M _ C h a r S e t = G B 2 3 1 2 _ C H A R S E T 
 
 M _ C o d e P a g e = 9 3 6 
 
 M _ F o n t S i z e = 9 
 
 M _ O K = nx  [
 
 M _ C a n c e l = S  m
 
 M _ C l o s e = sQ  
 
 M _ T i m e S t a m p = e3bfN
 
 M _ N O = ,{
 
 M _ P A G E = u
 
 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 = hgGS~
 
 M _ P M e n u T h r =  QGS~
 
 M _ B o l l T i t l = ~{z|~
 
 M _ H i n t O n e = GS~oN _Y/TR. . . 
 
 M _ H i n t T w o = GS~oN/TR[k
 
 M _ H i n t T h r = GS~SN}[k
 
 M _ H i n t F o u = N}GS~U_:   % s 
 
 M _ H i n t F i v = S_MRoN:N geHr,ge ۏLGS~
 
 M _ H i n t S i x = feGS~Oo`1Y%
 
 M _ H i n t S e v =  _YN}GS~S
 
 M _ H i n t E i g = GS~oN
 
 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 ] 1Y%
 
 M _ D o w n T h r = N}GS~S[ % s ] 1Y%
 
 M _ D o w n F o u = ck(WN}. . . 
 
 M _ R e a d I n i E r r = SMneN1Y%
 
 M _ D e c o m E r r = ㉋S[ňS1Y%hg<h_
 
 M _ P r o O n e = GS~z^N}[k  
 
 M _ P r o T w o = c:y
 
 M _ P r o T h r = sQ@b	g~{zoNTpQ" nx["  _YGS~
 
 M _ U p d a t e M s g O n e = oNGS~bRGS~S[ % d ] eN
T[ % s ] 	
 
 M _ U p d a t e M s g T w o = oNGS~1Y%GS~S[ % d ] eN
T[ % s ] 	
 
 M _ M e s s C e n t e r = mo`-N_