A p p l i c a t i o n . C o p y R i g h t = ( C ) 2 0 0 7 
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 # b u f f ^RN1  _Y
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 # v i s i b l e Yg
NQh:ySYg~NNUO<P( - 1 dY) h:y
NSYwQb u f f 1\e ~6R
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 # a n i yYg
NQh:yO(uT
Ta n i Yb u f f 0 . a n i 
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NQh:yO(uT
TVGrYb u f f 0 . p n g 
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 # o f f s e t [ 0 ] :N~6RvWQ0 h:yWNvhN, 1 h:yWNvh<w
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 # o f f s e t [ 1 ] h:y(WWQKN
Nvx PWhOPy<P
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 # o f f s e t [ 2 ] h:y(WWQKN
Nvy PWhOPy<P
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 # o f f s e t [ 3 ] :N0 h:y~6R(WNirKNN, :N1 h:y~6R(WNirKN
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 # t i m e T y p e yh:yc~e{|W, 0 - !kW( wS, kVT, k!k;eQ, 8lENI{) , 1 - eW( c~x x '^) 
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 # n a m e /fc~'`b u f f v
TW[{y(uegQ(W	bvNirvpenc̑v
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 # i n f o [ 0 ] 	gv:N0 , 	g[:N1 
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 b u f f 1 . o f f s e t = 0 , 0 , 0 , 0 
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 b u f f 1 . t i m e T y p e = 0 
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 b u f f 1 . n a m e = u
 
 b u f f 1 . i n f o = 0 
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 b u f f 2 . v i s i b l e = 0 
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 b u f f 2 . t i m e T y p e = 0 
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 b u f f 2 . n a m e = v
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 b u f f 2 . i n f o = 0 
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 b u f f 3 . o f f s e t = 1 , 0 , - 1 0 , 1 
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 b u f f 3 . t i m e T y p e = 0 
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 b u f f 3 . n a m e = r
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 b u f f 3 . i n f o = 0 
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 b u f f 4 . o f f s e t = 1 , 0 , - 1 0 , 1 
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 b u f f 4 . t i m e T y p e = 1 
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 b u f f 4 . n a m e = Uf
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 b u f f 4 . i n f o = 1 
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 b u f f 5 . o f f s e t = 1 , 0 , - 1 4 , 1 
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 b u f f 5 . t i m e T y p e = 0 
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 b u f f 5 . n a m e = ؞
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 b u f f 5 . i n f o = 1 
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 b u f f 6 . v i s i b l e = 0 
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 b u f f 6 . t i m e T y p e = 0 
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 b u f f 6 . n a m e = w
 
 b u f f 6 . i n f o = 1 
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 b u f f 7 . o f f s e t = 1 , 0 , - 1 0 , 1 
 
 b u f f 7 . t i m e T y p e = 0 
 
 b u f f 7 . n a m e = u
 
 b u f f 7 . i n f o = 1 
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 b u f f 8 . a n i = s k i l l 0 . a n i 
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 b u f f 8 . i m g = s k i l l 0 . p n g 
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 b u f f 8 . o f f s e t = 0 , 0 , 0 , 1 
 
 b u f f 8 . t i m e T y p e = 0 
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 b u f f 9 . a n i = s k i l l 1 . a n i 
 
 b u f f 9 . i m g = s k i l l 2 . p n g 
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 b u f f 9 . o f f s e t = 0 , 0 , 0 , 1 
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 b u f f 9 . t i m e T y p e = 0 
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 b u f f 1 0 . a n i = s k i l l 1 . a n i 
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 b u f f 1 0 . i m g = s k i l l 1 . p n g 
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 b u f f 1 0 . o f f s e t = 0 , 0 , 0 , 1 
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 b u f f 1 0 . t i m e T y p e = 0 
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 b u f f 1 1 . a n i = s k i l l 1 . a n i 
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 b u f f 1 1 . i m g = s k i l l 3 . p n g 
 
 b u f f 1 1 . o f f s e t = 0 , 0 , 0 , 1 
 
 b u f f 1 1 . t i m e T y p e = 0 
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 
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 b u f f 1 2 . o f f s e t = 1 , 0 , - 1 0 , 1 
 
 b u f f 1 2 . t i m e T y p e = 0 
 
 b u f f 1 2 . n a m e = _
 
 b u f f 1 2 . i n f o = 0 
 
 
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 b u f f 1 3 . o f f s e t = 1 , 0 , - 1 0 , 1 
 
 b u f f 1 3 . t i m e T y p e = 0 
 
 b u f f 1 3 . n a m e = ba
 
 b u f f 1 3 . i n f o = 1 
 
 
 
 b u f f 1 4 . o f f s e t = 1 , 1 0 , - 1 0 , 1 
 
 b u f f 1 4 . t i m e T y p e = 0 
 
 
 
 b u f f 1 5 . i m g = s k i l l 4 . p n g 
 
 b u f f 1 5 . o f f s e t = 1 , 0 , - 1 0 , 1 
 
 b u f f 1 5 . t i m e T y p e = 0 
 
 
 
 A p p l i c a t i o n . A u t h o r = Z e p h y r   Z h a n g 
 
 A p p l i c a t i o n . P r e s s   k e y = P r e s s   a   k e y 