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researchv10 Norman
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. a b
\ u T M \ d . } f
. i n \ n ( ) R u + \ n ( I N u
. l l \ n ( L L u
. l t \ n ( L L u
. p l \ n ( ) L u
. i f t . t a 3 . 6 m 7 . 2 m 1 0 . 8 m 1 4 . 4 m 1 8 m 2 1 . 6 m 2 5 . 2 m 2 8 . 8 m 3 2 . 4 m 3 6 m 3 9 . 6 m 4 3 . 2 m 4 6 . 8 m
. i f n . t a 5 n 1 0 n 1 5 n 2 0 n 2 5 n 3 0 n 3 5 n 4 0 n 4 5 n 5 0 n 5 5 n 6 0 n 6 5 n
. i f t . v s \ n ( ) V p
. p s \ n ( ) S
. f t 1
. e v 1
. } C
. } E
. i e \ n ( ) s ' s p 2 v
. e l ' s p 3 v
. p s \ n ( ) S - 1
. b d 1 3
. i e \ * ( ] L . t l \ * ( ] H \ * ( ] D \ * ( ] H
. e l . t l \ * ( ] H \ * ( ] D \ * ( ] L \ * ( ] H
. b d 1
. p s \ n ( ) S
. i e \ n ( ) s ' s p 1 . 5 v
. e l ' s p 3 v
. e v
. n s
. e v 1
. } E
. i f \ n ( ) s ' s p | \ n ( . p u - 1 v - 1 p
. i f \ n ( ) t ' s p | \ n ( . p u - 3 v
. i f n ' s p | \ n ( . p u - 4 v
. i f n . t l P a g e % \ * ( ] W
. i f \ n ( ) s . t l - % -
. i f \ n ( ) t . i f o . t l P a g e % \ * ( ] W
. i f e . t l \ * ( ] W P a g e %
' b p
. e v
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. w h - . 5 p } C
. l l \ n ( L L u
. b p
. } N
. p l 1
. l l \ n ( L L u
. P D
. n r I N \ n ( ) M u
. i f t . d s ] H \ $ 1 � ( � \ $ 2 � )
. i f n . d s ] H \ $ 1 ( \ $ 2 )
. i f \ n ( ) s . d s ] D
. i f \ n ( ) t . d s ] D U N I X P r o g r a m m e r ' s M a n u a l
. i f n . d s ] D U N I X P r o g r a m m e r ' s M a n u a l
. d s ] L
. i f ! \ $ 3 . d s ] L ( � \ $ 3 � )
. i f ! \ $ 4 . d s ] D \ $ 4
. w h 0 } H
. w h - \ n ( : m u } F
. e m } M
. i f \ n ( n l . b p 1
. n r ) I \ n ( ) M u
. n r ) R 0
. } E
. D T
. i f n . n a
. n h
. i f t . b d S 3 3
. h y 1 4
. } X 0 " \ $ 1 " s m a l l e r
. n r ) E 2
\ $ 1 \ $ 2 \ $ 3 \ $ 4 \ $ 5 \ $ 6
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. n r ) E 2
\ $ 1 \ $ 2 \ $ 3 \ $ 4 \ $ 5 \ $ 6
. } E
. t i \ $ 1
. s p \ n ( P D u
. n e 1 . 1 v
. n r ) R 0
. f i
. s s 1 2
. i f \ $ 2 S Y N O P S I S . s s 1 8
. i t 1 } N
. i f ! \ $ 3 . S M
. b d 1 3
. n r ) E 0
. } E
. n r ) I \ n ( ) M u
. n s
. b d 1
. p s \ n ( ) S - 1
. i f ! \ $ 1 \ $ 1
. i f ! \ $ 2 \ $ 2
. i f ! \ $ 3 \ $ 3
. i f ! \ $ 4 \ $ 4
. i f ! \ $ 5 \ $ 5
. i f ! \ $ 6 \ $ 6
. i f ! \ $ 1 . p s \ n ( ) S
. i f \ $ 1 . i t 1 } N
. f t 2
. i t 1 } N
. i f ! \ $ 1 \ $ 1 \ $ 2 \ $ 3 \ $ 4 \ $ 5 \ $ 6
. f t 3
. i t 1 } N
. i f ! \ $ 1 \ $ 1 \ $ 2 \ $ 3 \ $ 4 \ $ 5 \ $ 6
. } S 1 2 " \ $ 1 " " \ $ 2 " " \ $ 3 " " \ $ 4 " " \ $ 5 " " \ $ 6 "
. } S 2 1 " \ $ 1 " " \ $ 2 " " \ $ 3 " " \ $ 4 " " \ $ 5 " " \ $ 6 "
. i f t . } S 2 3 " \ $ 1 " " \ $ 2 " " \ $ 3 " " \ $ 4 " " \ $ 5 " " \ $ 6 "
. i f n . } S 2 3 " \ $ 1 " " \ $ 2 " " \ $ 3 " " \ $ 4 " " \ $ 5 " " \ $ 6 "
. i f t . } S 1 3 " \ $ 1 " " \ $ 2 " " \ $ 3 " " \ $ 4 " " \ $ 5 " " \ $ 6 "
. i f n . } S 1 3 " \ $ 1 " " \ $ 2 " " \ $ 3 " " \ $ 4 " " \ $ 5 " " \ $ 6 "
. i f t . } S 3 1 " \ $ 1 " " \ $ 2 " " \ $ 3 " " \ $ 4 " " \ $ 5 " " \ $ 6 "
. i f n . } S 3 1 " \ $ 1 " " \ $ 2 " " \ $ 3 " " \ $ 4 " " \ $ 5 " " \ $ 6 "
. i f t . } S 3 2 " \ $ 1 " " \ $ 2 " " \ $ 3 " " \ $ 4 " " \ $ 5 " " \ $ 6 "
. i f n . } S 3 2 " \ $ 1 " " \ $ 2 " " \ $ 3 " " \ $ 4 " " \ $ 5 " " \ $ 6 "
. d s ] F
. i f \ $ 1 2 . i f ! \ $ 5 . d s ] F �
. i e ! \ $ 4 . } S \ $ 2 \ $ 1 " \ $ 3 \ f \ $ 1 \ $ 4 \ * ( ] F " " \ $ 5 " " \ $ 6 " " \ $ 7 " " \ $ 8 " " \ $ 9 "
. e l \ $ 3
. } f
. s p \ n ( P D u
. n e 1 . 1 v
. } E
. n r ) I \ n ( ) M u
. n s
. P P
. P P
. i f t . n r P D . 4 v
. i f n . n r P D 1 v
. i f ! \ $ 1 . n r P D \ $ 1 v
. s p \ n ( P D u
. n e 1 . 1 v
. i f ! \ $ 1 . n r ) I \ $ 1 n
. l l \ n ( L L u
. i n \ n ( ) R u + \ n ( I N u + \ n ( ) I u
. t i \ n ( ) R u + \ n ( I N u
. } f
. T P \ $ 2
\ $ 1
. i f ! \ $ 1 . n r ) I \ $ 1 n
. s p \ n ( P D u
. n e 1 . 1 v
. i n \ n ( ) R u
. l g 0
. n s
. i t 1 } N
. n r ) E 1
. d i ] B
. d s ] X \ * ( ] B \
. r m ] B
. n r ) E 0
. i f ! \ $ 1 . n r ) I \ $ 1 n
. } f
. l l \ n ( L L u
. i n \ n ( ) R u + \ n ( I N u + \ n ( ) I u
. t i \ n ( I N u
. i e ! \ n ( ) I u + \ n ( ) R u - \ w \ * ( ] X u - 3 p \ * ( ] X
. b r
. e l \ * ( ] X \ h | \ n ( ) I u + \ n ( ) R u
. } f
. l g
. i f \ n ( ) E . b r
. d i
. i f \ n ( ) E 0 . } f
. i f \ n ( ) E 1 . } 1
. i f \ n ( ) E 2 . } 2
. n r ] \ n + ( ) p \ n ( ) I
. n r ) \ n ( ) p \ n ( ) R
. i e ! \ $ 1 . n r ) R + \ $ 1 n
. e l . n r ) R + \ n ( ) I
. n r ) I \ n ( ) M u
. } E
. i f ! \ $ 1 . i e \ $ 1 0 . n r ) p 1 1
. e l . n r ) p \ $ 1 1
. d s ] i \ * ( ] I \ n ( ) p
. d s ] r \ * ( ] R \ n ( ) p
. n r ) I \ * ( ] i
. n r ) R \ * ( ] r
. i f \ n ( ) p . n r ) p - 1
. } E
. i f \ $ 1 . n r ! K 0
. i f \ w \ $ 1 . i e \ $ 1 P . n r ! K 1
. e l . i e \ $ 1 B P . n r ! K 3
. e l . i e \ $ 1 B R . n r ! K 4
. e l . n r ! K 2
. i f \ n ( ! K . w h - ( \ n ( : m u + 5 v ) ) G
. i f \ n ( ! K ' s p 2 v
. i e \ n ( ! K = 1 . b d 1 3
. t l P R I V A T E
. b d 1
. t l T h i s i n f o r m a t i o n s h o u l d n o t b e d i s c l o s e d t o u n a u t h o r i z e d p e r s o n s .
. t l I t i s m e a n t s o l e l y f o r u s e b y a u t h o r i z e d B e l l S y s t e m e m p l o y e e s .
. e l . i e \ n ( ! K = 3 . b d 1 3
. t l B E L L L A B O R A T O R I E S P R O P R I E T A R Y
. b d 1
. t l N o t f o r u s e o r d i s c l o s u r e o u t s i d e B e l l L a b o r a t o r i e s e x c e p t b y
. t l w r i t t e n a p p r o v a l o f t h e d i r e c t o r o f t h e d i s t r i b u t i n g o r g a n i z a t i o n .
. e l . i e \ n ( ! K = 4 . b d 1 3
. t l B E L L L A B O R A T O R I E S R E S T R I C T E D
. b d 1
. t l T h e i n f o r m a t i o n h e r e i n i s m e a n t s o l e l y f o r u s e b y a u t h o r i z e d
. t l B e l l L a b o r a t o r i e s e m p l o y e e s a n d i s n o t t o b e d i s c l o s e d t o o t h e r s .
. e l . i f \ n ( ! K = 2 . b d 1 3
. t l N O T I C E
. b d 1
. t l N o t f o r u s e o r d i s c l o s u r e o u t s i d e t h e
. t l B e l l S y s t e m e x c e p t u n d e r w r i t t e n a g r e e m e n t .
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