SPI-FbDrvMonarco
5-production-stableFB Driver for SPI based Monarco HAT
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37 lines (37 with data), 7.0 kB
Gx_l = ! 0
jüo ÞYø Ã'rÄ S y s t e m . S t r i n g L{ a d b 5 c b 6 5 - 8 e 1 d - 4 a 0 0 - b 7 0 a - 3 7 5 e a 2 7 5 8 2 f 3 }
I t e m s 8S y s t e m . C o l l e c t i o n s . A r r a y L i s t L{ 4 7 2 3 e b e 7 - 5 b f c - 4 3 c 6 - b e 6 b - 5 0 9 7 0 0 2 e f 6 b 4 } "D e f a u l t R e s o l u t i o n R a s p b e r r y P i P e r i p h e r a l s , * ( 3 S - S m a r t S o f t w a r e S o l u t i o n s G m b H ) O p t i o n a l b o o l
P a r a m s L{ e 3 8 d b 9 8 1 - 1 f b e - 4 d 6 8 - b 5 b 0 - d 5 5 c a 6 0 8 6 d a a } P l a c e h o l d e r N a m e
0R a s p b e r r y P i P e r i p h e r a l s R e s o l v e r G u i d S y s t e m . G u i d Hb 3 0 3 f 5 c e - 7 5 f f - 4 6 6 8 - a 7 7 7 - 7 d a 8 d e b b 4 4 9 c I d l o n g N a m e s p a c e
R a s P i S y s t e m L i b r a r y <H i d e W h e n R e f e r e n c e d A s D e p e n d e n c y 2P u b l i s h S y m b o l s I n C o n t a i n e r Q u a l i f i e d O n l y L i n k A l l C o n t e n t ,I o S t a n d a r d , * ( S y s t e m ) I o S t a n d a r d NC A A M e m o r y , * ( C A A T e c h n i c a l W o r k g r o u p ) C A A M e m o r y M E M (S t a n d a r d , * ( S y s t e m ) S t a n d a r d !nC A A R e a l T i m e C l o c k E x t e r n , * ( C A A T e c h n i c a l W o r k g r o u p ) "C A A R T C L K #
R T C L K $TC A A S e r i a l C o m , * ( C A A T e c h n i c a l W o r k g r o u p ) %C A A S e r i a l C o m &C O M '*I o D r v B a s e , * ( S y s t e m ) (I o D r v B a s e )L{ 5 1 a 1 1 6 6 0 - 6 c 0 d - 4 5 9 8 - 8 c 0 8 - 4 1 9 c 5 8 4 5 e a 1 f } *N a m e +>I o D r i v e r I n t e r f a c e s , * ( S y s t e m ) , I I o D r v -RI o D r i v e r P a r a m e t e r I n t e r f a c e s , * ( S y s t e m ) . I I o D r v P a r a m e t e r /4S y s C p u H a n d l i n g , * ( S y s t e m ) 0 S y s C p u H a n d l i n g 16B a s e I n t e r f a c e s , * ( S y s t e m ) 2I B a s e L i b r a r y 38V i s u E l e m s , 3 . 5 . 1 2 . 0 ( S y s t e m ) 4 S y s t e m _ V i s u E l e m s 5H2 7 1 7 e b 6 a - d d 0 7 - 4 c 6 6 - 8 d 8 d - c a c e b d 7 b 1 8 a e 6V i s u E l e m s 7@V i s u E l e m M e t e r , 3 . 5 . 1 2 . 0 ( S y s t e m ) 8(S y s t e m _ V i s u E l e m M e t e r 9V i s u E l e m M e t e r :VV i s u E l e m s S p e c i a l C o n t r o l s , 3 . 5 . 1 1 . 0 ( S y s t e m ) ;>S y s t e m _ V i s u E l e m s S p e c i a l C o n t r o l s <0V i s u E l e m s S p e c i a l C o n t r o l s =NV i s u E l e m s W i n C o n t r o l s , 3 . 5 . 1 2 . 0 ( S y s t e m ) >6S y s t e m _ V i s u E l e m s W i n C o n t r o l s ?(V i s u E l e m s W i n C o n t r o l s @JV i s u E l e m T e x t E d i t o r , 3 . 5 . 1 1 . 0 ( S y s t e m ) A2S y s t e m _ V i s u E l e m T e x t E d i t o r B$V i s u E l e m T e x t E d i t o r C@V i s u E l e m T r a c e , 3 . 5 . 1 2 . 0 ( S y s t e m ) D(S y s t e m _ V i s u E l e m T r a c e EV i s u E l e m T r a c e FHV i s u N a t i v e C o n t r o l , 3 . 5 . 1 1 . 0 ( S y s t e m ) G0S y s t e m _ V i s u N a t i v e C o n t r o l H"V i s u N a t i v e C o n t r o l IBV i s u E l e m s A l a r m , 3 . 5 . 1 2 . 0 ( S y s t e m ) J*S y s t e m _ V i s u E l e m s A l a r m K V i s u E l e m s A l a r m LNV i s u E l e m C a m D i s p l a y e r , 3 . 5 . 1 2 . 0 ( S y s t e m ) M"G C _ P O I N T S _ P E R _ C A M NE x p OL{ 8 8 5 1 3 0 1 9 - 9 2 6 a - 4 1 2 5 - a b 4 f - 2 6 0 c f 5 e 4 c 6 3 e } PT y p e Q P o s i t i o n T o S a v e R M e s s a g e s T o S a v e SL{ b c 2 b e 9 5 1 - 4 9 f 6 - 4 f 0 f - b 7 3 1 - e 3 1 e 3 6 6 0 6 f 1 e } TL o n g V a l u e UT y p e C l a s s VL{ 1 6 f 7 a a 2 4 - 0 3 8 f - 4 4 4 e - 9 d 8 1 - b 0 0 1 b c 0 9 1 d 3 5 } W A n y I n t XN e g a t i v e Y"O r i g i n a l T y p e C l a s s Z6S y s t e m _ V i s u E l e m C a m D i s p l a y e r [(V i s u E l e m C a m D i s p l a y e r \BV i s u E l e m 3 D P a t h , 3 . 5 . 1 0 . 0 ( S y s t e m ) ]*G C _ P O I N T S _ P E R _ P O L Y G O N ^*S y s t e m _ V i s u E l e m 3 D P a t h _ V i s u E l e m 3 D P a t h `HV i s u E l e m s D a t e T i m e , 3 . 5 . 1 1 . 0 ( S y s t e m ) a0S y s t e m _ V i s u E l e m s D a t e T i m e b"V i s u E l e m s D a t e T i m e cDV i s u E l e m X Y C h a r t , 3 . 5 . 1 2 . 0 ( S y s t e m ) d,S y s t e m _ V i s u E l e m X Y C h a r t e V i s u E l e m X Y C h a r t f:v i s u i n p u t s , 3 . 5 . 1 2 . 0 ( s y s t e m ) g"s y s t e m _ v i s u i n p u t s hv i s u i n p u t s i@S y s T y p e s 2 I n t e r f a c e s , * ( S y s t e m ) jS y s T y p e s kBC m p E r r o r s 2 I n t e r f a c e s , * ( S y s t e m ) lC m p E r r o r s m6P l a c e h o l d e r R e d i r e c t i o n T a b l e n8S y s t e m . C o l l e c t i o n s . H a s h t a b l e oR a s p b e r r y P i P e r i p h e r a l s , 3 . 5 . 1 3 . 0 ( 3 S - S m a r t S o f t w a r e S o l u t i o n s G m b H ) Ð Ð Ð-Ð E
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