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 
 
 
 
 b a l a n c e . b a t t l e R a t e = 5 
 
 b a l a n c e . d r o p R a t e = 4 0 
 
 b a l l a n c e . d r o p _ S t o n e = 3 0 
 
 s k i l l _ 0 . n a m e = lu/g
 
 s k i l l _ 0 . m _ C o s t = 4 
 
 s k i l l _ 0 . t _ C o s t = 6 
 
 s k i l l _ 1 . n a m e = )YpS
 
 s k i l l _ 1 . m _ C o s t = 6 
 
 s k i l l _ 1 . t _ C o s t = 1 0 
 
 s k i l l _ 2 . n a m e = 4lT
 
 s k i l l _ 2 . m _ C o s t = 1 0 
 
 s k i l l _ 2 . t _ C o s t = 1 2 
 
 s k i l l _ 3 . n a m e = )YZ
 
 s k i l l _ 3 . m _ C o s t = 1 2 
 
 s k i l l _ 3 . t _ C o s t = 1 4 
 
 s k i l l _ 4 . n a m e = Qr
 
 s k i l l _ 4 . m _ C o s t = 1 6 
 
 s k i l l _ 4 . t _ C o s t = 1 8 
 
 s k i l l _ 5 . n a m e = kp
 
 s k i l l _ 5 . m _ C o s t = 2 
 
 s k i l l _ 5 . t _ C o s t = 1 0 
 
 s k i l l _ 6 . n a m e = *rQ
 
 s k i l l _ 6 . m _ C o s t = 6 
 
 s k i l l _ 6 . t _ C o s t = 6 
 
 s k i l l _ 7 . n a m e = p9_
 
 s k i l l _ 7 . m _ C o s t = 4 
 
 s k i l l _ 7 . t _ C o s t = 8 
 
 
 
 s t r = 5 
 
 a g i = 5 
 
 s t a = 5 
 
 i n t = 5 
 
 s p i = 5 
 
 
 
 l i f e _ P = 1 0 
 
 m a g i c _ P = 1 0 
 
 p A t k _ P = 6 
 
 p D e f _ P = 4 
 
 m A t k _ P = 6 
 
 m D e f _ P = 4 
 
 s p e e d _ P = 1 
 
 c r i t i c a l _ P = 2 
 
 c r i t i c a l _ D = 5 
 
 h i t _ R a t e _ P = 1 
 
 
 
 S o l d i e r _ A . n a m e = kSuQ
 
 S o l d i e r _ A . s t r _ P = 2 
 
 S o l d i e r _ A . a g i _ P = 1 
 
 S o l d i e r _ A . s t a _ P = 1 
 
 S o l d i e r _ A . i n t _ P = 1 
 
 S o l d i e r _ A . i n t _ D = 2 
 
 S o l d i e r _ A . s p i _ P = 1 
 
 S o l d i e r _ A . s p i _ D = 2 
 
 
 
 S o l d i e r _ B . n a m e = kSuQ
 
 S o l d i e r _ B . s t r _ P = 1 
 
 S o l d i e r _ B . s t r _ D = 2 
 
 S o l d i e r _ B . a g i _ P = 2 
 
 S o l d i e r _ B . s t a _ P = 1 
 
 S o l d i e r _ B . i n t _ P = 1 
 
 S o l d i e r _ B . s p i _ P = 1 
 
 S o l d i e r _ B . s p i _ D = 2 
 
 
 
 B u l l . n a m e = R[r
 
 B u l l . s t r _ P = 1 
 
 B u l l . a g i _ P = 1 
 
 B u l l . s t a _ P = 1 
 
 B u l l . i n t _ P = 1 
 
 B u l l . s p i _ P = 1 
 
 
 
 T i g e r . n a m e = ўy
 
 T i g e r . s t r _ P = 3 
 
 T i g e r . s t r _ D = 2 
 
 T i g e r . a g i _ P = 1 
 
 T i g e r . a g i _ D = 2 
 
 T i g e r . s t a _ P = 2 
 
 T i g e r . i n t _ P = 1 
 
 T i g e r . i n t _ D = 2 
 
 T i g e r . s p i _ P = 1 
 
 T i g e r . s p i _ D = 2 
 
 
 
 T r e e . n a m e = R[r
 
 T r e e . s t r _ P = 1 
 
 T r e e . s t r _ D = 2 
 
 T r e e . a g i _ P = 1 
 
 T r e e . a g i _ D = 2 
 
 T r e e . s t a _ P = 1 
 
 T r e e . s t a _ D = 2 
 
 T r e e . i n t _ P = 3 
 
 T r e e . i n t _ D = 2 
 
 T r e e . s p i _ P = 2 
 
 
 
 B a t . n a m e = Y`
 
 B a t . s t r _ P = 3 
 
 B a t . s t r _ D = 2 
 
 B a t . a g i _ P = 3 
 
 B a t . a g i _ D = 2 
 
 B a t . s t a _ P = 1 
 
 B a t . i n t _ P = 1 
 
 B a t . i n t _ D = 2 
 
 B a t . s p i _ P = 1 
 
 B a t . s p i _ D = 2 
 
 
 
 R a t . n a m e = X 
 
 R a t . s t r _ P = 1 
 
 R a t . s t r _ D = 2 
 
 R a t . a g i _ P = 1 
 
 R a t . s t a _ P = 1 
 
 R a t . s t a _ D = 2 
 
 R a t . i n t _ P = 1 
 
 R a t . s p i _ P = 1 
 
 
 
 S o u l . n a m e = QRN
 
 S o u l . s t r _ P = 1 
 
 S o u l . s t r _ D = 2 
 
 S o u l . a g i _ P = 3 
 
 S o u l . a g i _ D = 2 
 
 S o u l . s t a _ P = 1 
 
 S o u l . s t a _ D = 2 
 
 S o u l . i n t _ P = 3 
 
 S o u l . i n t _ D = 2 
 
 S o u l . s p i _ P = 1 
 
 
 
 W i t c h . n a m e = kSuQ
 
 W i t c h . s t r _ P = 1 
 
 W i t c h . s t r _ D = 2 
 
 W i t c h . a g i _ P = 3 
 
 W i t c h . a g i _ D = 2 
 
 W i t c h . s t a _ P = 1 
 
 W i t c h . s t a _ D = 2 
 
 W i t c h . i n t _ P = 3 
 
 W i t c h . i n t _ D = 2 
 
 W i t c h . s p i _ P = 1 
 
 
 
 T i g e r _ W . n a m e = Ny
 
 T i g e r _ W . s t r _ P = 3 
 
 T i g e r _ W . s t r _ D = 2 
 
 T i g e r _ W . a g i _ P = 1 
 
 T i g e r _ W . a g i _ D = 2 
 
 T i g e r _ W . s t a _ P = 2 
 
 T i g e r _ W . i n t _ P = 1 
 
 T i g e r _ W . i n t _ D = 2 
 
 T i g e r _ W . s p i _ P = 1 
 
 T i g e r _ W . s p i _ D = 2 
 
 
 
 B o s s _ G u a r d i a n . n a m e = [kS
 
 B o s s _ G u a r d i a n . s t r _ P = 5 
 
 B o s s _ G u a r d i a n . s t r _ D = 2 
 
 B o s s _ G u a r d i a n . a g i _ P = 5 
 
 B o s s _ G u a r d i a n . a g i _ D = 2 
 
 B o s s _ G u a r d i a n . s t a _ P = 5 
 
 B o s s _ G u a r d i a n . s t a _ D = 2 
 
 B o s s _ G u a r d i a n . i n t _ P = 5 
 
 B o s s _ G u a r d i a n . i n t _ D = 2 
 
 B o s s _ G u a r d i a n . s p i _ P = 5 
 
 B o s s _ G u a r d i a n . s p i _ D = 2 
 
 
 
 B o s s _ S n a k e . n a m e = ]ǆ
 
 B o s s _ S n a k e . s t r _ P = 2 
 
 B o s s _ S n a k e . a g i _ P = 2 
 
 B o s s _ S n a k e . s t a _ P = 2 
 
 B o s s _ S n a k e . i n t _ P = 2 
 
 B o s s _ S n a k e . s p i _ P = 2 
 
 
 
 B o s s _ Y u n x i a o . n a m e = N
 
 B o s s _ Y u n x i a o . s t r _ P = 2 
 
 B o s s _ Y u n x i a o . a g i _ P = 2 
 
 B o s s _ Y u n x i a o . s t a _ P = 2 
 
 B o s s _ Y u n x i a o . i n t _ P = 2 
 
 B o s s _ Y u n x i a o . s p i _ P = 2 
 
 
 
 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 