/ /   
 
 D r i v e = ܴ|t
 
 S e l e c t   U S B   M e m o r y = U S B   T|   X8. 
 
 
 
 / /   X    Tt
 
 O P E N = 0
 
 L A B E L I N G = |
 
 L A Y O U T = tD
 
 M U L T I V I E W = @
 
 M A P P I N G = Q
 
 C H A N N E L = D
 
 S A V E =  ȥ
 
 I M A G E = t
 
 L O G O = \
 
 
 
 / /   |
 
 / / L A B E L I N G = |
 
 I n p u t   S o u r c e = %  
 
 L a b e l   N a m e = |  tǄ
 
 I n p u t = %
 
 D E F A U L T = 0T
 
 V S 1 0   R E A R   I N P U T = V S 1 0   t  %
 
 
 
 / /   tD
 
 / / L A Y O U T = tD
 
 V I E W   T Y P E =   X
 
 A l l = Ȁ
 
 1 0   v i e w = 1 0   
 
 1 3   v i e w = 1 3   
 
 1 6   v i e w = 1 6   
 
 C H A N G E   L A Y O U T = tD  
 
 C U R R E N T   L A Y O U T = ֬  tD
 
 C U R R E N T   L A Y O U T =   tD
 
 A P P L Y = ȩ
 
 C A N C E L = ͌
 
 Z o o m = D(
 
 
 
 / /   @
 
 M u l t i v i e w   L a y o u t = @  tD
 
 S h o w   P G M / P V W   T e x t = լ/ \  MѤ¸  t0
 
 S h o w   T e x t   B a r = MѤ¸    t0
 
 
 
 / /   Q
 
 C O N T R O L L E R = Xϸd
 
 
 
 / /   D
 
 C O L O R   B G =   0
 
 
 
 / /    ȥ
 
 S a v e   c o n f i g u r a t i o n = $   ȥ
 
 S l o t = o
 
 N a m e = tǄ
 
 
 
 / /   0
 
 O p e n   c o n f i g u r a t i o n = $  $0
 
 
 
 / /   t
 
 M E D I A = 
 
 S a v e   i m a g e s = t   ȥ
 
 U S E R   I M A G E S = Ɛ  t
 
 C o l o r   C h n   ( F i l l ) = D( D) 
 
 A l p h a   C h n   ( K e y ) = LD( ) 
 
 C l i c k   t o   o p e n   i m a g e s . . . = t|  $$t  tЭX8. . . 
 
 F i t   t o   1 9 2 0 x 1 0 8 0 = 1 9 2 0 x 1 0 8 0   l0\
 
 F i t   t o   1 2 8 0 x 7 2 0 = 1 2 8 0 x 7 2 0   l0\
 
 K e e p   o r i g i n a l   s i z e =   l0   
 
 F r a m e = 
 
 
 
 / /   \
 
 S a v e   l o g o   i m a g e s = \  t   ȥ
 
 L O G O   I M A G E S = \  t