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 L a b e l 1 9 = 	 
 
 L a b e l 2 0 = 	 
 
 L a b e l 2 1 = 	 
 
 L a b e l 2 2 = 	 
 
 L a b e l 2 3 = 	   
 
 I m p o r t = 	   
 
 I m p o r t 2 = 	     ( * . C S V ) 
 
 L 0 = 	 
 
 L 1 = 	 
 
 L 2 = 	   
 
 L 3 = 	 .   .   
 
 L 4 = 	 .   
 
 L 5 = 	   
 
 L 5 a = 	   
 
 L 6 = 	   
 
 L 7 = 	         
 
 L 8 = 	         
 
 L 9 = 	 .   
 
 	 
 
 [ F G e t P a r L i n e ] 	 
 
 C a d r e 1 = 	 
 
 O p t i o n 1 ( 0 ) = 	     
 
 O p t i o n 1 ( 1 ) = 	     .     
 
 O p t i o n 1 ( 2 ) = 	     : 
 
 O p t i o n 1 a ( 0 ) = 	                 
 
 O p t i o n 1 a ( 1 ) = 	               
 
 O p t i o n 1 a ( 2 ) = 	               
 
 O p t i o n 1 b ( 0 ) = 	       
 
 O p t i o n 1 b ( 1 ) = 	     .     
 
 O p t i o n 1 b ( 2 ) = 	       
 
 V a l i d = 	 
 
 O p t i o n 1 c ( 0 ) = 	           
 
 O p t i o n 1 c ( 1 ) = 	       
 
 O p t i o n 1 c ( 2 ) = 	     : 
 
 	 
 
 [ F G e t P a r B V ] 	 
 
 F o r m = 	 M e s s a g e s   p u r g e 
 
 C a d r e 1 = 	 M a i l   B o x e s 
 
 O p t i o n 1 ( 0 ) = 	 & A l l 
 
 O p t i o n 1 ( 1 ) = 	 & S e l e c t e d   m a i l   b o x 
 
 O p t i o n 1 ( 2 ) = 	 & M a i l   b o x e s 
 
 	 
 
 [ F M V M e n u ] 	 
 
 F o r m = 	 V O I C E   M A I L 
 
 F o r m 2 = 	 V O I C E   M A I L 
 
 L a b e l ( 0 ) = 	 M a i l   b o x   m a n a g e m e n t 
 
 L a b e l ( 2 ) = 	 D i s t r i b u t i o n   l i s t 
 
 L a b e l ( 1 ) = 	 G e n e r a l   p a r a m e t e r s 
 
 L a b e l ( 3 ) = 	 S t a t i s t i c s 
 
 	 
 
 [ F A p p l i ] 	 
 
 T i t r e ( 0 ) = 	 A p p l i c a t i o n   r e l a t e d   p a r a m e t e r s 
 
 T i t r e ( 1 ) = 	 A p p l i c a t i o n   r e l a t e d   d a t a 
 
 L a b e l 1 ( 0 ) = 	 S t a r t i n g   c e l l : 
 
 L a b e l 1 ( 1 ) = 	 H e a d i n g 
 
 L a b e l 1 ( 2 ) = 	 V a l u e 
 
 L a b e l 1 ( 3 ) = 	 " M a x i m u m   c o n n e c t i o n   t i m e ,   i n   m i n u t e s : " 
 
 L a b e l 1 ( 4 ) = 	 E n d i n g   c e l l : 
 
 L a b e l 1 ( 5 ) = 	 " P a u s e   b e t w e e n   f i g u r e s ,   i n   s e c o n d s : " 
 
 L a b e l 1 ( 6 ) = 	 A p p l i c a t i o n   c l a s s : 
 
 L a b e l 1 ( 7 ) = 	 T r a c e : 
 
 	 
 
 [ F M V P a r G e n ] 	 
 
 F o r m = 	 V o i c e   m a i l   -   g e n e r a l   p a r a m e t e r s 
 
 C a d r e 1 = 	 G e n e r a l   p a r a m e t e r s 
 
 C a d r e 2 = 	 L e v e l s   o f   m e s s a g e   s t o r a g e   m a x i m u m   L e n g t h   
 
 C a d r e 3 = 	 M a i l   b o x   n u m b e r   f o r m a t s 
 
 L a b e l ( 0 ) = 	 V o i c e   e n c o d i n g   t y p e : 
 
 L a b e l ( 1 ) = 	 P B X   i n t e r a c t i o n   t y p e : 
 
 L a b e l ( 2 ) = 	 M i n i m u m   v o i c e   m e s s a g e     l e n g t h : 
 
 L a b e l ( 3 ) = 	 M i n i m u m   p a u s e   l e n g t h   t o   v a l i d a t e   d e l i v e r y : 
 
 L a b e l ( 4 ) = 	 S e c o n d s 
 
 L a b e l ( 5 ) = 	 D a y s 
 
 L a b e l 3 = 	 N  
 
 L a b e l 4 = 	 H e a d i n g 
 
 L a b e l 5 = 	 
 
 L a b e l 6 = 	 F o r m a t 
 
 	 
 
 [ F M V L i s t D i f f u s i o n ] 	 
 
 F o r m = 	 d i s t r i b u t i o n   l i s t 
 
 C a d r e 2 = 	 D i s t r i b u t i o n   l i s t 
 
 C a d r e 3 = 	 C o n t e n t 
 
 C a d r e 4 = 	 L i s t   o f   d i s t r i b u t i o n   l i s t s 
 
 C a d r e 5 = 	 A v a i l a b l e   m a i l   b o x e s 
 
 L a b e l 0 = 	 N u m b e r 
 
 L a b e l 1 = 	 H e a d i n g 
 
 L a b e l 2 = 	 D a t e 
 
 	 
 
 [ F M V E t a t ] 	 
 
 F o r m = 	 S t a t i s t i c s 
 
 L a b e l 1 = 	 N  
 
 L a b e l 2 = 	 H e a d i n g 
 
 L a b e l 3 = 	 M s g   n  
 
 l a b e l 4 = 	 r e a d 
 
 L a b e l 5 = 	 n o t   r e a d 
 
 l a b e l 6 = 	   A v e r a g e   l e n g t h 
 
 L a b e l 7 =   	 
 
 L a b e l 8 = 	 B u s y   r a t e 
 
 L a b e l 9 = 	 
 
 L a b e l 1 0 = 	 D a t e   &   T i m e 
 
 L a b e l 1 1 = 	 L a s t   d e l i v e r y 
 
 L a b e l 1 2 = 	 C a l l 
 
 L a b e l 1 3 = 	 N    ( n u m b e r ) 
 
 L a b e l 1 4 = 	 T r a n s f e r 
 
 L a b e l 1 5 = 	 P e r s o n a l i z e d 
 
 L a b e l 1 6 = 	 a n n o u n c e m e n t 
 
 L a b e l 1 7 = 	 M a i l   b o x   s t a t u s 
 
 L a b e l 1 8 = 	 M a i l   b o x   s p e c i f i c   p a r a m e t e r s 
 
 	 
 
 [ G r i d _ L i s t ] 	 
 
 F o r m = 	   l i s t 
 
 L a b e l 3 = 	 U p d a t e 
 
 L a b e l 4 = 	 d d / m m / y y 
 
 L a b e l 5 = 	 T y p e 
 
 L a b e l 6 = 	 C l a s s 
 
 L a b e l 7 = 	 M a x .   l e n g t h 
 
 L a b e l 8 = 	 M . B 
 
 L a b e l   9 = 	 M s g . 
 
 L a b e l 1 0 = 	 M a x   N  . 
 
 L a b e l 1 1 = 	 M s g 
 
 L a b e l 1 2 = 	 S t o r e d 
 
 	 
 
 [ F r m P a r e n t _ B V ] 	 
 
 F o r m = 	 m a i l   b o x e s 
 
 L a b e l 1 = 	 
 
 L a b e l 2 = 	 T r a n s f e r 
 
 L a b e l 3 = 	 C a l l   1 
 
 L a b e l 4 = 	 C a l l   2 
 
 L a b e l 5 = 	 C a l l   3 
 
 L a b e l 6 = 	 A n n o u n c e m e n t s 
 
 L a b e l 7 = 	 O p e r a t i n g 
 
 N u m e r o = 	 N u m b e r : 
 
 	 
 
 [ F r m c h i l d _ B V ] 	 
 
 N _ B V = 	 M a i l   b o x   n u m b e r 
 
 N _ A p p e l = 	 C a l l   n u m b e r 
 
 H o r 1 = 	 T i m e   s l o t   1 
 
 H o r 2 = 	 T i m e   s l o t   2 
 
 S e m a i n e = 	 O p e r a t i o n a l   d a y s 
 
 A c t i f = 	 A c t i v e 
 
 J o u r A b r e g e = 	   M       T       W       T       F       S       S   
 
 N b _ A p p e l = 	 N u m b e r   o f   c a l l s 
 
 P e r i o d e = 	 P e r i o d i c i t y 
 
 T i m e s o n = 	 R i n g i n g   d u r a t i o n 
 
 	 
 
 [ F M V _ B V ] 	 
 
 F o r m = 	 M a i n   p a r a m e t e r s 
 
 L a b e l 1 ( 0 ) = 	 N u m b e r : 
 
 L a b e l 1 ( 1 ) = 	 H e a d i n g : 
 
 L a b e l 1 ( 2 ) = 	 A b b r e v i a t i o n 
 
 L a b e l 1 ( 3 ) = 	 T y p e : 
 
 L a b e l 1 ( 4 ) = 	 C l a s s : 
 
 L a b e l 3 ( 0 ) = 	 M a n a g e m e n t   l a n g u a g e : 
 
 L a b e l 3 ( 1 ) = 	 U s e r ' s   A c c e s s   c o d e : 
 
 L a b e l 3 ( 2 ) = 	 M a x i m u m   m e s s a g e   l e n g t h : 
 
 L a b e l 3 ( 3 ) = 	 M a i l   b o x   m a x i m u n   r e c o r d i n g   l e n g t h : 
 
 L a b e l 3 ( 4 ) = 	 M a x i m u m   n u m b e r   o f   m e s s a g e s : 
 
 L a b e l 3 ( 5 ) = 	 M a x i m u m   n u m b e r   o f   s t o r e d   m e s s a g e s : 
 
 L a b e l 3 ( 6 ) = 	 C o m p a n y   g r e e t i n g   m e s s a g e : 
 
 L a b e l 3 ( 7 ) = 	 P e r s o n a l     g r e e t i n g   m e s s a g e : 
 
 L a b e l 3 ( 8 ) = 	 A s s o c i a t e d   d i s t r i b u t i o n   l i s t : 
 
 L a b e l 3 ( 9 ) = 	 A p p l i c a t i o n   a s s o c i a t e d : 
 
 L a b e l 3 ( 1 0 ) = 	 A p p l i c a t i o n   s t a r t i n g   c e l l : 
 
 C a d r e 2 = 	 P e r s o n a l i s e d   a n n o u n c e m e n t s 
 
 	 
 
 [ F M V _ R e n v o i ] 	 
 
 F o r m = 	 T r a n s f e r   t o   o t h e r   M a i l   B o x e s 
 
 T i t r e ( 0 ) = 	 P e r m a n e n t   t r a n s f e r 
 
 T i t r e ( 1 ) = 	 S a t u r a t e d   t r a n s f e r 
 
 T i t r e ( 2 ) = 	 M e s s a g e   c o p y 
 
 T i t r e ( 3 ) = 	 - -   4   - - 
 
 	 
 
 [ F M V _ T r a n s f e r t ] 	 
 
 F o r m 0 = 	 A u t o .   C a l l   1 - 2 - 3 
 
 F o r m 1 = 	 A u t o .   C a l l   -   P a g e r 
 
 F o r m 2 = 	 A p p o i n t e m e n t   r e m i n d e r   -   T r a n s f e r   t o   P B X 
 
 T i t r e ( 0 ) = 	 A u t o d i a l i n g   1 
 
 T i t r e ( 1 ) = 	 A u t o d i a l i n g   2 
 
 T i t r e ( 2 ) = 	 A u t o d i a l i n g   3 
 
 T i t r e ( 3 ) = 	 A u t o d i a l i n g   4 
 
 T i t r e ( 4 ) = 	 P a g e r 
 
 T i t r e ( 5 ) = 	 - -   6   - - 
 
 T i t r e ( 6 ) = 	 A p p o i n t e m e n t   r e m i n d e r 
 
 T i t r e ( 7 ) = 	 T r a n s f e r   t o   P B X 
 
 T i t r e ( 8 ) = 	 - -   9   - - 
 
 	 
 
 [ F M V _ A n n o n c e ] 	 
 
 F o r m = 	 P e r s o n a l i s e d   a n n o u n c e m e n t s 
 
 L a b e l 0 = 	 C o m p a n y   g r e e t i n g   m e s s a g e : 
 
 L a b e l 1 = 	 P e r s o n a l   g r e e t i n g : 
 
 L a b e l 2 = 	 A u t o m a t i c   c a l l   a n n o u n c e m e n t   n    1 : 
 
 L a b e l 3 = 	 A u t o m a t i c   c a l l   a n n o u n c e m e n t   n    2 : 
 
 L a b e l 4 = 	 A u t o m a t i c   c a l l   a n n o u n c e m e n t   n    3 : 
 
 L a b e l 5 = 	 A u t o m a t i c   c a l l   a n n o u n c e m e n t   n    4 : 
 
 L a b e l 6 = 	 A p p o i n t m e n t   r e m i n d e r   a n n o u n c e m e n t 
 
 L a b e l 7 = 	 P B X   t r a n s f e r   a n n o u n c e m e n t 
 
 	 
 
 [ F M V _ E x p l o i t ] 	 
 
 F o r m = 	 O p e r a t i n g   p a r a m e t e r s 
 
 P a r a m e t r e ( 0 ) = 	 L i s t e n i n g   t o   m e s s a g e s   i n   c h r o n o l o g i c a l   o r d e r 
 
 P a r a m e t r e ( 1 ) =   	 S t a r t   l i s t e n i n g   w i t h   s t o r e d   m e s s a g e s 
 
 P a r a m e t r e ( 2 ) =   	 A u t o m a t i c   t i m e - s t a m p   i n f o r m a t i o n   b e f o r e   l i s t e n i n g 
 
 P a r a m e t r e ( 3 ) =   	 A u t o m a t i c   c l e a r   a f t e r   l i s t e n i n g 
 
 P a r a m e t r e ( 4 ) =   	 C h a i n   l i s t e n i n g   i f   t r a n s f e r   d u e   t o   s a t u r a t i o n 
 
 P a r a m e t r e ( 1 1 ) =   	 L i s t e n i n g   w i t h   c o n f i r m a t i o n   b e f o r e   g o i n g   t o   t h e   n e x t   m e s s a g e 
 
 P a r a m e t r e ( 5 ) =   	 d e l i v e r y   i n   g u i d e d   m o d e 
 
 P a r a m e t r e ( 6 ) =   	 A u t h o r i z a t i o n   t o   q u i t   d e l i v e r y   i n   a u t o m a t i c   m o d e 
 
 P a r a m e t r e ( 7 ) =   	 m e s s a g e   d e l i v e r y   v a l i d a t e d   a f t e r   s i l e n c e   i n   a u t o m a t i c   m o d e 
 
 P a r a m e t r e ( 8 ) =   	 A u t h o r i z a t i o n   t o   g e n e r a t e   c a l l s   t o   P B X 
 
 P a r a m e t r e ( 9 ) =   	 A u t h o r i z a t i o n   t o   g e n e r a t e   c a l l s   t o   t h e   p u b l i c   n e t w o r k 
 
 P a r a m e t r e ( 1 2 ) =   	 E - M a i l   c o u p l i n g 
 
 P a r a m e t r e ( 1 0 ) =   	 A u t h o r i z a t i o n   t o   g e n e r a t e   n o t i f i c a t i o n   c a l l s 
 
 L a b e l 2 ( 0 ) = 	 M a x i m u m   s t o r a g e   t i m e   o f   n e w   m e s s a g e s 
 
 L a b e l 2 ( 1 ) = 	 M a x i m u m   s t o r a g e   t i m e   o f   s t o r e d   m e s s a g e s 
 
 L a b e l 2 ( 2 ) = 	 N o n   s t a n d a r d   a p p l i c a t i o n   n u m b e r   f o r   i n t e r a c t i v i t y 
 
 A d r _ e m a i l = 	 R e c i p i e n t   e - m a i l   a d d r e s s 
 
 	 
 
 [ F r m L i s t B V ] 	 
 
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 
 C e l l u l e = 	   
 
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 
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 
 D i f f u s i o n = 	   
 
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 
 E x p o r t l s t = 	           C S V 
 
 F i c c s v = 	             C S V 
 
 E n t e t e = 	 " . ,   ,   ,   " 
 
 	 
 
 [ F C l e a r ] 	 
 
 F o r m = 	 
 
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 
 	 
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 [ F C r e a t e ] 	 
 
 F o r m = 	 
 
 B V 1 = 	     
 
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 
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 
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 
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 
 	 
 
 [ F M e n u D A A ] 	 
 
 F o r m = 	 C a l l   D i s t r i b u t i o n   S e r v i c e s 
 
 A C D 1 = 	     
 
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 
 A C D 3 = 	   
 
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 
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 
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 
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 
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 
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 
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 
 R e t o u r = 	 
 
 A C D 1 0 = 	 A . C . D . 
 
 	 
 
 [ F P a r g e n D A A _ 1 ] 	 
 
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 
 L 0 =   	       S 2 
 
 L 1 = 	       S 1 
 
 L 2 = 	             
 
 L 3 = 	     
 
 L 4 = 	               
 
 L 5 = 	         1   
 
 L 6 = 	           
 
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 
 L 8 = 	             
 
 L 9 = 	               
 
 L 1 0 = 	 
 
 L 1 1 = 	               
 
 L 1 2 = 	     A C D         
 
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 
 	 
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 [ F P a r g e n D A A _ 2 ] 	 
 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
 L 1 0 = 	   . : 
 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
 L 2 7 = 	 " .       :       " "   " "   /         >     " 
 
 L 2 8 = 	     : 
 
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 
 L 3 0 = 	     
 
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 
 L 3 3 = 	 
 
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 
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 
 L 3 5 a = 	     
 
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 
 L 3 7 = 	                 : 
 
 L 3 8 = 	               : 
 
 L 3 9 = 	 
 
 L 4 0 = 	 
 
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 
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 
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 
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 
 L i c e n c e G r p = 	                 A C D   5     8 . 
 
 L i c e n c e A g t = 	           A C D               
 
 	 
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 [ F P a r g e n D A A _ 3 ] 	 
 
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 
 L 1 =   	     
 
 L 2 = 	     
 
 L 3 = 	   
 
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 
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 
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 
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 
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 
 	 
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 
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 
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 
 o p t i o n 1 = 	 
 
 o p t i o n 2 = 	 W i n d o w s   S e r v e r 
 
 o p t i o n 3 = 	   P B X 
 
 M e s s a g e W = 	                               ( :   \ \ s e r v e r 0 1 \ a r c h i v e )         .                             . 
 
 	 
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 [ S t a t _ l i n e ] 	 
 
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 
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 
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 
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 
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 
 L 8 = 	   
 
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 
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 
 L 1 1 = 	     
 
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 
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 
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 
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 
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 
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 
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 
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 	 
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 [ S t a t _ a g t ] 	 
 
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 
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 
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 
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 
 E 1 1 = 	     . 
 
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 
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 
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 
 	 
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 [ T y p e _ B V ] 	 
 
 T 0 = 	 A N S W E R I N G   S Y S T E M 
 
 T 1 = 	 R E C O R D I N G   A N S W E R I N G   S Y S T E M 
 
 T 2 = 	 D I S T R I B U T I O N   L I S T 
 
 T 3 = 	 V O I C E   A P P L I C A T I O N 
 
 	 
 
 [ C l a s s _ B V ] 	 
 
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 
 C 1 = 	 " " " S E T - T R A N S F E R T " "   M A I L   B O X   G R E E T I N G " 
 
 C 2 = 	 C L A S S   0   P A B X   t r a n s f e r   v a r i a n t 
 
 C 3 = 	 C L A S S   1   P A B X   t r a n s f e r   v a r i a n t 
 
 	 
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 [ T r a c e ] 	 
 
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 
 M 1 = 	         
 
 M 2 = 	       
 
 M 3 = 	     
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 S 0 = 	 
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 
 	 
 
 [ C o m p t e u r ] 	 
 
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 
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 
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 
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 
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 
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 
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 
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 
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 
 	 
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 [ M e s s ] 	 
 
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 
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 M 2 = 	 . . . 
 
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 
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 
 M 6 = 	 "     " " " " ,           . " 
 
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 
 M 8 = 	       . 
 
 M 9 = 	                     . 
 
 M 1 0 = 	 "     " "     " "                 . " 
 
 M 1 1 = 	             
 
 M 1 2 = 	             
 
 M 1 3 = 	     
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 M 1 4 = 	           . 
 
 M 1 5 = 	               . 
 
 M 1 6 = 	                 
 
 M 1 7 = 	             
 
 M 1 8 = 	     N E T B I O S                 
 
 M 1 9 = 	             
 
 M 2 0 = 	   - - -       (     .   )         
 
 M 2 1 = 	             C O N F I G . I N I 
 
 M 2 2 = 	   
 
 M 2 3 = 	     
 
 M 2 4 = 	       
 
 M 2 5 = 	   F T P       
 
 M 2 6 = 	               . 
 
 	 
 
 [ F s t a t v o i e ] 	 
 
 F o r m = 	   
 
 L 0 = 	 
 
 L 1 =   	   
 
 L 2 = 	 . / . 
 
 L 3 = 	   
 
 L 4 = 	 ( ) : 
 
 L 5 = 	 
 
 L 6 = 	   
 
 L 7 = 	       
 
 M 0 = 	       
 
 M 1 = 	   
 
 L 8 = 	 
 
 L 9 = 	 
 
 L 1 0 = 	   
 
 M 2 = 	                   
 
 	 
 
 [ F A n n o n c e ] 	 
 
 F o r m = 	 V o i c e   a n n o u n c e m e n t s   m a n a g e m e n t 
 
 B 0 = 	 C r e a t e 
 
 B 1 = 	 M o d i f y 
 
 B 2 = 	 E r a s e 
 
 B 3 = 	 D e l e t e 
 
 B 4 = 	 D u p l i c a t e 
 
 B B 0 = 	 C r e a t e   a   n e w   a n n o u n c e m e n t 
 
 B B 1 = 	 M o d i f y   t h e   a n n o u n c e m e n t   p a r a m e t e r s 
 
 B B 2 =   	 E r a s e   t h e   a n n o u n c e m e n t   c o n t e n t 
 
 B B 3 = 	 D e l e t e   a n   a n n o u n c e m e n t 
 
 L 0 = 	 A n n o u n c e m e n t   n u m b e r 
 
 L 1 = 	 H e a d i n g 
 
 L 2 = 	 A n n o u n c e m e n t   l e n g t h 
 
 L 3 = 	 V o i c e   e n c o d i n g   t y p e 
 
 L 4 = 	 G a i n   c o r r e c t i o n 
 
 L 5 = 	 D a t e   o f   t h e   l a s t   m o d i f i c a t i o n 
 
 L 6 = 	 S o u r c e 
 
 L 7 = 	 D e s t i n a t i o n 
 
 M 0 = 	 T h i s   a n n o u n c e m e n t   i s   a l r e a d y   l i s t e d 
 
 M 1 = 	 T h i s   a n n o u n c e m e n t   n o t   f o u n d 
 
 M 2 = 	 D o   y o u   w a n t   t o   e r a s e   a n n o u n c e m e n t   c o n t e n t 
 
 M 3 = 	 D o   y o u   w a n t   t o   d e l e t e   a n n o u n c e m e n t 
 
 M 4 = 	 I n v a l i d   n u m b e r 
 
 M 5 = 	 A n n o u n c e m e n t   n o t   f o u n d 
 
 	 
 
 [ F A p p e l ] 	 
 
 F 0 = 	   
 
 L 0 = 	   
 
 L 1 = 	   
 
 L 2 = 	   
 
 L 3 = 	   
 
 L 4 = 	   
 
 L 5 = 	     
 
 L 6 = 	           
 
 L 7 = 	     
 
 L 8 = 	     
 
 L 9 = 	 .     
 
 L 1 0 = 	 .     
 
 L 1 1 = 	 
 
 L 1 2 = 	 
 
 L 1 3 = 	   
 
 L 1 4 = 	 
 
 L 1 5 = 	 
 
 L 1 6 = 	 
 
 L 1 7 = 	 
 
 	 
 
 [ S t a t - A ] 	 
 
 F 0 = 	       -   
 
 F 1 = 	       -   
 
 F 2 = 	     
 
 L 0 = 	 
 
 L 1 = 	      
 
 L 2 = 	        
 
 L 3 = 	   
 
 L 4 = 	   
 
 L 5 = 	   
 
 L 6 = 	 
 
 L 7 = 	 
 
 L 8 = 	 
 
 L 9 = 	   
 
 L 1 0 = 	     -   
 
 L 1 1 = 	     -   
 
 L 1 2 = 	       -   
 
 L 1 3 = 	       -   
 
 L 1 4 = 	     -   
 
 L 1 5 = 	     -   
 
 L 1 6 = 	        
 
 L 1 7 = 	        
 
 L 1 8 = 	        
 
 L 1 9 = 	        
 
 L 2 0 = 	   A C D 
 
 L 2 1 = 	   A C D 
 
 L 2 2 = 	   
 
 L 2 3 = 	   
 
 L 2 4 = 	   A C D 
 
 L 2 5 = 	   
 
 L 2 6 = 	   
 
 L 2 7 = 	   
 
 L 2 8 = 	        
 
 L 3 0 = 	       
 
 L 3 1 = 	       
 
 L 3 2 = 	       
 
 L 3 3 = 	         -   
 
 L 3 4 = 	         -   
 
 L 3 5 = 	         -   
 
 L 3 6 = 	         -   
 
 	 
 
 [ F A A P ] 	 
 
 v o i x = 	 V O I C E 
 
 f a x = 	 F A X 
 
 r a d i o = 	 R A D I O P H O N E 
 
 t y p e n u 0 1 = 	 S t a n d a r d 
 
 t y p e n u 0 2 = 	 H e a d   o f   l i s t 
 
 t y p e n u 0 3 = 	 R e p l a c e m e n t 
 
 t y p e n u 0 4 = 	 P a g e r 
 
 l i b 0 0 1 = 	 F r o m 
 
 l i b 0 0 2 = 	 t o 
 
 l i b 0 0 3 = 	 o n 
 
 l i b 0 0 4 = 	 a t 
 
 E R R O R 0 2 = 	 E R R O R 
 
 m s g 0 2 = 	 P a r a m e t e r   n o t   e n t e r e d   o r   i n v a l i d 
 
 m s g 0 3 = 	 I n c o r r e c t   e n d   d a t e 
 
 m s g 0 4 = 	 I n c o r r e c t   e n d   t i m e 
 
 m s g 0 5 = 	 " I n c o r r e c t   s t a r t / e n d   d a t e ,   t i m e " 
 
 m s g 0 6 = 	 I n c o r r e c t   p a u s e   t i m e 
 
 m s g 0 7 = 	 I n c o r r e c t   r e s t a r t   t i m e 
 
 m s g 0 8 = 	 I n c o r r e c t   p a u s e   /   r e s t a r t   t i m e 
 
 m s g 0 9 = 	 N o   s p e c i f i e d   c a l l   r e s t a r t s 
 
 m s g 1 0 = 	 C a m p a i g n   c r e a t i o n   i m p o s s i b l e 
 
 m s g 1 1 = 	 T h i s   c a m p a i g n   i n c l u d e s   i r r e c o v e r a b l e   n u m b e r s 
 
 m s g 1 2 = 	 L i s t ( s )   s p e c i f i e d   b y   c a m p a i g n   d e s c r i p t o r   n o t   f o u n d 
 
 m s g 1 3 = 	 s p e c i f i e d   c a m p a i g n   n o t   f o u n d 
 
 m s g 1 4 = 	 C a m p a i g n   a l r e a d y   b e g u n 
 
 	 
 
 [ F A A P D e s c ] 	 
 
 t i t r e = 	 C a m p a i g n   d e s c r i p t o r   m a n a g e m e n t 
 
 n o m = 	 N a m e 
 
 i m p o r t f d c = 	 I m p o r t   a   d e s c r i p t o r 
 
 e x p o r t f d c = 	 E x p o r t   a   d e s c r i p t o r 
 
 f i c f d c = 	 D e s c r i p t o r   o f   c a m p a i g n     ( * . F D C ) 
 
 o n g l e t 0 1 = 	 G e n e r a l s   p a r a m e t e r s 
 
 o n g l e t 0 1 b = 	 B a s i c   p a r a m e t e r s 
 
 l i b 1 0 1 = 	 C a m p a i g n   a c t i v a t i o n   p e r i o d 
 
 l i b 1 0 2 = 	 P a u s e   t i m e   s l o t 
 
 l i b 1 0 3 = 	 D a t e   a n d   t i m e   l i m i t s   f o r   o p e r a t i o n 
 
 l i b 1 0 4 = 	 T r a n s m i s s i o n   p a r a m e t e r s 
 
 l i b 1 0 5 = 	 T y p e   o f   i n f o r m a t i o n   t o   t r a n s m i t 
 
 l i b 1 0 6 = 	 I d e n t i f i e r   o f   t r a n s m i t t e d   i n f o r m a t i o n 
 
 l i b 1 0 7 = 	 M a x i m u m   n u m b e r   o f   t r a n s m i s s i o n s 
 
 l i b 1 0 8 = 	 S i l e n c e   d u r a t i o n   a f t e r   t r a n s m i s s i o n 
 
 l i b 1 0 9 = 	 C a l l   p a r a m e t e r s   f o r   e a c h   n u m b e r 
 
 l i b 1 1 0 = 	 M a x i m u m   n u m b e r   o f   a t t e m p t s 
 
 l i b 1 1 1 = 	 M a x i m u m   r i n g i n g   t i m e 
 
 l i b 1 1 2 = 	 M i n i m u m   t i m e   b e t w e e e n   a t t e m p t s 
 
 l i b 1 1 3 = 	 C a m p a i g n   c a l l   p a r a m e t e r s 
 
 l i b 1 1 4 = 	 A s s o c i a t e d   l i n e   b u n d l e   n u m b e r 
 
 l i b 1 1 5 = 	 A p p l i c a t i o n   a s s o c i a t e d   t o   t h e   c a l l e d   p a r t y   s c r i p t 
 
 l i b 1 1 6 = 	 I n c o m i n g   c a l l   a p p l i c a t i o n   n u m b e r 
 
 o n g l e t 0 2 = 	 R e p e t i t i o n   c r i t e r i a 
 
 o n g l e t 0 2 b = 	 R e p e t i t i o n   a n d   p r i n t i n g   c r i t e r i a   o f   c a l l   a t t e m p t s 
 
 l i b 2 0 1 = 	 R e p e t i t i o n   a n d   p r i n t i n g   c r i t e r i a   o f   c a l l   a t t e m p t s 
 
 l i b 2 0 2 = 	 R e p e t i t i o n 
 
 l i b 2 0 3 = 	 P r i n t i n g 
 
 l i b 2 0 4 = 	 A n n o u n c e m e n t   h e a r d   c o m p l e t e l y   
 
 l i b 2 0 5 = 	 A n n o u n c e m e n t   h e a r d   i n c o m p l e t e l y 
 
 l i b 2 0 6 = 	 D T M F   c o d e s   w r o n g   o r   m i s s i n g 
 
 l i b 2 0 7 = 	 S p e c i f i c   e v e n t   n u m b e r   1 
 
 l i b 2 0 8 = 	 S p e c i f i c   e v e n t   n u m b e r   2 
 
 l i b 2 0 9 = 	 C a l l e d   p a r t y   b u s y     ( o r   s a t u r a t i o n ) 
 
 l i b 2 1 0 = 	 N o   a n s w e r   f r o m   c a l l e d   p a r t y 
 
 l i b 2 1 1 = 	 F a x   o r   m o d e m   d e t e c t i o n 
 
 l i b 2 1 2 = 	 C o n f i g u r a t i o n   e r r o r s 
 
 l i b 2 1 3 = 	 F i n i s h e d   c a l l 
 
 l i b 2 1 4 = 	 M a x i m u m   n u m b e r   o f   a t t e m p t s   r e a c h e d 
 
 l i b 2 1 5 = 	 A d d r e s s e e   n o t   c a l l e d 
 
 o n g l e t 0 3 = 	 L i s t s   o f   c a l l s 
 
 o n g l e t 0 3 b = 	 L i s t   o f   l i s t s   o f   c a l l   n u m b e r s 
 
 l i b 3 0 1 = 	 L i s t   o f   l i s t s   o f   c a l l   n u m b e r s 
 
 l i b 3 0 2 = 	 N a m e 
 
 l i b 3 0 3 = 	 H e a d i n g 
 
 l i b 3 0 4 = 	 T y p e 
 
 l i b 3 0 5 = 	 A p p l i c a t i o n 
 
 l i b 3 0 6 = 	 I n f o r m a t i o n 
 
 	 
 
 [ F A A P S t a t ] 	 
 
 t i t r e = 	 S u p e r v i s i o n   a n d   R e s u l t s 
 
 e t a t c p g 0 1 = 	 D I S S U A D E D 
 
 e t a t c p g 0 2 = 	 O N G O I N G 
 
 e t a t c p g 0 3 = 	 S T O P P E D 
 
 e t a t c p g 0 4 = 	 E N D E D 
 
 e t a t c p g 0 5 = 	 P A U S E D 
 
 e t a t d s t 0 1 = 	 N o t   t e s t e d 
 
 e t a t d s t 0 2 = 	 O n g o i n g 
 
 e t a t d s t 0 3 = 	 E n d e d 
 
 e t a t d s t 0 4 = 	 N u m b e r   e r r o r 
 
 e t a t d s t 0 5 = 	 T y p e   e r r o r 
 
 e t a t d s t 0 6 = 	 A p p l i c a t i o n   e r r o r 
 
 e t a t d s t 0 7 = 	 M s g   e r r o r 
 
 e t a t d s t 0 8 = 	 A n o m a l y 
 
 c r a p p e l 0 1 = 	 N o t   t e s t e d 
 
 c r a p p e l 0 2 = 	 N o   a n s w e r 
 
 c r a p p e l 0 3 = 	 b u s y 
 
 c r a p p e l 0 4 = 	 I n c o m p l e t e l y   h e a r d 
 
 c r a p p e l 0 5 = 	 C o m p l e t e l y   h e a r d 
 
 c r a p p e l 0 6 = 	 M o d e m   /   F a x 
 
 c r a p p e l 0 7 = 	 S p e c i f i c   e v e n t   1 
 
 c r a p p e l 0 8 = 	 S p e c i f i c   e v e n t   2 
 
 c r a p p e l 0 9 = 	 C o d e   e r r o r 
 
 c r a p p e l 1 0 = 	 G T V   e r r o r 
 
 c r a p p e l 1 1 = 	 N u m b e r   e r r o r 
 
 c r a p p e l 1 2 = 	 M e s s a g e   e r r o r 
 
 c r a p p e l 1 3 = 	 A p p l i c a t i o n   e r r o r 
 
 c r a p p e l 1 4 = 	 A P D   e r r o r 
 
 c r a p p e l 1 5 = 	 F A U   e r r o r 
 
 c r a p p e l 1 6 = 	 S t o p   t i m e 
 
 c r a p p e l 1 7 = 	 C O M   e r r o r 
 
 o n g l e t 0 1 = 	 B u n d l e 
 
 o n g l e t 0 1 b = 	 S t a t e   o f   c a l l   b u n d l e s 
 
 l i b 1 0 1 = 	 S T A T E   O F   C A L L   B U N D L E S 
 
 l i b 1 0 2 = 	 B U N D L E 
 
 l i b 1 0 3 = 	 C A M P A I G N 
 
 l i b 1 0 4 = 	 A C T I O N 
 
 l i b 1 0 5 = 	 N  
 
 l i b 1 0 6 = 	 N a m e   .   I n d e x 
 
 l i b 1 0 7 = 	 S t a t u s 
 
 o n g l e t 0 2 = 	 C a m p a i g n 
 
 o n g l e t 0 2 b = 	 S y n t h e s i s   o f   c a m p a i g n   c a l l s 
 
 l i b 2 0 1 = 	 S Y N T H E S I S   O F   C A M P A I G N   C A L L S 
 
 l i b 2 0 2 = 	 N a m e   a n d   I n d e x 
 
 l i b 2 0 3 = 	 S t a t u s 
 
 l i b 2 0 4 = 	 G L O B A L   R E S U L T S 
 
 l i b 2 0 5 = 	 T o t a l   n u m b e r   o f   a d d r e s s e e s 
 
 l i b 2 0 6 = 	 T o t a l   n b r   o f   c a l l s   p e r f o r m e d 
 
 l i b 2 0 7 = 	 N u m b e r   o f   a d d r e s s e e s   n o t   c a l l e d 
 
 l i b 2 0 8 = 	 N u m b e r   o f   a d d r e s s e e s   w h o s e   c a l l s   a r e   c o m p l e t e d 
 
 l i b 2 0 9 = 	 A d d r e s s e e   f o r   w h o m   m a x   n u m b e r   o f   a t t e m p t s   i s   r e a c h e d 
 
 l i b 2 1 0 = 	 R E S U L T S   B R E A K D O W N     ( L a s t   c a l l s ) 
 
 o n g l e t 0 3 = 	 A d d r e s s e e 
 
 o n g l e t 0 3 b = 	 C a l l   r e s u l t s   f o r   e a c h   a d d r e s s e e 
 
 l i b 3 0 1 = 	 C A L L   R E S U L T S   F O R   E A C H   A D D R E S S E E 
 
 l i b 3 0 2 = 	 N a m e   .   I n d e x   o f   c a m p a i g n 
 
 l i b 3 0 3 = 	 N u m b e r 
 
 l i b 3 0 4 = 	 N a m e   
 
 l i b 3 0 5 = 	 T y p e 
 
 l i b 3 0 6 = 	 S t a t u s 
 
 l i b 3 0 7 = 	 R a n k 
 
 l i b 3 0 8 = 	 T i m e 
 
 l i b 3 0 9 = 	 R e p o r t 
 
 E x p o r t l s t = 	 E x p o r t   t h e   l i s t   i n   C S V   f o r m a t 
 
 F i c c s v = 	 L i s t   f o r   s p r e a d s h e e t   i n   C S V   f o r m a t 
 
 i m p _ t i t r e = 	 T y p e   o f   p r i n t i n g 
 
 i m p _ o p t i o n 0 = 	 L a s t   c a l l s 
 
 i m p _ o p t i o n 1 = 	 A s   o n   s c r e e n 
 
 i m p _ o p t i o n 2 = 	 A l l   t h e   c a l l s 
 
 	 
 
 [ F A A P c r e d ] 	 
 
 l i b 0 1 = 	 C a m p a i g n   d e s c r i p t o r   f i l e   m e n t i o n e d   b e l o w   n o t   f o u n d 
 
 l i b 0 2 = 	 L i s t   o f   c a l l s   n u m b e r s   f i l e   m e n t i o n e d   b e l o w   n o t   f o u n d 
 
 	 
 
 [ F A A l s t d s ] 	 
 
 l i b 0 1 = 	 L i s t   o f   c a m p a i g n   d e s c r i p t o r s 
 
 l i b 0 2 = 	 L i s t   o f   l i s t s   o f   c a l l   n u m b e r s 
 
 l i b 0 3 = 	 L i s t   o f   c a m p a i g n s 
 
 l i b 0 4 = 	 A v a i l a b l e   p a g e r   m e s s a g e s   l i s t   
 
 l i b 0 5 = 	 C h o i c e   o f   m o d e l   c a m p a i g n   d e s c r i p t e u r 
 
 	 
 
 [ F A A P L i s t ] 	 
 
 t i t r e = 	 M a n a g e m e n t   o f   c a l l   n u m b e r   l i s t s 
 
 n o m = 	 N a m e 
 
 i m p o r t l s t = 	 I m p o r t   a   l i s t 
 
 e x p o r t l s t = 	 E x p o r t   a   l i s t 
 
 f i c l s t = 	 C a l l   n u m b e r   l i s t   ( * . L S T ) 
 
 l i b 0 0 1 = 	 M a n a g e m e n t   o f   c a l l   l i s t s 
 
 l i b 0 0 2 = 	 N u m b e r 
 
 l i b 0 0 2 n = 	 N a m e 
 
 l i b 0 0 3 = 	 h e a d i n g 
 
 l i b 0 0 4 = 	 t y p e 
 
 l i b 0 0 5 = 	 A p p l i c a t i o n 
 
 l i b 0 0 6 = 	 I n f o r m a t i o n 
 
 l i b 0 0 7 = 	 L i s t   p a r a m e t e r s 
 
 l i b 0 0 8 = 	 A d d r e s s e e   p a r a m e t e r s 
 
 l i b 0 0 9 = 	 A d v a n c e d   l i s t   p a r a m e t e r s   
 
 l i b 0 1 0 = 	 A d v a n c e d   a d d r e s s e e   p a r a m e t e r s 
 
 l i b 0 1 1 = 	 " T h e s e   f i e l d s ,   w h e n   c o m p l e t e d ,   r e p l a c e   t h e   d e f a u l t   v a l u e s   o f   t h i s   l i s t   i n   t h e   c a m p a i g n   d e s c r i p t o r " 
 
 l i b 0 1 2 = 	 " T h e s e   f i e l d s ,   w h e n   c o m p l e t e d ,   r e p l a c e   t h e   d e f a u l t   v a l u e s   o f   t h i s   a d d r e s s e e   i n   t h e   c a m p a i g n   d e s c r i p t o r " 
 
 l i b 0 1 3 = 	 A p p l i c a t i o n   a s s o c i a t e d   t o   t h e   a d d r e s s e e   s c r i p t 
 
 l i b 0 1 4 = 	 D e l i v e r e d   i n f o r m a t i o n   I D 
 
 l i b 0 1 5 = 	 R e f e r e n c e   1 
 
 l i b 0 1 6 = 	 R e f e r e n c e   2 
 
 	 
 
 [ F A A P M e n u ] 	 
 
 t i t r e 0 2 = 	 A u t o   D i a l i n g 
 
 t i t r e 0 1 = 	 A U T O   D I A L I N G 
 
 l i b 0 2 = 	 S t a r t i n g   u p   a   n e w   c a l l   c a m p a i g n 
 
 l i b 0 1 = 	 R e s t a r t i n g   p r e v i o u s   c a l l   c a m p a i g n   a f t e r   s o r t 
 
 l i b 0 3 = 	 C a l l   l i s t   m a n a g e m e n t 
 
 l i b 0 4 = 	 S u p e r v i s i o n   a n d   R e s u l t s 
 
 l i b 0 5 = 	 C a m p a i g n   d e s c r i p t o r   m a n a g e m e n t 
 
 	 
 
 [ F A A P L a n c ] 	 
 
 t i t r e 1 = 	 S t a r t i n g   u p   a   n e w   c a l l   c a m p a i g n 
 
 t i t r e 2 = 	 R e s t a r t i n g   p r e v i o u s   c a l l   c a m p a i g n   w i t h   s o r t 
 
 l i b 0 1 = 	 C a m p a i g n   f i l e   n a m e 
 
 l i b 0 2 = 	 C a m p a i g n   i n d e x 
 
 l i b 0 3 = 	 S t a r t i n g   d a t e 
 
 l i b 0 4 = 	 S t a r t i n g   t i m e 
 
 l i b 0 5 = 	 I N D E X   O F   R E F E R E N C E   C A M P A I G N 
 
 l i b 0 6 = 	 R E S T A R T   C R I T E R I A     ( N u m b e r   o f   a d d r e s s e e s ) 
 
 l i b 0 7 = 	 S t a t u s 
 
 	 
 
 [ F A A P s u p p ] 	 
 
 F o r m = 	 D e l e t e 
 
 l i b 0 1 = 	 D o   y o u   w a n t   t o   d e l e t e   i t ? 
 
 	 
 
 [ F D e p a r t ] 	 
 
 L 1 = 	 V o i c e   M a i l   . . . I n f o r m a t i o n   T e r m i n a l   . . . A u t o m a t e d   a t t e n d a n t 
 
 L 2 = 	 M u l t i a n s w e r i n g   s y s t e m . . . A u t o d i a l i n g . . . A . C . D                 
 
 L 1 a = 	           V o i c e   M a i l . . . I n f o r m a t i o n   T e r m i n a l . . .             
 
 L 2 a = 	 A u t o m a t e d   a t t e n d a n t . . . M u l t i a n s w e r i n g . . . A . C . D . 
 
 L 1 _ s v i = 	 V o i c e   M a i l   . . . I n f o r m a t i o n   T e r m i n a l   . . . A u t o m a t e d   a t t e n d a n t 
 
 L 2 _ s v i = 	 V o i c e   r e c o g n i t i o n   -   M D I   m o d u l e   ( I V R ) 
 
 L 1 _ a a = 	 A l e r t   a u t o m a t o n 
 
 L 2 _ a a = 	 V o i c e   M a i l   . . . I n f o r m a t i o n   T e r m i n a l   . . . A u t o m a t e d   a t t e n d a n t 
 
 L 1 _ a l l = 	 V o i c e   M a i l   . . . I n f o r m a t i o n   T e r m i n a l   . . . A u t o m a t e d   a t t e n d a n t 
 
 L 2 _ a l l = 	 A u t o m a t i c   c a l l   d i s t r i b u t o r 
 
 L 1 _ p e r f = 	 V o i c e   M a i l   . . . I n f o r m a t i o n   T e r m i n a l   . . . A u t o m a t e d   a t t e n d a n t 
 
 L 2 _ p e r f = 	 A . C . D .   . . .   C a l l   a u t o m a t o n   . . .   V o i c e   r e c o g n i t i o n . . . . . .   M D I   m o d u l e   ( I V R ) 
 
 	 
 
 [ F s a v e _ p r x ] 	 
 
 t i t r e = 	   
 
 L 1 = 	   
 
 L 2 = 	 k B 
 
 L 3 = 	 
 
 L 4 = 	 
 
 L 5 = 	 
 
 L 6 = 	                   (       C : \ P R X \ S A V E _ P R X . T X T ) 
 
 d i r e c t o r y = 	   
 
 f i l e = 	   
 
 	 
 
 [ F C e l l u l e ] 	 
 
 c l a e x 1 = 	 C L A S S E   S T A N D A R D 
 
 c l a e x 2 = 	 S U I T E   A N A L Y S E   D E   N U M E R O T A T I O N 
 
 c l a e x 3 = 	 S E L E C T I O N   P A R   A N A L Y S E   D E   B R U I T 
 
 c l a o t 1 = 	 C L A S S E   S T A N D A R D 
 
 c l a o t 2 = 	 C E L L U L E   S A N S   M E S S A G E   D E   T R A C E 
 
 t i t r e = 	 C e l l u l e 
 
 o n g l e t 0 1 = 	 P a r a m  t r e s   g  n  r a u x 
 
 o n g l e t 0 1 b = 	 P a r a m  t r e s   d e   b a s e s 
 
 o n g l e t 0 2 = 	 R  c e p t i o n   d e   n u m  r o t a t i o n 
 
 o n g l e t 0 2 b = 	 A n a l y s e   d e s   c o d e s   D T M F 
 
 o n g l e t 0 3 = 	 T r a i t e m e n t s   s p  c i f i q u e s 
 
 o n g l e t 0 3 b = 	 A c t i o n   s p  c i f i q u e      r  a l i s e r 
 
 f r a m e 1 = 	 A v a n t   d i f f u s i o n 
 
 f r a m e 2 = 	 C l a s s e   /   A p p l i c a t i o n 
 
 f r a m e 3 = 	 D i f f u s i o n 
 
 f r a m e 4 = 	 A p r  s   n u m  r a t a t i o n 
 
 f r a m e 5 = 	 A t t e n t e 
 
 f r a m e 6 = 	 E v  n e m e n t 
 
 f r a m e 7 = 	 C e l l u l e s 
 
 f r a m e 8 = 	 D o n n  e s 
 
 f r a m e 9 = 	 R  c e p t i o n   d e   n u m  r o t a t i o n 
 
 f r a m e 1 0 = 	 N u m  r o t a t i o n   i n c o m p l  t e 
 
 f r a m e 1 1 = 	 R a c c r o c h a g e   d u   c o r r e s p o n d a n t 
 
 c k s a i s i = 	 S a i s i e   d e   n u m  r o t a t i o n   d u r a n t   l a   d i f f u s i o n 
 
 f c e l l u l e = 	 C e l l u l e 
 
 l a t t = 	 d e   0      1 8 0   s e c o n d e s 
 
 l d i f = 	 d e   0      9 
 
 l s i l = 	 d e   0      3 0   s e c o n d e s 
 
 t a n n = 	 A N N O N C E S   S O N O R E S      d i f f u s e r 
 
 t a p p l i = 	 " N u m  r o   d ' a p p l i c a t i o n ,   s i   c h a n g e m e n t " 
 
 t a t t = 	 T e m p s   d ' a t t e n t e   a p r  s   d i f f u s i o n 
 
 t c e l = 	 C e l l u l e   s i    c h  a n c e   d e   c e   t e m p s 
 
 t d i f = 	 N o m b r e   d e   d i f f u s i o n s   d e   l a   o u   d e s   a n n o n c e s 
 
 t e x p l o i = 	 C l a s s e   d ' e x p l o i t a t i o n 
 
 t o b s e r v = 	 C l a s s e   d ' o b s e r v a t i o n   d u   t r a f i c 
 
 t r c e l = 	 C e l l u l e   s i   c o m m u n i c a t i o n   n o n   t e r m i n  e 
 
 t r t r t = 	 T r a i t e m e n t    v e n t u e l      e f f e c t u e r 
 
 t s i l = 	 D u r  e   d u   s i l e n c e   ( s i   d i f f u s i o n   e n   b o u c l e ) 
 
 t 2 n u m 1 = 	 S O I T :   C o m b i n a i s o n   d e   1      6   t o u c h e s   d  f i n i e s   d a n s   l e   t a b l e a u   s u i v a n t 
 
 t 2 n u m 2 = 	 " (   c a r a c t  r e s   a c c e p t  s :   0      9 ,   * ,   # ,   o u   x   p o u r   u n   c h i f f r e   q u e l c o n q u e ,   e t   l e s   s p e u d o s   c o d e s   Q 2 3 :   s   b   m   n   o   f   ) " 
 
 t 2 n u m 3 = 	 " S O I T :   N o m b r e   d e   c a r a c t  r e s      r e c e v o i r   ( 1      1 6 ) ,   o u   r  c e p t i o n   a v e c   u n   c a r a c t  r e   d e   f i n   ( *   o u   # ) ,   o u   f i n   d e   n u m  r o   p a r   t e m p o r i s a t i o n   ( T ) : " 
 
 t 2 n u m 4 = 	 T r a i t e m e n t   s i   n u m  r o   i n c o m p l e t : 
 
 t 2 n u m 5 = 	 C e l l u l e   s i   n u m  r o   i n c o m p l e t : 
 
 t 3 t r t 1 = 	 T r a i t e m e n t s      e f f e c t u e r   a v a n t   d i f f u s i o n   d ' a n n o n c e   s o n o r e 
 
 t 3 t r t 2 = 	 T r a i t e m e n t s      e f f e c t u e r   a p r  s   r  c e p t i o n   d e   n u m  r o t a t i o n 
 
 t 3 t r t 3 = 	 T r a i t e m e n t    v  n e m e n t 
 
 t 3 t r t 4 = 	 C e l l u l e s   a s s o c i  e s   a u x   s o r t i e s   d e s   t r a i t e m e n t s 
 
 t 3 t r t 5 = 	 D o n n  e s   a s s o c i  e s   a u x   t r a i t e m e n t s           (   L i b e l l  s   e t   V a l e u r s   ) 
 
 M o d i f S y s t e m = 	 " L e s   C e l l u l e s   s y s t  m e s ,   d o n t   l e   n u m  r o   e s t   s u p  r i e u r      9 9 9 9 ,   n e   s o n t   p a s   m o d i f i a b l e s " 
 
 	 
 
 [ F p a r M D a a ] 	 
 
 L 0 0 = 	     A C D 
 
 L 0 1 = 	     A C D 
 
 L 0 2 = 	         
 
 L 0 3 = 	                   
 
 L 0 4 = 	 
 
 L 0 5 = 	   
 
 L 0 6 = 	             A C D ; 
 
 L 0 7 = 	             A C D ; 
 
 L 0 8 = 	                 A C D ; 
 
 L 0 9 = 	                     A g e n t ; 
 
 L 1 0 = 	 
 
 L 1 1 = 	         
 
 L 1 2 = 	         
 
 L 1 3 = 	                   ; 
 
 L 1 4 = 	   
 
 L 1 5 = 	     
 
 	 
 
 [ J o u r s E x ] 	 
 
 T i t r e = 	         '   
 
 L i s t e = 	     
 
 L i b e l l e = 	 
 
 J o u r = 	 
 
 M o i s = 	 
 
 A n n e e = 	 
 
 H o r a i r e s = 	 
 
 G r o u p e s = 	 
 
 D a t e = 	 
 
 D e b u t = 	 
 
 F i n = 	 
 
 H e u r e = 	 
 
 M i n u t e = 	 
 
 O u v e r t = 	 
 
 F e r m e = 	 
 
 M e s s 1 = 	 "         ,           " 
 
 M e s s 2 = 	         
 
 M e s s 3 = 	   
 
 M e s s 4 = 	         
 
 M e s s 5 = 	         
 
 M e s s 6 = 	       
 
 M e s s 7 = 	     
 
 o p t O u v e r t = 	   
 
 o p t F e r m e = 	   
 
 M e s s 8 = 	       
 
 P l a n n i n g s = 	 S C R :     
 
 c o l S C R = 	     
 
 	 
 
 [ O b s e r v ] 	 
 
 L 1 = 	 
 
 L 2 = 	     . . . 
 
 L 3 = 	       . 
 
 L 4 = 	     
 
 L 5 = 	         
 
 L 6 = 	         
 
 L 7 = 	   
 
 L 8 = 	       
 
 L 9 = 	     
 
 L 1 0 = 	   
 
 L 1 1 = 	 
 
 	 
 
 [ C o n n e c t ] 	 
 
 T i t r e = 	   
 
 L 1 = 	   
 
 L 2 = 	     
 
 L 3 = 	             
 
 	 
 
 [ P R X T i m e ] 	 
 
 L 1 = 	             
 
 L 2 = 	         ; 
 
 	 
 
 [ E x p o r t a t i o n ] 	 
 
 C o n f i g u r a t i o n = 	 
 
 F o r m = 	     C S V 
 
 F e r m e r = 	 
 
 E x p o r t e r = 	 
 
 L 1 = 	   : 
 
 L 2 = 	     . c s v 
 
 L 3 = 	     
 
 L 4 = 	   : 
 
 L 5 = 	   : 
 
 L 6 = 	   : 
 
 L 8 = 	     : 
 
 L 9 = 	         M i c r o s o f t   F r a m e w o r k 
 
 	 
 
 [ E r r o r ] 	 
 
 E R R O R 0 2 = 	 
 
 e r r 0 1 = 	         
 
 e r r 0 2 = 	       
 
 e r r 0 3 = 	   
 
 e r r 0 4 = 	       
 
 e r r 0 5 = 	           
 
 e r r 0 6 = 	       
 
 e r r 0 7 = 	             
 
 	 
 
 [ A B O U T ] 	 
 
 A v e r t i s s e m e n t = 	 N U L L 
 
 W e b = 	 N U L L 
 
 C o p y r i g h t = 	 C o p y r i g h t   @   2 0 0 7   A l c a t e l - L u c e n t 
 
 S t a t _ a p p l i = 	 S t a t i s t i c   m a n a g e r 
 
 S t a t _ v e r s i o n = 	 V   3 . 0 8 . 0 0 
 
 O b s e r v _ a p p l i = 	 S u p e r v i s o r   C o n s o l e 
 
 O b s e r v _ v e r s i o n = 	 V   3 . 0 8 . 0 0 
 
 C o n f i g _ a p p l i = 	 A . C . D . 
 
 C o n f i g _ v e r s i o n = 	 V   3 . 0 8 . 0 0 
 
 	 
 
 [ O B S E R V _ 8 ] 	 
 
 T i t r e A P P = 	 S u p e r v i s o r   C o n s o l e 
 
 I P S e r v e u r = 	   
 
 L a n g u e = 	 
 
 C o n n e x i o n = 	 
 
 D b l C l i c k = 	         
 
 m n u F i l e = 	 & 
 
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 
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 
 m n u P a r a m e t r e s = 	 
 
 m n u A P r o p o s = 	 
 
 m n u O n T o p = 	   
 
 m n u G r i l l e = 	   
 
 m n u F e n e t r e s = 	 .   
 
 m n u A g t G r p = 	 " ,     " 
 
 m n u G r p A g t = 	 " ,     " 
 
 m n u S e l e c t A l l = 	   
 
 m n u D e s e l e c t A l l = 	   
 
 s e l e c t A g e n t = 	 
 
 s e l e c t G r o u p e = 	 
 
 p a r G r o u p e = 	   
 
 s p e c = 	 
 
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 
 c m d O K = 	 O K 
 
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 
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 
 E t a t S e r v = 	   
 
 E t a t 1 = 	   
 
 E t a t 2 = 	   
 
 E t a t 3 = 	   
 
 E t a t 4 = 	         
 
 E t a t 5 = 	   
 
 E t a t 6 = 	 
 
 E t a t 7 = 	 
 
 E t a t 8 = 	 A C D   
 
 E t a t 9 = 	   
 
 E t a t 1 0 = 	 " . , . . " 
 
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 
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 
 E t a t 1 3 = 	   
 
 E t a t 1 4 = 	 
 
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 
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 
 E t a t G r p 3 = 	 
 
 E t a t G r p V i s u 1 = 	 
 
 E t a t G r p V i s u 2 = 	 
 
 E t a t G r p V i s u 3 = 	 
 
 E t a t G r p V i s u 4 = 	 
 
 E t a t G r p V i s u 5 = 	 ( ) 
 
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 
 E t a t G r p V i s u 7 = 	 
 
 g r p S a t u r = 	       .   . 
 
 g r p A t t e n = 	     
 
 g r p D i s s u = 	     
 
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 
 g r p A = 	 A 
 
 g r p D = 	 D 
 
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 
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 
 l b l G r o u p e s = 	 
 
 l b l E t a t = 	 . 
 
 l b l L i b e l l e = 	 
 
 l b l I D A g t = 	 
 
 l b l I D G r p = 	 
 
 c h k A u t o C o n n e c t = 	         
 
 l b l A g e n t s = 	 " ,     " 
 
 l b l D A M = 	 A g e n t   A s s i s t a n t   . 
 
 l b l N b A p p e l s = 	 .   . 
 
 l b l _ a p p e l A c h e m D = 	     
 
 l b l _ a p p e l A t t = 	     >     
 
 l b l _ a p p e l S 1 _ A = 	       >   S 1 
 
 l b l _ a p p e l S 1 _ B = 	       >   S 2 
 
 l b l _ a p p e l D i s s u = 	     
 
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 
 l b l _ a g e n t A t t = 	   
 
 l b l _ a p p e l D e b o r d = 	     <     
 
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 
 l b l _ a p p e l A c h e m A = 	     
 
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 
 l b l R a n g = 	     
 
 l b l C o p y r i g h t = 	 C o p y r i g h t   @   2 0 1 0   A l c a t e l - L u c e n t 
 
 l b l E m a i l = 	 N U L L 
 
 l b l A v e r t i s s e m e n t = 	 N U L L 
 
 l b l M a n u e l = 	 
 
 t i t r e J o u r n a l = 	 C l i c k 2 C a l l :     
 
 l b l A = 	 - > 
 
 l b l T p s J 1 = 	 % 1   m n 
 
 l b l T p s J 2 = 	 % 5   m n 
 
 l b l T p s J 3 = 	 1 0   m n 
 
 l b l T p s J 4 = 	 3 0   m n 
 
 l b l T p s J 5 = 	 % 1   H 
 
 m s g C o n f i r m e R e m p l a c e m e n t = 	     |     .         ; 
 
 l b l A p p e l a n t = 	 
 
 l b l A p p e l e = 	 
 
 l b l D u r e e = 	 
 
 l b l D i s s u = 	   
 
 l b l F i l e = 	   
 
 t i t r e J o u r n a l R C M = 	   C l i c k 2 C a l l   /   S C R 
 
 t i t r e R C M = 	   S C R 
 
 l b l A c t i o n = 	 
 
 r c m A p p l i = 	 
 
 r c m A p p O k = 	 .   . 
 
 r c m A p p K o = 	 .   . 
 
 r c m E r r o r = 	 
 
 r c m D i v O K = 	   
 
 r c m D i v K O = 	   
 
 r c m D i v R e = 	 .   . 
 
 r c m T r f O K = 	   
 
 r c m T r f K O = 	   
 
 r c m T r f R e = 	 .   . 
 
 r c m N o R e p = 	   
 
 r c m E r r T O = 	   . 
 
 r c m E r r T K = 	   . 
 
 r c m E r r T R = 	   . . 
 
 r c m E r r D O = 	   . 
 
 r c m E r r D K = 	   . 
 
 r c m E r r D R = 	   . . 
 
 	 
 
 	 
 
 
 
 [ f r m V o i e s 9 0 0 ] 	 
 
 T i t r e = 	     &   S C R 
 
 G r i l l e _ 1 = 	 C L I 
 
 G r i l l e _ 2 = 	 D D I 
 
 G r i l l e _ 3 = 	 .   
 
 G r i l l e _ 4 = 	     
 
 G r i l l e _ 5 = 	   
 
 G r i l l e _ 6 = 	   
 
 G r i l l e _ 7 = 	   
 
 G r i l l e _ 8 = 	 
 
 G r i l l e _ 9 = 	 
 
 T r a c e _ 0 = 	 
 
 T r a c e _ 1 = 	 
 
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 
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 
 A p p S i O u v e r t = 	     
 
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 
 T e l S i F e r m e = 	     
 
 A p p S i F e r m e = 	 .     . 
 
 m n u I n s e r t = 	   
 
 m n u D e l = 	   
 
 M s g H = 	       
 
 M s g B = 	       
 
 D e b u g L i g n e = 	   
 
 D e b u g O K = 	 /   & 
 
 D e b u g E n C o u r s = 	     & 
 
 D e b u g E r r 1 = 	 "   C L I / D D I ,         " 
 
 D e b u g E r r 2 = 	 "   C C ,       V P " 
 
 D e b u g E r r 3 = 	 "   ,         / " 
 
 	 
 
 [ P l a n n i n g s ] 	 
 
 P l a n n i n g s = 	 S C R 
 
 P l a n n i n g = 	     
 
 R e p l i = 	     S C R 
 
 L i b e l l e = 	 
 
 T i t r e E r r o r = 	   
 
 T i t r e S C R = 	   S C R 
 
 