c e n r e p 
 
 v e r s i o n   1 
 
 [ o w n e r ] 
 
 0 x 2 0 0 0 B 5 C 2 
 
 [ d e f a u l t m e t a ] 
 
   0 
 
 [ p l a t s e c ] 
 
 
 
 [ M a i n ] 
 
 0 x 1   s t r i n g   " c n t d b : / / c : c o n t a c t s . c d b "   0   c a p _ r d = a l w a y s p a s s   c a p _ w r = a l w a y s f a i l 
 
 0 x 2   s t r i n g   " c n t d b : / / c : c o n t a c t s . g d b "   0   c a p _ r d = a l w a y s p a s s   c a p _ w r = a l w a y s f a i l 
 
 0 x 3   s t r i n g   " s i m : / / g l o b a l _ a d n "   0   c a p _ r d = a l w a y s p a s s   c a p _ w r = a l w a y s f a i l 
 
 0 x 4   s t r i n g   " s i m : / / g l o b a l _ f d n "   0   c a p _ r d = a l w a y s p a s s   c a p _ w r = a l w a y s f a i l 
 
 0 x 5   s t r i n g   " s i m : / / g l o b a l _ s d n "   0   c a p _ r d = a l w a y s p a s s   c a p _ w r = a l w a y s f a i l 
 
 0 x 6   s t r i n g   " "   0   c a p _ r d = a l w a y s p a s s   c a p _ w r = a l w a y s f a i l 
 
 0 x 7   s t r i n g   " "   0   c a p _ r d = a l w a y s p a s s   c a p _ w r = a l w a y s f a i l 
 
 0 x 8   s t r i n g   " "   0   c a p _ r d = a l w a y s p a s s   c a p _ w r = a l w a y s f a i l 
 
 0 x 9   i n t   6   0   c a p _ r d = a l w a y s p a s s   c a p _ w r = a l w a y s f a i l 
 
 0 x A   i n t   4   0   c a p _ r d = a l w a y s p a s s   c a p _ w r = a l w a y s f a i l 
 
 0 x B   i n t   2 7   0   c a p _ r d = a l w a y s p a s s   c a p _ w r = a l w a y s f a i l 
 
 0 x C   i n t   1 0   0   c a p _ r d = a l w a y s p a s s   c a p _ w r = a l w a y s f a i l 
 
 0 x D   i n t   1 6   0   c a p _ r d = a l w a y s p a s s   c a p _ w r = a l w a y s f a i l 
 
 0 x E   i n t   3 3   0   c a p _ r d = a l w a y s p a s s   c a p _ w r = a l w a y s f a i l 
 
 0 x F   i n t   5 1   0   c a p _ r d = a l w a y s p a s s   c a p _ w r = a l w a y s f a i l 
 
 0 x 1 0   i n t   0   0   c a p _ r d = a l w a y s p a s s   c a p _ w r = a l w a y s f a i l 
 
 