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[ D e s k t o p E n t r y ]
N a m e = L a t t e T a s k s
N a m e [ c a ] = T a s q u e s d e l L a t t e
N a m e [ e n _ G B ] = L a t t e T a s k s
N a m e [ g l ] = T a r e f a s d e L a t t e
N a m e [ n l ] = L a t t e - t a k e n
N a m e [ p t ] = T a r e f a s d o L a t t e
N a m e [ s v ] = L a t t e a k t i v i t e t e r
N a m e [ u k ] = З а в д а н н я Л а т т е
N a m e [ x - t e s t ] = x x L a t t e T a s k s x x
C o m m e n t = T a s k s p l a s m o i d f r o m L a t t e D o c k
C o m m e n t [ c a ] = P l a s m o i d e d e t a s q u e s d e l L a t t e D o c k
C o m m e n t [ e n _ G B ] = T a s k s p l a s m o i d f r o m L a t t e D o c k
C o m m e n t [ g l ] = P l a s m o i d e s d e t a r e f a s d a d o c a L a t t e
C o m m e n t [ n l ] = P l a s m o i d v o o r t a k e n u i t L a t t e D o c k
C o m m e n t [ p t ] = P l a s m ó i d e d e t a r e f a s d a Á r e a A c o p l á v e l d o L a t t e
C o m m e n t [ s v ] = A k t i v i t e t s p l a s m o i d f ö r L a t t e d o c k n i n g s f ö n s t e r
C o m m e n t [ u k ] = П л а з м о ї д з а в д а н ь з п а н е л і Л а т т е
C o m m e n t [ x - t e s t ] = x x T a s k s p l a s m o i d f r o m L a t t e D o c k x x
T y p e = S e r v i c e
I c o n = l a t t e - d o c k
X - K D E - S e r v i c e T y p e s = P l a s m a / A p p l e t
X - P l a s m a - A P I = d e c l a r a t i v e a p p l e t s c r i p t
X - P l a s m a - M a i n S c r i p t = u i / m a i n . q m l
X - P l a s m a - P r o v i d e s = o r g . k d e . p l a s m a . m u l t i t a s k i n g
X - K D E - P l u g i n I n f o - A u t h o r = @ A U T H O R @
X - K D E - P l u g i n I n f o - E m a i l = @ E M A I L @
X - K D E - P l u g i n I n f o - N a m e = o r g . k d e . l a t t e . p l a s m o i d
X - K D E - P l u g i n I n f o - V e r s i o n = @ V E R S I O N @
X - K D E - P l u g i n I n f o - W e b s i t e = @ W E B S I T E @
X - K D E - P l u g i n I n f o - C a t e g o r y = W i n d o w s a n d T a s k s
X - K D E - P l u g i n I n f o - D e p e n d s = X - K D E - P l u g i n I n f o - L i c e n s e = G P L v 2 +
X - K D E - P l u g i n I n f o - E n a b l e d B y D e f a u l t = t r u e