 ) * ( 1 ) ) ) ) / E Z I S _ S I Z E * ( 1 ) ) ) ) ) ) ) ) / 2 ) , 0 , . 5 ) + . 5 ) - 1 ) �%
�%T N E I D A R G _ L A I D A R _ L A D I O S U N I S O C _ T O O R _ E R A U Q S _ _ _ _ S Q U A R E _ R O O T _ C O S I N U S O I D A L _ R A D I A L _ G R A D I E N T = ( c l a m p ( ( ( - s q r t ( ( c o s ( ( 1 ) * P I * ( ( c l a m p ( ( E Z I S _ S I Z E * ( 1 ) - ( s q r t ( ( ( ( x - N O I T I S O P _ P O S I T I O N . x ) * * 2 ) * ( 1 ) ) + ( ( ( y - N O I T I S O P _ P O S I T I O N . y ) * * 2 ) * ( 1 ) ) ) ) ) / E Z I S _ S I Z E * ( 1 ) ) ) ) ) ) ) ) / 2 + . 5 ) , 0 , 1 ) + ( c l a m p ( ( ( s q r t ( ( - c o s ( ( 1 ) * P I * ( ( c l a m p ( ( E Z I S _ S I Z E * ( 1 ) - ( s q r t ( ( ( ( x - N O I T I S O P _ P O S I T I O N . x ) * * 2 ) * ( 1 ) ) + ( ( y - N O I T I S O P _ P O S I T I O N . y ) * * 2 ) * ( 1 ) ) ) ) / E Z I S _ S I Z E * ( 1 ) ) ) ) ) ) ) ) / 2 ) , 0 , . 5 ) + . 5 ) - 1 ) �%
�&
�%( . + 2 \ ( ( T �I D A /G _ L A I D A /_ /A �I L _ _ _ _ L I �A /_ /A D I A L _ G /A D I �T ) * I P ) �o �!- ) = T �I D A /G _ L A I D A /_ L A D I O �U I �O �_ _ _ _ �O �I U �O I D A L _ /A D I A L _ G /A D I �T �%
�%( . + 2 \ ( ( T �I D A /G _ L A I D A /_ /A �I L _ _ _ _ L I �A /_ /A D I A L _ G /A D I �T ) * I P ) �o �!- ) = T �I D A /G _ L A I D A /_ L A D I O �U I �O �_ _ _ _ �O �I U �O I D A L _ /A D I A L _ G /A D I �T �%
��
�%T N E I D A R G _ L A I D A R _ L A D I O S U N I S O C _ _ _ _ C O S I N U S O I D A L _ R A D I A L _ G R A D I E N T = ( - c o s ( P I * ( T N E I D A R G _ L A I D A R _ R A E N I L _ _ _ _ L I N E A R _ R A D I A L _ G R A D I E N T ) ) / 2 + . 5 ) �%
�%T N E I D A R G _ L A I D A R _ L A D I O S U N I S O C _ _ _ _ C O S I N U S O I D A L _ R A D I A L _ G R A D I E N T = ( - c o s ( P I * ( T N E I D A R G _ L A I D A R _ R A E N I L _ _ _ _ L I N E A R _ R A D I A L _ G R A D I E N T ) ) / 2 + . 5 ) �%
�&
�%( ( �Z I �_ �I Z �\ ( ( ( ( 2 * * ( y . O I T I �O P _ P O �I T I O - y ) ) + ( 2 * * ( x . O I T I �O P _ P O �I T I O - x ) ) ) t r p �) - �Z I �_ �I Z �) ) q m a l �!) = T �I D A /G _ L A I D A /_ /A �I L _ _ _ _ L I �A /_ /A D I A L _ G /A D I �T �%
�%( ( �Z I �_ �I Z �\ ( ( ( ( 2 * * ( y . O I T I �O P _ P O �I T I O - y ) ) + ( 2 * * ( x . O I T I �O P _ P O �I T I O - x ) ) ) t r p �) - �Z I �_ �I Z �) ) q m a l �!) = T �I D A /G _ L A I D A /_ /A �I L _ _ _ _ L I �A /_ /A D I A L _ G /A D I �T �%
��
�%T N E I D A R G _ L A I D A R _ R A E N I L _ _ _ _ L I N E A R _ R A D I A L _ G R A D I E N T = ( c l a m p ( ( E Z I S _ S I Z E - ( s q r t ( ( ( x - N O I T I S O P _ P O S I T I O N . x ) * * 2 ) + ( ( y - N O I T I S O P _ P O S I T I O N . y ) * * 2 ) ) ) ) / E Z I S _ S I Z E ) ) �%
�%T N E I D A R G _ L A I D A R _ R A E N I L _ _ _ _ L I N E A R _ R A D I A L _ G R A D I E N T = ( c l a m p ( ( E Z I S _ S I Z E - ( s q r t ( ( ( x - N O I T I S O P _ P O S I T I O N . x ) * * 2 ) + ( ( y - N O I T I S O P _ P O S I T I O N . y ) * * 2 ) ) ) ) / E Z I S _ S I Z E ) ) �%
�&
�% �n o i ��Xr q x X- Xv a w - Xk u n \ M �$�. �$�/A ��$/�M A �\ \ : P T T H �%
�% �n o i ��Xr q x X- Xv a w - Xk u n \ M �$�. �$�/A ��$/�M A �\ \ : P T T H �%
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�% H T T P : / / C A M E R �$N C A R S �$N . C �$M / n u k e - w a v e - e x p r e s s i o n s �%
�% H T T P : / / C A M E R �$N C A R S �$N . C �$M / n u k e - w a v e - e x p r e s s i o n s �%
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�% �!1 l l /u \ i \ M �$�. �L I P G M I \ \ : P T T H �%
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�% F M O q V I \ i \ M �$�. �L I P G M I \ \ : P T T H �%
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�% D A �O /I \ D �Z I L A I ��P �- G I /��I G �\ �/A W T F O �\ /I . Y L D A �$L W �$D \ \ : P T T H �%
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�% H T T P : / / D �$W N L �$A D L Y . I R / S O F T W A R E / E N G I N E E R I N G - S P E C I A L I Z E D / I R O N C A D �%
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�%# 1 9 _ 4 6 8 7 5 # �%# P O W E R # �%# R O O T # �%# C O S I N E # �%# G R A D I E N T # �%# W H I T E # �%# S H A D E R # �%
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{
;
( ( ( O _ /�W O P _ O _ P O W �/_ O ) \ . 1 , ( ( ( . 1 - ( . 1 + ( ( ( ( I , ) t o b ) * I P _ M * . ) �o �!) t r p �- ) ) * I P _ M * . ) �o �!) ) w o q )
= O _ /�D A H �_ O _ �H A D �/_ O
}
(
0 . 0 = O _ /�D A H �_ O _ �H A D �/_ O t a o l f t u q t u o
, 7 8 �4 . 9 1 = O _ /�W O P _ O _ P O W �/_ O t a o l f
)
O _ /�D A H �_ �T I H W _ T �I D A /G _ �I �O �_ T O O /_ /�W O P _ O _ P O W �/_ /O O T _ �O �I �_ G /A D I �T _ W H I T �_ �H A D �/_ O r Xb a h �
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{
;
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= O _ /�D A H �_ O _ �H A D �/_ O
}
(
0 . 0 = O _ /�D A H �_ O _ �H A D �/_ O t a o l f t u q t u o
, 7 8 �4 . 9 1 = O _ /�W O P _ O _ P O W �/_ O t a o l f
)
O _ /�D A H �_ �T I H W _ T �I D A /G _ �I �O �_ T O O /_ /�W O P _ O _ P O W �/_ /O O T _ �O �I �_ G /A D I �T _ W H I T �_ �H A D �/_ O r Xb a h �
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s h a d e r O _ R E D A H S _ E T I H W _ T N E I D A R G _ E N I S O C _ T O O R _ R E W O P _ O _ P O W E R _ R O O T _ C O S I N E _ G R A D I E N T _ W H I T E _ S H A D E R _ O
(
f l o a t O _ R E W O P _ O _ P O W E R _ O = 1 9 . 4 6 8 7 5 ,
o u t p u t f l o a t O _ R E D A H S _ O _ S H A D E R _ O = 0 . 0
)
{
O _ R E D A H S _ O _ S H A D E R _ O =
( p o w ( ( c o s ( . 5 * M _ P I * ( ( - s q r t ( c o s ( . 5 * M _ P I * ( d o t ( N , I ) ) ) ) + 1 . ) - 1 . ) ) ) , 1 . / ( O _ R E W O P _ O _ P O W E R _ O ) ) )
;
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s h a d e r O _ R E D A H S _ E T I H W _ T N E I D A R G _ E N I S O C _ T O O R _ R E W O P _ O _ P O W E R _ R O O T _ C O S I N E _ G R A D I E N T _ W H I T E _ S H A D E R _ O
(
f l o a t O _ R E W O P _ O _ P O W E R _ O = 1 9 . 4 6 8 7 5 ,
o u t p u t f l o a t O _ R E D A H S _ O _ S H A D E R _ O = 0 . 0
)
{
O _ R E D A H S _ O _ S H A D E R _ O =
( p o w ( ( c o s ( . 5 * M _ P I * ( ( - s q r t ( c o s ( . 5 * M _ P I * ( d o t ( N , I ) ) ) ) + 1 . ) - 1 . ) ) ) , 1 . / ( O _ R E W O P _ O _ P O W E R _ O ) ) )
;
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O _ /�D A H �_ �T I H W _ T �I D A /G _ �I �O �_ T O O /_ /�W O P _ O _ P O W �/_ /O O T _ �O �I �_ G /A D I �T _ W H I T �_ �H A D �/_ O r Xb a h �
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{
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= O _ /�D A H �_ O _ �H A D �/_ O
}
(
0 . 0 = O _ /�D A H �_ O _ �H A D �/_ O t a o l f t u q t u o
, 7 8 �4 . 9 1 = O _ /�W O P _ O _ P O W �/_ O t a o l f
)
O _ /�D A H �_ �T I H W _ T �I D A /G _ �I �O �_ T O O /_ /�W O P _ O _ P O W �/_ /O O T _ �O �I �_ G /A D I �T _ W H I T �_ �H A D �/_ O r Xb a h �
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s h a d e r O _ R E D A H S _ E T I H W _ T N E I D A R G _ E N I S O C _ T O O R _ R E W O P _ O _ P O W E R _ R O O T _ C O S I N E _ G R A D I E N T _ W H I T E _ S H A D E R _ O
(
f l o a t O _ R E W O P _ O _ P O W E R _ O = 1 9 . 4 6 8 7 5 ,
o u t p u t f l o a t O _ R E D A H S _ O _ S H A D E R _ O = 0 . 0
)
{
O _ R E D A H S _ O _ S H A D E R _ O =
( p o w ( ( c o s ( . 5 * M _ P I * ( ( - s q r t ( c o s ( . 5 * M _ P I * ( d o t ( N , I ) ) ) ) + 1 . ) - 1 . ) ) ) , 1 . / ( O _ R E W O P _ O _ P O W E R _ O ) ) )
;
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s h a d e r O _ R E D A H S _ E T I H W _ T N E I D A R G _ E N I S O C _ T O O R _ R E W O P _ O _ P O W E R _ R O O T _ C O S I N E _ G R A D I E N T _ W H I T E _ S H A D E R _ O
(
f l o a t O _ R E W O P _ O _ P O W E R _ O = 1 9 . 4 6 8 7 5 ,
o u t p u t f l o a t O _ R E D A H S _ O _ S H A D E R _ O = 0 . 0
)
{
O _ R E D A H S _ O _ S H A D E R _ O =
( p o w ( ( c o s ( . 5 * M _ P I * ( ( - s q r t ( c o s ( . 5 * M _ P I * ( d o t ( N , I ) ) ) ) + 1 . ) - 1 . ) ) ) , 1 . / ( O _ R E W O P _ O _ P O W E R _ O ) ) )
;
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�%( ( �Z I �_ �I Z �\ ( ( ( ( 2 * * ( y . O I T I �O P _ P O �I T I O - y ) ) + ( 2 * * ( x . O I T I �O P _ P O �I T I O - x ) ) ) t r p �) - �Z I �_ �I Z �) ) q m a l �!) = T �I D A /G _ L A I D A /_ /A �I L _ _ _ _ L I �A /_ /A D I A L _ G /A D I �T �%
�%( ( �Z I �_ �I Z �\ ( ( ( ( 2 * * ( y . O I T I �O P _ P O �I T I O - y ) ) + ( 2 * * ( x . O I T I �O P _ P O �I T I O - x ) ) ) t r p �) - �Z I �_ �I Z �) ) q m a l �!) = T �I D A /G _ L A I D A /_ /A �I L _ _ _ _ L I �A /_ /A D I A L _ G /A D I �T �%
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�%T N E I D A R G _ L A I D A R _ R A E N I L _ _ _ _ L I N E A R _ R A D I A L _ G R A D I E N T = ( c l a m p ( ( E Z I S _ S I Z E - ( s q r t ( ( ( x - N O I T I S O P _ P O S I T I O N . x ) * * 2 ) + ( ( y - N O I T I S O P _ P O S I T I O N . y ) * * 2 ) ) ) ) / E Z I S _ S I Z E ) ) �%
�%T N E I D A R G _ L A I D A R _ R A E N I L _ _ _ _ L I N E A R _ R A D I A L _ G R A D I E N T = ( c l a m p ( ( E Z I S _ S I Z E - ( s q r t ( ( ( x - N O I T I S O P _ P O S I T I O N . x ) * * 2 ) + ( ( y - N O I T I S O P _ P O S I T I O N . y ) * * 2 ) ) ) ) / E Z I S _ S I Z E ) ) �%
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�%( . + 2 \ ( ( T �I D A /G _ L A I D A /_ /A �I L _ _ _ _ L I �A /_ /A D I A L _ G /A D I �T ) * I P ) �o �!- ) = T �I D A /G _ L A I D A /_ L A D I O �U I �O �_ _ _ _ �O �I U �O I D A L _ /A D I A L _ G /A D I �T �%
�%( . + 2 \ ( ( T �I D A /G _ L A I D A /_ /A �I L _ _ _ _ L I �A /_ /A D I A L _ G /A D I �T ) * I P ) �o �!- ) = T �I D A /G _ L A I D A /_ L A D I O �U I �O �_ _ _ _ �O �I U �O I D A L _ /A D I A L _ G /A D I �T �%
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�%T N E I D A R G _ L A I D A R _ L A D I O S U N I S O C _ _ _ _ C O S I N U S O I D A L _ R A D I A L _ G R A D I E N T = ( - c o s ( P I * ( T N E I D A R G _ L A I D A R _ R A E N I L _ _ _ _ L I N E A R _ R A D I A L _ G R A D I E N T ) ) / 2 + . 5 ) �%
�%T N E I D A R G _ L A I D A R _ L A D I O S U N I S O C _ _ _ _ C O S I N U S O I D A L _ R A D I A L _ G R A D I E N T = ( - c o s ( P I * ( T N E I D A R G _ L A I D A R _ R A E N I L _ _ _ _ L I N E A R _ R A D I A L _ G R A D I E N T ) ) / 2 + . 5 ) �%
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�%( 1 - ( . + ( . , 0 , ( 2 \ ( ( ( ( ( ( ( ( 1 ) * �Z I �_ �I Z �\ ( ( ( ( 1 ) * ( 2 * * ( y . O I T I �O P _ P O �I T I O - y ) ) + ( ( 1 ) * ( 2 * * ( x . O I T I �O P _ P O �I T I O - x ) ) ) ) t r q �) - ( 1 ) * �Z I �_ �I Z �) ) q m a l �!) ) * I P * ( 1 ) ) �o �!- ) ) t r q �) ) ) q m a l �!) + ( 1 , 0 , ( . + 2 \ ( ( ( ( ( ( ( ( 1 ) * �Z I �_ �I Z �\ ( ( ( ( ( 1 ) * ( 2 * * ( y . O I T I �O P _ P O �I T I O - y ) ) ) + ( ( 1 ) * ( 2 * * ( x . O I T I �O P _ P O �I T I O - x ) ) ) ) t r p �) - ( 1 ) * �Z I �_ �I Z �) ) q m a l �!) ) * I P * ( 1 ) ) �o �!) ) t r p �- ) ) ) q m a l �!) = T �I D A /G _ L A I D A /_ L A D I O �U I �O �_ T O O /_ �/A U Q �_ _ _ _ �Q U A /�_ /O O T _ �O �I U �O I D A L _ /A D I A L _ G /A D I �T �%
�%( 1 - ( . + ( . , 0 , ( 2 \ ( ( ( ( ( ( ( ( 1 ) * �Z I �_ �I Z �\ ( ( ( ( 1 ) * ( 2 * * ( y . O I T I �O P _ P O �I T I O - y ) ) + ( ( 1 ) * ( 2 * * ( x . O I T I �O P _ P O �I T I O - x ) ) ) ) t r q �) - ( 1 ) * �Z I �_ �I Z �) ) q m a l �!) ) * I P * ( 1 ) ) �o �!- ) ) t r q �) ) ) q m a l �!) + ( 1 , 0 , ( . + 2 \ ( ( ( ( ( ( ( ( 1 ) * �Z I �_ �I Z �\ ( ( ( ( ( 1 ) * ( 2 * * ( y . O I T I �O P _ P O �I T I O - y ) ) ) + ( ( 1 ) * ( 2 * * ( x . O I T I �O P _ P O �I T I O - x ) ) ) ) t r p �) - ( 1 ) * �Z I �_ �I Z �) ) q m a l �!) ) * I P * ( 1 ) ) �o �!) ) t r p �- ) ) ) q m a l �!) = T �I D A /G _ L A I D A /_ L A D I O �U I �O �_ T O O /_ �/A U Q �_ _ _ _ �Q U A /�_ /O O T _ �O �I U �O I D A L _ /A D I A L _ G /A D I �T �%
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�%T N E I D A R G _ L A I D A R _ L A D I O S U N I S O C _ T O O R _ E R A U Q S _ _ _ _ S Q U A R E _ R O O T _ C O S I N U S O I D A L _ R A D I A L _ G R A D I E N T = ( c l a m p ( ( ( - s q r t ( ( c o s ( ( 1 ) * P I * ( ( c l a m p ( ( E Z I S _ S I Z E * ( 1 ) - ( s q r t ( ( ( ( x - N O I T I S O P _ P O S I T I O N . x ) * * 2 ) * ( 1 ) ) + ( ( ( y - N O I T I S O P _ P O S I T I O N . y ) * * 2 ) * ( 1 ) ) ) ) ) / E Z I S _ S I Z E * ( 1 ) ) ) ) ) ) ) ) / 2 + . 5 ) , 0 , 1 ) + ( c l a m p ( ( ( s q r t ( ( - c o s ( ( 1 ) * P I * ( ( c l a m p ( ( E Z I S _ S I Z E * ( 1 ) - ( s q r t ( ( ( ( x - N O I T I S O P _ P O S I T I O N . x ) * * 2 ) * ( 1 ) ) + ( ( y - N O I T I S O P _ P O S I T I O N . y ) * * 2 ) * ( 1 ) ) ) ) / E Z I S _ S I Z E * ( 1 ) ) ) ) ) ) ) ) / 2 ) , 0 , . 5 ) + . 5 ) - 1 ) �%
�%T N E I D A R G _ L A I D A R _ L A D I O S U N I S O C _ T O O R _ E R A U Q S _ _ _ _ S Q U A R E _ R O O T _ C O S I N U S O I D A L _ R A D I A L _ G R A D I E N T = ( c l a m p ( ( ( - s q r t ( ( c o s ( ( 1 ) * P I * ( ( c l a m p ( ( E Z I S _ S I Z E * ( 1 ) - ( s q r t ( ( ( ( x - N O I T I S O P _ P O S I T I O N . x ) * * 2 ) * ( 1 ) ) + ( ( ( y - N O I T I S O P _ P O S I T I O N . y ) * * 2 ) * ( 1 ) ) ) ) ) / E Z I S _ S I Z E * ( 1 ) ) ) ) ) ) ) ) / 2 + . 5 ) , 0 , 1 ) + ( c l a m p ( ( ( s q r t ( ( - c o s ( ( 1 ) * P I * ( ( c l a m p ( ( E Z I S _ S I Z E * ( 1 ) - ( s q r t ( ( ( ( x - N O I T I S O P _ P O S I T I O N . x ) * * 2 ) * ( 1 ) ) + ( ( y - N O I T I S O P _ P O S I T I O N . y ) * * 2 ) * ( 1 ) ) ) ) / E Z I S _ S I Z E * ( 1 ) ) ) ) ) ) ) ) / 2 ) , 0 , . 5 ) + . 5 ) - 1 ) �%
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�%( 1 - ( . + ( . , 0 , ( 2 \ ( ( ( ( ( ( ( ( 1 ) * �Z I �_ �I Z �\ ( ( ( ( 1 ) * ( 2 * * ( y . O I T I �O P _ P O �I T I O - y ) ) + ( ( 1 ) * ( 2 * * ( x . O I T I �O P _ P O �I T I O - x ) ) ) ) t r q �) - ( 1 ) * �Z I �_ �I Z �) ) q m a l �!) ) * I P * ( 1 ) ) �o �!- ) ) t r q �) ) ) q m a l �!) + ( 1 , 0 , ( . + 2 \ ( ( ( ( ( ( ( ( 1 ) * �Z I �_ �I Z �\ ( ( ( ( ( 1 ) * ( 2 * * ( y . O I T I �O P _ P O �I T I O - y ) ) ) + ( ( 1 ) * ( 2 * * ( x . O I T I �O P _ P O �I T I O - x ) ) ) ) t r p �) - ( 1 ) * �Z I �_ �I Z �) ) q m a l �!) ) * I P * ( 1 ) ) �o �!) ) t r p �- ) ) ) q m a l �!) = T �I D A /G _ L A I D A /_ L A D I O �U I �O �_ T O O /_ �/A U Q �_ _ _ _ �Q U A /�_ /O O T _ �O �I U �O I D A L _ /A D I A L _ G /A D I �T �%
�%( 1 - ( . + ( . , 0 , ( 2 \ ( ( ( ( ( ( ( ( 1 ) * �Z I �_ �I Z �\ ( ( ( ( 1 ) * ( 2 * * ( y . O I T I �O P _ P O �I T I O - y ) ) + ( ( 1 ) * ( 2 * * ( x . O I T I �O P _ P O �I T I O - x ) ) ) ) t r q �) - ( 1 ) * �Z I �_ �I Z �) ) q m a l �!) ) * I P * ( 1 ) ) �o �!- ) ) t r q �) ) ) q m a l �!) + ( 1 , 0 , ( . + 2 \ ( ( ( ( ( ( ( ( 1 ) * �Z I �_ �I Z �\ ( ( ( ( ( 1 ) * ( 2 * * ( y . O I T I �O P _ P O �I T I O - y ) ) ) + ( ( 1 ) * ( 2 * * ( x . O I T I �O P _ P O �I T I O - x ) ) ) ) t r p �) - ( 1 ) * �Z I �_ �I Z �) ) q m a l �!) ) * I P * ( 1 ) ) �o �!) ) t r p �- ) ) ) q m a l �!) = T �I D A /G _ L A I D A /_ L A D I O �U I �O �_ T O O /_ �/A U Q �_ _ _ _ �Q U A /�_ /O O T _ �O �I U �O I D A L _ /A D I A L _ G /A D I �T �%
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�%T N E I D A R G _ L A I D A R _ L A D I O S U N I S O C _ T O O R _ E R A U Q S _ _ _ _ S Q U A R E _ R O O T _ C O S I N U S O I D A L _ R A D I A L _ G R A D I E N T = ( c l a m p ( ( ( - s q r t ( ( c o s ( ( 1 ) * P I * ( ( c l a m p ( ( E Z I S _ S I Z E * ( 1 ) - ( s q r t ( ( ( ( x - N O I T I S O P _ P O S I T I O N . x ) * * 2 ) * ( 1 ) ) + ( ( ( y - N O I T I S O P _ P O S I T I O N . y ) * * 2 ) * ( 1 ) ) ) ) ) / E Z I S _ S I Z E * ( 1 ) ) ) ) ) ) ) ) / 2 + . 5 ) , 0 , 1 ) + ( c l a m p ( ( ( s q r t ( ( - c o s ( ( 1 ) * P I * ( ( c l a m p ( ( E Z I S _ S I Z E * ( 1 ) - ( s q r t ( ( ( ( x - N O I T I S O P _ P O S I T I O N . x ) * * 2 ) * ( 1 ) ) + ( ( y - N O I T I S O P _ P O S I T I O N . y ) * * 2 ) * ( 1 ) ) ) ) / E Z I S _ S I Z E * ( 1 ) ) ) ) ) ) ) ) / 2 ) , 0 , . 5 ) + . 5 ) - 1 ) �%
�%T N E I D A R G _ L A I D A R _ L A D I O S U N I S O C _ T O O R _ E R A U Q S _ _ _ _ S Q U A R E _ R O O T _ C O S I N U S O I D A L _ R A D I A L _ G R A D I E N T = ( c l a m p ( ( ( - s q r t ( ( c o s ( ( 1 ) * P I * ( ( c l a m p ( ( E Z I S _ S I Z E * ( 1 ) - ( s q r t ( ( ( ( x - N O I T I S O P _ P O S I T I O N . x ) * * 2 ) * ( 1 ) ) + ( ( ( y - N O I T I S O P _ P O S I T I O N . y ) * * 2 ) * ( 1 ) ) ) ) ) / E Z I S _ S I Z E * ( 1 ) ) ) ) ) ) ) ) / 2 + . 5 ) , 0 , 1 ) + ( c l a m p ( ( ( s q r t ( ( - c o s ( ( 1 ) * P I * ( ( c l a m p ( ( E Z I S _ S I Z E * ( 1 ) - ( s q r t ( ( ( ( x - N O I T I S O P _ P O S I T I O N . x ) * * 2 ) * ( 1 ) ) + ( ( y - N O I T I S O P _ P O S I T I O N . y ) * * 2 ) * ( 1 ) ) ) ) / E Z I S _ S I Z E * ( 1 ) ) ) ) ) ) ) ) / 2 ) , 0 , . 5 ) + . 5 ) - 1 ) �%
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�% �K U 0 2 % Y /D U O F \ �$I . �T �//�$T . H �/A ��\ \ : P T T H �%
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