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