Diff of /branches/develop/mqttsparkplug/mqttsparkplug-unittest/Device/Plc Logic/mqttsparkplug/GVL_metrics/svnobj [r907] .. [r908] Maximize Restore
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--- a/branches/develop/mqttsparkplug/mqttsparkplug-unittest/Device/Plc Logic/mqttsparkplug/GVL_metrics/svnobj +++ b/branches/develop/mqttsparkplug/mqttsparkplug-unittest/Device/Plc Logic/mqttsparkplug/GVL_metrics/svnobj @@ -1,77 +1,76 @@ -Gx_l Q, ! 0…jüo% ‘Kd ' ”4T˜ S y s t e m . S t r i n g L{ f f b f a 9 3 a - b 9 4 d - 4 5 f c - a 3 2 9 - 2 2 9 8 6 0 1 8 3 b 1 d } 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 } 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 8{ a t t r i b u t e ' q u a l i f i e d _ o n l y ' } V A R _ G L O B A L > S c e n a r i o s : F B _ S c e n a r i o s ( ) ; H T i m e s t a m p : s y s t i m e r t c . s y s t i m e ; 6 / / E d g e 1 a n d 2 D a t a a r M e t r i c s _ E o N : A R R A Y [ 0 . . 3 8 ] O F S p a r k p l u g . F B _ M e t r i c : = [ ( _ n a m e : = " B o o l / B 1 " , t _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . B o o l e a n , 2 _ u L i n t : = 0 ) , ² ( _ n a m e : = " B o o l / B 2 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . B o o l e a n , _ u L i n t : = 1 ) , ² ( _ n a m e : = " B o o l / B 3 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . B o o l e a n , _ u L i n t : = 1 ) , ¾ ( _ n a m e : = " D a t e T i m e / D T 1 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . D a t e T i m e , _ u L i n t : = 0 ) , ¾ ( _ n a m e : = " D a t e T i m e / D T 2 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . D a t e T i m e , _ u L i n t : = 0 ) , ¾ ( _ n a m e : = " D a t e T i m e / D T 3 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . D a t e T i m e , _ u L i n t : = 0 ) , ´ ( _ n a m e : = " F l o a t / F 1 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . F l o a t , _ l R e a l : = 1 . 0 ) , ´ ( _ n a m e : = " F l o a t / F 2 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . F l o a t , _ l R e a l : = 2 . 0 ) , ´ ( _ n a m e : = " F l o a t / F 3 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . F l o a t , _ l R e a l : = 3 . 0 ) , ¸ ( _ n a m e : = " D o u b l e / D 1 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . D o u b l e , _ l R e a l : = 4 . 0 ) , ¸ ( _ n a m e : = " D o u b l e / D 2 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . D o u b l e , _ l R e a l : = 5 . 0 ) , ¸ ( _ n a m e : = " D o u b l e / D 3 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . D o u b l e , _ l R e a l : = 6 . 0 ) , !® ( _ n a m e : = " I n t 8 / I 8 1 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . I n t 8 , _ u L i n t : = 7 ) , "® ( _ n a m e : = " I n t 8 / I 8 2 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . I n t 8 , _ u L i n t : = 8 ) , #® ( _ n a m e : = " I n t 8 / I 8 3 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . I n t 8 , _ u L i n t : = 9 ) , $¶ ( _ n a m e : = " I n t 1 6 / I 1 6 1 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . I n t 1 6 , _ u L i n t : = 1 0 ) , %¶ ( _ n a m e : = " I n t 1 6 / I 1 6 2 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . I n t 1 6 , _ u L i n t : = 1 1 ) , &¶ ( _ n a m e : = " I n t 1 6 / I 1 6 3 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . I n t 1 6 , _ u L i n t : = 1 2 ) , '¶ ( _ n a m e : = " I n t 3 2 / I 3 2 1 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . I n t 3 2 , _ u L i n t : = 1 3 ) , (¶ ( _ n a m e : = " I n t 3 2 / I 3 2 2 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . I n t 3 2 , _ u L i n t : = 1 4 ) , )¶ ( _ n a m e : = " I n t 3 2 / I 3 2 3 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . I n t 3 2 , _ u L i n t : = 1 5 ) , *¶ ( _ n a m e : = " I n t 6 4 / I 6 4 1 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . I n t 6 4 , _ u L i n t : = 1 6 ) , +¶ ( _ n a m e : = " I n t 6 4 / I 6 4 2 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . I n t 6 4 , _ u L i n t : = 1 7 ) , ,¶ ( _ n a m e : = " I n t 6 4 / I 6 4 3 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . I n t 6 4 , _ u L i n t : = 1 8 ) , -´ ( _ n a m e : = " U i n t 8 / b y 1 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . U i n t 8 , _ u L i n t : = 1 9 ) , .´ ( _ n a m e : = " U i n t 8 / b y 2 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . U i n t 8 , _ u L i n t : = 2 0 ) , /´ ( _ n a m e : = " U i n t 8 / b y 3 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . U i n t 8 , _ u L i n t : = 2 1 ) , 0¶ ( _ n a m e : = " U I n t 1 6 / w 1 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . U I n t 1 6 , _ u L i n t : = 2 2 ) , 1¶ ( _ n a m e : = " U I n t 1 6 / w 2 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . U I n t 1 6 , _ u L i n t : = 2 3 ) , 2¶ ( _ n a m e : = " U I n t 1 6 / w 3 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . U I n t 1 6 , _ u L i n t : = 2 4 ) , 3¸ ( _ n a m e : = " U i n t 3 2 / d w 1 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . U i n t 3 2 , _ u L i n t : = 2 5 ) , 4¸ ( _ n a m e : = " U i n t 3 2 / d w 2 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . U i n t 3 2 , _ u L i n t : = 2 6 ) , 5¸ ( _ n a m e : = " U i n t 3 2 / d w 3 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . U i n t 3 2 , _ u L i n t : = 2 7 ) , 6¸ ( _ n a m e : = " U I n t 6 4 / l w 1 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . U I n t 6 4 , _ u L i n t : = 2 8 ) , 7¸ ( _ n a m e : = " U I n t 6 4 / l w 2 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . U I n t 6 4 , _ u L i n t : = 2 9 ) , 8¸ ( _ n a m e : = " U I n t 6 4 / l w 3 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . U I n t 6 4 , _ u L i n t : = 3 0 ) , 9Ä ( _ n a m e : = " W S t r i n g / w s 1 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . S t r i n g _ , _ W S T R I N G : = " N o " ) , :Æ ( _ n a m e : = " W S t r i n g / w s 2 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . S t r i n g _ , _ W S T R I N G : = " w h y " ) , ;È ( _ n a m e : = " W S t r i n g / w s 3 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . S t r i n g _ , _ W S T R I N G : = " n ö ö " ) ] ; <> / / E d g e 1 a n d 2 - D e v i c e 1 =ž a r M e t r i c s _ D 1 : A R R A Y [ 0 . . 5 ] O F S p a r k p l u g . F B _ M e t r i c : = [ ( _ n a m e : = " F l o a t / F 1 " , >p _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . F l o a t , ?6 _ l R e a l : = 1 . 0 ) , @² ( _ n a m e : = " B o o l / B 1 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . B o o l e a n , _ u L i n t : = 0 ) , A´ ( _ n a m e : = " B o o l / B 3 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . B o o l e a n , _ u L i n t : = 1 ) ] ; B> / / E d g e 1 a n d 2 - D e v i c e 2 Cž a r M e t r i c s _ D 2 : A R R A Y [ 0 . . 5 ] O F S p a r k p l u g . F B _ M e t r i c : = [ ( _ n a m e : = " F l o a t / F 1 " , D< / / E d g e 1 a n d 2 - D e v i c e 3 Ež a r M e t r i c s _ D 3 : A R R A Y [ 0 . . 5 ] O F S p a r k p l u g . F B _ M e t r i c : = [ ( _ n a m e : = " F l o a t / F 1 " , FE N D _ V A R G N e t V a r P r o p e r t i e s HP a r a m e t e r L i s t Ib o o l J,A d d A t t r i b u t e S u b s e q u e n t Ð ÐÐEKÐ Ð -y Ú Ð - Ð Ð -z Ú Ð -Ð Ð -Á Ú Ð -Ð Ð -Â Ú Ð -Ð Ð -À 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 -Ð Ð - Ú Ð -Ð Ð -‚ Ú Ð -Ð Ð -ƒ Ú Ð -Ð Ð -„ Ú Ð -Ð Ð -… Ú Ð - Ð Ð -† Ú Ð - Ð Ð -‡ Ú Ð - Ð Ð -ˆ Ú Ð - Ð Ð -‰ Ú Ð - Ð Ð -Š Ú Ð -!Ð Ð -‹ Ú Ð -"Ð Ð -Œ Ú Ð -#Ð Ð - Ú Ð -$Ð Ð -Ž 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 -+Ð Ð -• Ú Ð -,Ð Ð -– Ú Ð --Ð Ð -— Ú Ð -.Ð Ð -˜ Ú Ð -/Ð Ð -™ Ú Ð -0Ð Ð -š Ú Ð -1Ð Ð -› Ú Ð -2Ð Ð -œ Ú Ð -3Ð Ð - Ú Ð -4Ð Ð -ž Ú Ð -5Ð Ð -Ÿ Ú Ð -6Ð Ð - Ú Ð -7Ð Ð -¡ Ú Ð -8Ð Ð -¢ Ú Ð -9Ð Ð -£ 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 - Ð Ð -ª Ú Ð - Ð Ð -« Ú Ð -@Ð Ð -¬ Ú Ð -Ð Ð - Ú Ð -AÐ Ð -® Ú Ð -BÐ Ð -¯ Ú Ð -CÐ Ð -° Ú Ð ->Ð Ð -± Ú Ð -?Ð Ð -² Ú Ð - Ð Ð -³ Ú Ð - Ð Ð -´ Ú Ð -@Ð Ð -µ Ú Ð -Ð Ð -¶ Ú Ð -AÐ Ð -· Ú Ð -DÐ Ð -¸ Ú Ð -EÐ Ð -¹ Ú Ð ->Ð Ð -º Ú Ð -?Ð Ð -» Ú Ð - Ð Ð -¼ Ú Ð - Ð Ð -½ Ú Ð -@Ð Ð -¾ Ú Ð -Ð Ð -¿ Ú Ð -AÐ Ð -K Ú Ð -FÚGÐHI ÐJI \ No newline at end of file +Gx_l Õ+ ! 0…jüo¶$ ÏEÕâ ÷ TÅã S y s t e m . S t r i n g L{ f f b f a 9 3 a - b 9 4 d - 4 5 f c - a 3 2 9 - 2 2 9 8 6 0 1 8 3 b 1 d } 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 } 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 8{ a t t r i b u t e ' q u a l i f i e d _ o n l y ' } V A R _ G L O B A L F T i m e s t a m p : s y s t i m e r t c . s y s t i m e ; 6 / / E d g e 1 a n d 2 D a t a a r M e t r i c s _ E o N : A R R A Y [ 0 . . 3 8 ] O F S p a r k p l u g . F B _ M e t r i c : = [ ( _ n a m e : = " B o o l / B 1 " , t _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . B o o l e a n , 2 _ u L i n t : = 0 ) , ² ( _ n a m e : = " B o o l / B 2 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . B o o l e a n , _ u L i n t : = 1 ) , ² ( _ n a m e : = " B o o l / B 3 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . B o o l e a n , _ u L i n t : = 1 ) , ¾ ( _ n a m e : = " D a t e T i m e / D T 1 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . D a t e T i m e , _ u L i n t : = 0 ) , ¾ ( _ n a m e : = " D a t e T i m e / D T 2 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . D a t e T i m e , _ u L i n t : = 0 ) , ¾ ( _ n a m e : = " D a t e T i m e / D T 3 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . D a t e T i m e , _ u L i n t : = 0 ) , ´ ( _ n a m e : = " F l o a t / F 1 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . F l o a t , _ l R e a l : = 1 . 0 ) , ´ ( _ n a m e : = " F l o a t / F 2 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . F l o a t , _ l R e a l : = 2 . 0 ) , ´ ( _ n a m e : = " F l o a t / F 3 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . F l o a t , _ l R e a l : = 3 . 0 ) , ¸ ( _ n a m e : = " D o u b l e / D 1 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . D o u b l e , _ l R e a l : = 4 . 0 ) , ¸ ( _ n a m e : = " D o u b l e / D 2 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . D o u b l e , _ l R e a l : = 5 . 0 ) , ¸ ( _ n a m e : = " D o u b l e / D 3 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . D o u b l e , _ l R e a l : = 6 . 0 ) , ® ( _ n a m e : = " I n t 8 / I 8 1 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . I n t 8 , _ u L i n t : = 7 ) , ® ( _ n a m e : = " I n t 8 / I 8 2 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . I n t 8 , _ u L i n t : = 8 ) , !® ( _ n a m e : = " I n t 8 / I 8 3 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . I n t 8 , _ u L i n t : = 9 ) , "¶ ( _ n a m e : = " I n t 1 6 / I 1 6 1 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . I n t 1 6 , _ u L i n t : = 1 0 ) , #¶ ( _ n a m e : = " I n t 1 6 / I 1 6 2 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . I n t 1 6 , _ u L i n t : = 1 1 ) , $¶ ( _ n a m e : = " I n t 1 6 / I 1 6 3 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . I n t 1 6 , _ u L i n t : = 1 2 ) , %¶ ( _ n a m e : = " I n t 3 2 / I 3 2 1 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . I n t 3 2 , _ u L i n t : = 1 3 ) , &¶ ( _ n a m e : = " I n t 3 2 / I 3 2 2 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . I n t 3 2 , _ u L i n t : = 1 4 ) , '¶ ( _ n a m e : = " I n t 3 2 / I 3 2 3 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . I n t 3 2 , _ u L i n t : = 1 5 ) , (¶ ( _ n a m e : = " I n t 6 4 / I 6 4 1 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . I n t 6 4 , _ u L i n t : = 1 6 ) , )¶ ( _ n a m e : = " I n t 6 4 / I 6 4 2 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . I n t 6 4 , _ u L i n t : = 1 7 ) , *¶ ( _ n a m e : = " I n t 6 4 / I 6 4 3 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . I n t 6 4 , _ u L i n t : = 1 8 ) , +´ ( _ n a m e : = " U i n t 8 / b y 1 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . U i n t 8 , _ u L i n t : = 1 9 ) , ,´ ( _ n a m e : = " U i n t 8 / b y 2 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . U i n t 8 , _ u L i n t : = 2 0 ) , -´ ( _ n a m e : = " U i n t 8 / b y 3 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . U i n t 8 , _ u L i n t : = 2 1 ) , .¶ ( _ n a m e : = " U I n t 1 6 / w 1 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . U I n t 1 6 , _ u L i n t : = 2 2 ) , /¶ ( _ n a m e : = " U I n t 1 6 / w 2 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . U I n t 1 6 , _ u L i n t : = 2 3 ) , 0¶ ( _ n a m e : = " U I n t 1 6 / w 3 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . U I n t 1 6 , _ u L i n t : = 2 4 ) , 1¸ ( _ n a m e : = " U i n t 3 2 / d w 1 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . U i n t 3 2 , _ u L i n t : = 2 5 ) , 2¸ ( _ n a m e : = " U i n t 3 2 / d w 2 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . U i n t 3 2 , _ u L i n t : = 2 6 ) , 3¸ ( _ n a m e : = " U i n t 3 2 / d w 3 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . U i n t 3 2 , _ u L i n t : = 2 7 ) , 4¸ ( _ n a m e : = " U I n t 6 4 / l w 1 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . U I n t 6 4 , _ u L i n t : = 2 8 ) , 5¸ ( _ n a m e : = " U I n t 6 4 / l w 2 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . U I n t 6 4 , _ u L i n t : = 2 9 ) , 6¸ ( _ n a m e : = " U I n t 6 4 / l w 3 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . U I n t 6 4 , _ u L i n t : = 3 0 ) , 7Ä ( _ n a m e : = " W S t r i n g / w s 1 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . S t r i n g _ , _ W S T R I N G : = " N o " ) , 8Æ ( _ n a m e : = " W S t r i n g / w s 2 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . S t r i n g _ , _ W S T R I N G : = " w h y " ) , 9È ( _ n a m e : = " W S t r i n g / w s 3 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . S t r i n g _ , _ W S T R I N G : = " n ö ö " ) ] ; :> / / E d g e 1 a n d 2 - D e v i c e 1 ;ž a r M e t r i c s _ D 1 : A R R A Y [ 0 . . 5 ] O F S p a r k p l u g . F B _ M e t r i c : = [ ( _ n a m e : = " F l o a t / F 1 " , <p _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . F l o a t , =6 _ l R e a l : = 1 . 0 ) , >² ( _ n a m e : = " B o o l / B 1 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . B o o l e a n , _ u L i n t : = 0 ) , ?´ ( _ n a m e : = " B o o l / B 3 " , _ d a t a T y p e : = S p a r k p l u g . M e t r i c D a t a T y p e . B o o l e a n , _ u L i n t : = 1 ) ] ; @> / / E d g e 1 a n d 2 - D e v i c e 2 Až a r M e t r i c s _ D 2 : A R R A Y [ 0 . . 5 ] O F S p a r k p l u g . F B _ M e t r i c : = [ ( _ n a m e : = " F l o a t / F 1 " , B< / / E d g e 1 a n d 2 - D e v i c e 3 Cž a r M e t r i c s _ D 3 : A R R A Y [ 0 . . 5 ] O F S p a r k p l u g . F B _ M e t r i c : = [ ( _ n a m e : = " F l o a t / F 1 " , DE N D _ V A R E N e t V a r P r o p e r t i e s FP a r a m e t e r L i s t Gb o o l H,A d d A t t r i b u t e S u b s e q u e n t Ð ÐÐEIÐ Ð +Ã Ú Ð - Ð Ð +Ä Ú Ð -Ð Ð +Ç Ú Ð -Ð Ð +È Ú Ð -Ð Ð +É Ú Ð -Ð Ð +Ê Ú Ð -Ð Ð +Ë Ú Ð -Ð Ð +Ì Ú Ð -Ð Ð +Í Ú Ð -Ð Ð +Î Ú Ð -Ð Ð +Ï Ú Ð -Ð Ð +Ð Ú Ð -Ð Ð +Ñ Ú Ð -Ð Ð +Ò Ú Ð -Ð Ð +Ó Ú Ð -Ð Ð +Ô Ú Ð - Ð Ð +Õ Ú Ð - Ð Ð +Ö Ú Ð - Ð Ð +× Ú Ð - Ð Ð +Ø Ú Ð - Ð Ð +Ù Ú Ð -!Ð Ð +Ú Ú Ð -"Ð Ð +Û Ú Ð -#Ð Ð +Ü Ú Ð -$Ð Ð +Ý Ú Ð -%Ð Ð +Þ Ú Ð -&Ð Ð +ß Ú Ð -'Ð Ð +à Ú Ð -(Ð Ð +á Ú Ð -)Ð Ð +â Ú Ð -*Ð Ð +ã Ú Ð -+Ð Ð +ä Ú Ð -,Ð Ð +å Ú Ð --Ð Ð +æ Ú Ð -.Ð Ð +ç Ú Ð -/Ð Ð +è Ú Ð -0Ð Ð +é Ú Ð -1Ð Ð +ê Ú Ð -2Ð Ð +ë Ú Ð -3Ð Ð +ì Ú Ð -4Ð Ð +í Ú Ð -5Ð Ð +î Ú Ð -6Ð Ð +ï Ú Ð -7Ð Ð +ð Ú Ð -8Ð Ð +ñ Ú Ð -9Ð Ð +ò Ú Ð -:Ð Ð +ó Ú Ð -;Ð Ð +ô Ú Ð -<Ð Ð +õ Ú Ð -=Ð Ð +ö Ú Ð -Ð Ð +÷ Ú Ð -Ð Ð +ø Ú Ð ->Ð Ð +ù Ú Ð -Ð Ð +ú Ú Ð -?Ð Ð +û Ú Ð -@Ð Ð +ü Ú Ð -AÐ Ð +ý Ú Ð -<Ð Ð +þ Ú Ð -=Ð Ð +ÿ Ú Ð -Ð Ð + Ú Ð -Ð Ð + Ú Ð ->Ð Ð + Ú Ð -Ð Ð + Ú Ð -?Ð Ð + Ú Ð -BÐ Ð + Ú Ð -CÐ Ð + 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 -?Ð Ð +K Ú Ð -DÚEÐFG ÐHG \ No newline at end of file