M _ C h a r S e t = C H I N E S E B I G 5 _ C H A R S E T 
 
 M _ C o d e P a g e = 9 5 0 
 
 M _ F o n t S i z e = 9 
 
 M _ O K = x  [
 
 M _ C a n c e l = S  m
 
 M _ C l o s e = ܕ  
 
 M _ T i m e S t a m p = Bf3bIf
 
 M _ N O = ,{
 
 M _ P A G E = 
 
 M _ F r m T i t l e = GS}z^
 
 M _ P M e n u L a n = -n 
 
 M _ P M e n u O n e = gwmo`
 
 M _ P M e n u T w o = jgGS}
 
 M _ P M e n u T h r =  QGS}
 
 M _ B o l l T i t l = =|z|q}
 
 M _ H i n t O n e = GS}ߎNYSUR. . . 
 
 M _ H i n t T w o = GS}ߎNSUR[bu! 
 
 M _ H i n t T h r = GS}SN	[bu! 
 
 M _ H i n t F o u = N	GS}:   % s 
 
 M _ H i n t F i v = vuMRߎN2r geHr,g!q 2LGS}
 
 M _ H i n t S i x = feGS}Oo`1YWe
 
 M _ H i n t S e v = YN	GS}S
 
 M _ H i n t E i g = GS}ߎN
 
 M _ D o w n O n e = ck(WN	: % d K / % d K 
 
 M _ D o w n T w o = N	MneN[ % s ] 1YWe
 
 M _ D o w n T h r = N	GS}S[ % s ] 1YWe
 
 M _ D o w n F o u = ck(WN	. . . 
 
 M _ R e a d I n i E r r = SMneN1YWe
 
 M _ D e c o m E r r = X[݈S1YWeˊjg<h_
 
 M _ P r o O n e = GS}z^N	[bu
 
 M _ P r o T w o = c:y
 
 M _ P r o T h r = ˊܕ@b	g=|zߎN_ޞd" x[" YGS}
 
 M _ U p d a t e M s g O n e = ߎNGS}bRGS}_[ % d ] eN
T[ % s ] 	
 
 M _ U p d a t e M s g T w o = ߎNGS}1YWeGS}_[ % d ] eN
T[ % s ] 	
 
 M _ M e s s C e n t e r = mo`-N_