/ * O B J E C T _ H E L P = [ F a u l t   s i g n a l l i n g   o b j e c t ] 
 
 T h i s   o b j e c t   i n t e r c o n n e c t s   a l a r m   s y s t e m   a n d   i n p u t s / o u t p u t s   o f   c o n t r o l   s t a t i o n . 
 
 E x t e r n a l   c o n f i r m   a n d   o v e r r i d e   b u t t o n s   c a n   b e   c o n n e c t e d   i n t o   c o n t r o l   s t a t i o n   ( d i g i t a l   i n p u t s ) . 
 
 E x t e r n a l   a c o u s t i c   a n d   l i g h t i n g   a l a r m s   c a n   b e   c o n n e c t e d   i n t o   c o n t r o l   s t a t i o n   ( d i g i t a l   o u t p u t ) . 
 
 
 
 / * R E V I Z E = 2 3 . 7 . 2 0 0 8 ,   v e r s i o n   5 . 0 . 0 ,   [ F a u l t   s i g n a l l i n g   o b j e c t ] * / 
 
 
 
 / * T O O L T I P = [ F a u l t   s i g n a l l i n g   o b j e c t ] * / 
 
 
 
 / * I D _ 0 0 1 _ H E L P = ( P r o p e r t y   I D _ 0 0 1 )   -   E x t e r n a l   a l a r m   c o n f i r m   b u t t o n   c a n   b e   c o n n e c t e d   a s   D I ( d i g i t a l   i n p u t ) . * / 
 
 / * I D _ 0 0 1 _ N A M E = E x t e r n a l   a l a r m   c o n f i r m * / 
 
 / * I D _ 0 0 1 _ 0 1 = N o n e * / 
 
 / * I D _ 0 0 1 _ 0 2 = D I - d i g i t a l   i n p u t * / 
 
 
 
 / * I D _ 0 0 2 _ H E L P = ( P r o p e r t y   I D _ 0 0 2 )   -   E x t e r n a l   a l a r m   o v e r r i d e   b u t t o n   c a n   b e   c o n n e c t e d   a s   D I   ( d i g i t a l   i n p u t ) . * / 
 
 / * I D _ 0 0 2 _ N A M E = E x t e r n a l   a l a r m   o v e r r i d e * / 
 
 / * I D _ 0 0 2 _ 0 1 = N o n e * / 
 
 / * I D _ 0 0 2 _ 0 2 = D I - d i g i t a l   i n p u t * / 
 
 
 
 / * I D _ 0 0 5 _ H E L P = ( P r o p e r t y   I D _ 0 0 5 )   -   E x t e r n a l   a l a r m   c o n f i r m   a n d   o v e r r i d e   b u t t o n   c a n   b e   c o n n e c t e d   a s   D I   ( d i g i t a l   i n p u t ) . 
 
 T h i s   p r o p e r t y   m e r g e s   p r o p e r t i e s   I D _ 0 0 1   a n d   I D _ 0 0 2   i n t o   o n e   b u t t o n . 
 
 A l a r m   c o n f i r m   i s   p r o c e e d e d   b y   s h o r t   p r e s s   ( 3 s e c )   o f   b u t t o n .   A l a r m   o v e r r i d e   i s   p r o c e e d e d   b y   l o n g e r   p r e s s   ( 6 s e c )   o f   b u t t o n . * / 
 
 / * I D _ 0 0 5 _ N A M E = E x t e r n a l   a l a r m   c o n f i r m   a n d   o v e r r i d e * / 
 
 / * I D _ 0 0 5 _ 0 1 = N o n e * / 
 
 / * I D _ 0 0 5 _ 0 2 = D I - d i g i t a l   i n p u t * / 
 
 
 
 / * I D _ 0 0 3 _ H E L P = ( P r o p e r t y   I D _ 0 0 3 )   -   E x t e r n a l   a l a r m   h o r n   c a n   b e   c o n n e c t e d   b y   D O   ( d i g i t a l   o u t p u t ) . * / 
 
 / * I D _ 0 0 3 _ N A M E = E x t e r n a l   a l a r m   h o r n * / 
 
 / * I D _ 0 0 3 _ 0 1 = N o n e * / 
 
 / * I D _ 0 0 3 _ 0 2 = D O - d i g i t a l   o u t p u t * / 
 
 
 
 / * I D _ 0 0 4 _ H E L P = ( P r o p e r t y   I D _ 0 0 4 )   -   E x t e r n a l   l i g h t i n g   a l a r m   c a n   b e   c o n n e c t e d   b y   D O   ( d i g i t a l   o u t p u t ) . * / 
 
 / * I D _ 0 0 4 _ N A M E = E x t e r n a l   l i g h t i n g   a l a r m * / 
 
 / * I D _ 0 0 4 _ 0 1 = N o n e * / 
 
 / * I D _ 0 0 4 _ 0 2 = D O - d i g i t a l   o u t p u t * / 
 
 
 
 / * I D _ 0 0 6 _ H E L P = ( P r o p e r t y   I D _ 0 0 6 )   -   E x t e r n a l   a l a r m s   a r e   a v a i l a b l e   b y   m o r e   D O   d i g i t a l   o u t p u t s . 
 
 P r o g r a m m e r   c r e a t e s   i n t e r c o n n e c t   b e t w e e n   a l a r m   v a r i a b l e s   a n d   d i g i t a l   o u t p u t s   i n   < p r o j e c t n a m e > . I N B   f i l e   i n   p r o g r a m m i n g   l a n g u a g e   L E D A . * / 
 
 / * I D _ 0 0 6 _ N A M E = E x t e r n a l   a l a r m s   b y   m o r e   ( D O )   d i g i t a l   o u t p u t s * / 
 
 / * I D _ 0 0 6 _ 0 1 = N o n e * / 
 
 / * I D _ 0 0 6 _ 0 2 = D O - d i g i t a l   o u t p u t   ( 1 x ) * / 
 
 / * I D _ 0 0 6 _ 0 3 = D O - d i g i t a l   o u t p u t   ( 2 x ) * / 
 
 / * I D _ 0 0 6 _ 0 4 = D O - d i g i t a l   o u t p u t   ( 3 x ) * / 
 
 / * I D _ 0 0 6 _ 0 5 = D O - d i g i t a l   o u t p u t   ( 4 x ) * / 
 
 / * I D _ 0 0 6 _ 0 6 = D O - d i g i t a l   o u t p u t   ( 5 x ) * / 
 
 / * I D _ 0 0 6 _ 0 7 = D O - d i g i t a l   o u t p u t   ( 6 x ) * / 
 
 
 
 / * I D _ 0 0 8 _ H E L P = ( P r o p e r t y   I D _ 0 0 8 )   -   S e n d s   s e l e c t e d   a l a r m s   b y   S M S   t o   G S M   p h o n e . * / 
 
 / * I D _ 0 0 8 _ N A M E = S M S   a l a r m s * / 
 
 / * I D _ 0 0 8 _ 0 1 = N o n e * / 
 
 / * I D _ 0 0 8 _ 0 2 = Y e s   ( s e r v i c e   c h a n n e l ) * / 
 
 / * I D _ 0 0 8 _ 0 3 = Y e s   ( K O M G   m o d u l e ) * / 
 
 
 
 / * D I _ d e b l o k u j _ x x = E x t e r n a l   a l a r m   o v e r r i d e * / 
 
 / * D I _ k v i t u j _ x x = E x t e r n a l   a l a r m   c o n f i r m * / 
 
 / * D I _ k v i t u j 1 _ x x = E x t e r n    a l a r m   c o n f i r m   a n d   o v e r r i d e * / 
 
 / * D O _ a l m o p t _ x x = E x t e r n a l   a l a r m   l i g h t * / 
 
 / * D O _ e x t s i g 1 _ x x = E x t e r n    a l a r m   b y   D O - d i g i t a l   o u t p u t   1 * / 
 
 / * D O _ e x t s i g 2 _ x x = E x t e r n    a l a r m   b y   D O - d i g i t a l   o u t p u t   2 * / 
 
 / * D O _ e x t s i g 3 _ x x = E x t e r n    a l a r m   b y   D O - d i g i t a l   o u t p u t   3 * / 
 
 / * D O _ e x t s i g 4 _ x x = E x t e r n    a l a r m   b y   D O - d i g i t a l   o u t p u t   4 * / 
 
 / * D O _ e x t s i g 5 _ x x = E x t e r n    a l a r m   b y   D O - d i g i t a l   o u t p u t   5 * / 
 
 / * D O _ e x t s i g 6 _ x x = E x t e r n    a l a r m   b y   D O - d i g i t a l   o u t p u t   6 * / 
 
 / * D O _ h o u k e j _ x x = E x t e r n a l   a l a r m   h o r n * / 