;   P l e a s e   d o   n o t   r e m o v e !   T h i s   l i n e   i s   r e q u i r e d   b y   W i n n t 4 . 
 
 
 
 [ C o n f i g ] 
 
 A l l T e x t A s G r a p h i c s = 0 
 
 P r e v i e w I m a g e = 1 
 
 U s e C o l o r P r o f i l e = 1 
 
 D u m p E n t i r e B i t m a p = 1 
 
 W a r n B a d O r i e n t a t i o n = 1 
 
 P S B i t m a p F o n t L i m i t = 8 
 
 P S B i t m a p F o n t S i z e T h r e s h o l d = 7 5 
 
 P S C o m p l e x i t y T h r e s h o l d = 1 5 0 0 
 
 P S O v e r p r i n t B l a c k L i m i t = 9 5 
 
 P S R e g i s t r a t i o n M a r k T y p e = 0 
 
 P S C o m p o s i t e C M Y K M a r k s = 1 
 
 P S D o w n l o a d T y p e 1 F o n t s = 1 
 
 P S C o n v e r t T r u e T y p e T o T y p e 1 = 1 
 
 P S S p o t F o u n t a i n s A s P r o c e s s = 0 
 
 P S C o l o r B i t m a p s A s G r a y s c a l e = 1 
 
 P S 2 S t r o k e A d j u s t = 1 
 
 P S C o n f o r m T o D S C = 0 
 
 F u l l I m a g e D r a g = 1 
 
 D o B a n d i n g = 0 
 
 U n i t = 1 
 
 U s e L Z W C o m p r e s s i o n = 0 
 
 P S R e n d e r P a t t e r n s = 0 
 
 U s e D e l a y R e n d e r = 1 
 
 
 
 [ P S D r i v e r s ] 
 
 p s c r i p t = 1 
 
 
 
 [ P S S c r e e n S e t s ] 
 
 A G F A D . I N I = A G F A   B a l a n c e d   S c r e e n i n g   -   D o t 
 
 A G F A E . I N I = A G F A   B a l a n c e d   S c r e e n i n g   -   E l l i p s e 
 
 R T 2 3 0 . I N I = R T   S c r e e n i n g   -   L i n o   2 3 0 / 2 0 0 
 
 R T 2 6 0 . I N I = R T   S c r e e n i n g   -   L i n o   2 6 0 
 
 R T 3 0 0 . I N I = R T   S c r e e n i n g   -   L i n o   3 0 0 
 
 R T 3 3 0 . I N I = R T   S c r e e n i n g   -   L i n o   3 3 0 
 
 R T 5 0 0 . I N I = R T   S c r e e n i n g   -   L i n o   5 0 0 
 
 R T 5 3 0 . I N I = R T   S c r e e n i n g   -   L i n o   5 3 0 
 
 R T 6 3 0 . I N I = R T   S c r e e n i n g   -   L i n o   6 3 0 
 
 H Q S 2 3 0 . I N I = H Q S   S c r e e n i n g   -   L i n o   2 3 0 
 
 H Q S 2 6 0 . I N I = H Q S   S c r e e n i n g   -   L i n o   2 6 0 
 
 H Q S 3 0 0 . I N I = H Q S   S c r e e n i n g   -   L i n o   3 0 0 
 
 H Q S 3 3 0 . I N I = H Q S   S c r e e n i n g   -   L i n o   3 3 0 
 
 H Q S 5 0 0 . I N I = H Q S   S c r e e n i n g   -   L i n o   5 0 0 
 
 H Q S 5 3 0 . I N I = H Q S   S c r e e n i n g   -   L i n o   5 3 0 
 
 H Q S 6 3 0 . I N I = H Q S   S c r e e n i n g   -   L i n o   6 3 0 
 
 
 
 [ P S S c r e e n F r e q D e f a u l t s ] 
 
 3 0 0 = 6 0 
 
 6 0 0 = 8 0 
 
 1 0 0 0 = 1 0 0 
 
 1 2 0 0 = 1 3 3 
 
 1 2 7 0 = 1 3 3 
 
 1 6 9 3 = 1 3 3 
 
 2 5 4 0 = 1 5 0 
 
 3 3 8 6 = 2 0 0 
 
 
 
 [ U R L s ] 
 
 & w w w . c o r e l . c o m = h t t p : / / w w w . c o r e l . c o m 
 
 & P r e p a r i n g   O u t p u t = h t t p : / / w w w . c o r e l . c o m / p a r t n e r s _ d e v e l o p e r s / c a s b / s e r v i c e b / p u t t o g e t h e r / 
 
 & T e c h n i c a l   S u p p o r t = h t t p : / / w w w . c o r e l . c o m / s u p p o r t / i n d e x . h t m 
 
 C o r e l   & f t p   s i t e = f t p : / / f t p . c o r e l . c o m / p u b / 
 
 C o r e l   & N e w s g r o u p s = h t t p : / / w w w . c o r e l . c o m / s u p p o r t / n e w s g r o u p . h t m 
 
 