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Gx_l > ! 0…jüo ©}{¿ €æ @ S y s t e m . S t r i n g L{ f 8 a 5 8 4 6 6 - d 7 f 6 - 4 3 9 f - b b b 8 - d 4 6 0 0 e 4 1 d 0 9 9 } I m p l e m e n t a t i o n L{ 3 b 8 3 b 7 7 6 - f b 2 5 - 4 3 b 8 - 9 9 f 2 - 3 c 5 0 7 c 9 1 4 3 f c } T e x t D o c u m e n t L{ f 3 8 7 8 2 8 5 - 8 e 4 f - 4 9 0 b - b b 1 b - 9 a c b b 7 e b 0 4 d b } T e x t L i n e s L{ a 5 d e 0 b 0 b - 1 c b 5 - 4 9 1 3 - a c 2 1 - 9 d 7 0 2 9 3 e c 0 0 d } I d l o n g T a g T e x t BC R C : = T H I S ^ . G e t C R C ( a b y R x B u f ) ; :C R C H i : = W O R D _ T O _ B Y T E ( C R C ) ; JC R C L o : = W O R D _ T O _ B Y T E ( S H R ( C R C , 8 ) ) ; €/ / c h e c k t o s e l f c a l c u l a t e d C R C a g a i n s t t h e s e n t C R C , E q u a l = O K ðI F ( C R C H i = a b y R x B u f [ P a r a m L i s t . M O N A R C O _ S T R U C T _ S I Z E - 2 ] ) A N D ( C R C L o = a b y R x B u f [ P a r a m L i s t . M O N A R C O _ S T R U C T _ S I Z E - 1 ] ) T H E N $ c h e c k C R C : = T R U E ; E L S E & c h e c k C R C : = F A L S E ; E N D _ I F ; I n t e r f a c e L{ a 9 e d 5 b 7 e - 7 5 c 5 - 4 6 5 1 - a f 1 6 - d 2 c 2 7 e 9 8 c b 9 4 } ,M E T H O D c h e c k C R C : B O O L V A R _ I N P U T „ a b y R x B u f : A R R A Y [ 0 . . ( P a r a m L i s t . M O N A R C O _ S T R U C T _ S I Z E - 1 ) ] O F B Y T E ; E N D _ V A R V A R C R C : W O R D ; C R C L o : B Y T E ; C R C H i : B Y T E ; Ð ÐÐE Ð Ð ? Ú Ð - Ð Ð @ Ú Ð -Ð Ð A Ú Ð -Ð Ð B Ú Ð -Ð Ð C Ú Ð -Ð Ð D Ú Ð -Ð Ð E Ú Ð -Ð Ð F Ú Ð -Ð Ð G Ú Ð -Ð Ð Ú Ð -ÐÐE Ð Ð 6 Ú Ð -Ð Ð 7 Ú Ð -Ð Ð 8 Ú Ð -Ð Ð 9 Ú Ð - Ð Ð : Ú Ð - Ð Ð ; Ú Ð - Ð Ð < Ú Ð - Ð Ð = Ú Ð - Ð Ð > Ú Ð - Ð Ð Ú Ð -