[ l a n g u a g e ] 
 
 n a m e = -Ne
 
 
 
 [ c u s t o m ] 
 
 A p p l i c a t i o n _ T i t l e = ޘ=U M GS~
 
 P s l c o n n e c t t o s e r v e r = ck(WޏcGS~
gRhVN}GS~eNOo`
 
 P s l c h e c k u p d a t e f i l e = ck(WhKmGS~eNOo`
 
 P s l n e w v e r s i o n =  geHr,g:N
 
 P s l c u r r e n t i s n e w = S_MR]~/f geHr,ge GS~
 
 P s l c u r r e n t v e r s i o n = S_MRHr,g:N
 
 P s l c u r r e n t n o f i n d = S_MRHr,gelS
 
 P s l d o w n l o a d i n g f i l e s = ck(WN}GS~eN
 
 P s l d o w n l o a d i n g = ck(WN}
 
 P s l i f c l o s e u n M S G f o r u p d a t e = /f&TsQޘ=U M NۏLGS~
 
 P s l i n f o r m a t i o n = Oo`
 
 P s l u p d a t e s t o p = GS~-Nbk! 
 
 P s l e x i t u n M S G f o r u p d a t e = ck(W Qޘ=U M ;Nz^NQYGS~! 
 
 P s l e x i t u n M S G f a i l =  Qޘ=U M ;Nz^1Y%KbR Q! 
 
 P s l u p d a t i n g f i l e s = ck(WfeeN
 
 P s l u p d a t e f i l e = fe1Y%
 
 P s l u p d a t e f i n i s h e d = fe[k
 
 P s l a l l f i l e s u p d a t e f i n i s h e d = hQ萇eNfe[k
 
 P s l c o n n e c t t o s e r v e r f a i l = ޏc
gRhV1Y%hKmQ~
 
 P s l c h e c k i n f o r m a t i o n f a i l = hKmGS~Oo`1Y%
 
 P s l d o w n l o a d f i l e f a i l = N}GS~eN1Y%
 
 P s l r e s t a r t f o r s u c c e s s = GS~bR͑eЏLz^
 
 P s l i f r e s t a r t f o r f i n i s h = GS~[k/f&T/TRޘ=U M 
 
 P s l d e l e t i n g d i r = ck(W RdeN9Y
 
 
 
 
 
 [ U p d a t e M a i n ] 
 
 F o r m _ c a p t i o n = ޘ=U M GS~
 
 l b l d o w n l o a d . c a p t i o n = ck(WN}: 
 
 b t n s t a r t . c a p t i o n = fe
 
 b t n s t o p . c a p t i o n = \Pbk
 
 b t n s t a r t a l l . c a p t i o n = hQfe
 
 
 
 