[ C O N F I G ] 
 
 C A P T I O N C O L O R = # F F 0 0 0 0 0 0 ; # 0 0 5 6 B 8 4 2 
 
 
 
 
 
 [ L a n g u a g e M a p ] 
 
 d e f a u l t = E n g l i s h 
 
 4 0 9 = E n g l i s h 
 
 8 0 4 = C h i n e s e ( P . R . C ) 
 
 4 0 4 = C h i n e s e ( T a i w a n ) 
 
 
 
 [ C h i n e s e ( P . R . C ) ] 
 
 U I 0 1 = N}YR:S\P
 
 U I 0 2 = 9hncR\'YVNRRbY*N:S,   k*NR:S	grzveN|~0S_VNSuSSe,   SrzN}v^v\PNfeSSvR:S0
 
 U I 0 3 = % s R:S
 
 U I 0 4 = <h_S% s R:S
 
 U I 0 5 = R:SwSh
 
 U I 0 6 = pQgw~Oo`
 
 U I 0 7 = wSNsQ핃[
 
 
 
 U I 1 0 = 	b\P
 
 U I 1 1 = 	bvU_
 
 U I 1 2 = 	beN
 
 U I 1 3 = <h_S
 
 
 
 U I 1 9 = 	b% s <h_v\PeN
 
 U I 2 0 = 	b% s <h_( wSh: % s ) v\PeN
 
 U I 2 1 = 	b\PnvU_, ]wQ\KNSbS:N% s <h_v\P
 
 U I 2 2 = Nd\ORh-N	b NygbL
 
 U I 2 3 = \PeN<h_
N[!   	b% s <h_( wSh: % s ) v\PeN0
 
 U I 2 4 = wShP1 0 *NeW[&{bpeW[( b5 *N-NeIlW[) 0
 
 U I 2 5 = R:SeN'Y\
N:N0 N_{5 1 2 W[[P0
 
 U I 2 6 = % s R:S v\PeN( <h_: % s   wSh: % s ) 
NX[(Wb*g	-N! \ n 
 
 U I 2 7 = % s R:S v\PeN( <h_: % s   wSh: % s ) X[(W% d *N	b N*N\ n 
 
 U I 2 8 = % s R:S_{<h_S! \ n 
 
 U I 2 9 = % s R:S_{pQ&TRSelck8^/TR! \ n 
 
 U I 3 0 = R:SnQs(Wؚ~n-NۏLOck\ n 
 
 U I 3 1 = ~{
T1Y%
 
 U I 3 2 = ck(WۏL~{
T
 
 U I 3 3 = ~{
TVN_{pQNNR:S
 
 U I 3 4 = \PeN<h_
N[!   	b% s <h_v\PeN0
 
 
 
 [ C h i n e s e ( T a i w a n ) ] 
 
 U I 0 1 = N	YR@SP
 
 U I 0 2 = 9hdR\'YVNRRbYP@S,   kPR@S	ghszveN|q}0vuVN|vuSBf,   ShszN	vavPNfeSvR@S0
 
 U I 0 3 = % s R@S
 
 U I 0 4 = <h_S% s R@S
 
 U I 0 5 = R@SwSj
 
 U I 0 6 = ޞdgws0}/Oo`
 
 U I 0 7 = wSNܕ[
 
 
 
 U I 1 0 = xdP
 
 U I 1 1 = xdv
 
 U I 1 2 = xdeN
 
 U I 1 3 = <h_S
 
 
 
 U I 1 9 = xd% s <h_vPeN
 
 U I 2 0 = xd% s <h_( wSj: % s ) vPeN
 
 U I 2 1 = xdPnv, ]wQ\KNSbSp% s <h_vP
 
 U I 2 2 = _d\ORh-Nxd NWL
 
 U I 2 3 = PeN<h_
N
\!   ˊxd% s <h_( wSj: % s ) vPeN0
 
 U I 2 4 = wSjPw1 0 PeW[&{bxeW[( b5 P-Ne"oW[) 0
 
 U I 2 5 = R@SeN'Y\
Np0 N_5 1 2 W[{
\J0
 
 U I 2 6 = % s R@S vPeN( <h_: % s   wSj: % s ) 
NX[(Wb*gx-N! \ n 
 
 U I 2 7 = % s R@S vPeN( <h_: % s   wSj: % s ) X[(W% d Pˊxd NP\ n 
 
 U I 2 8 = % s vR@S_<h_S\ n 
 
 U I 2 9 = % s vR@S_q[&TGRS!qlck8^  _UR\ n 
 
 U I 3 0 = R@S-nQs/ˊ(Wؚ}-n-N2LOck\ n 
 
 U I 3 1 = =|
TWI1YWe
 
 U I 3 2 = ck(W2L=|
TWI
 
 U I 3 3 = =|
TVN_q[NNR@S
 
 U I 3 4 = PeN<h_
N
\!   ˊxd% s <h_vPeN0
 
 
 
 [ E n g l i s h ] 
 
 U I 0 1 = M u l t i p l e   P a r t i t i o n   I m a g e 
 
 U I 0 2 = D i v i d e   t h e   l a r g e   f i r m w a r e   i n t o   m u l t i p l e   p a r t i t i o n   a c c o r d i n g   t o   t h e   f u n c t i o n ,   e a c h   h a s   a   s e p a r a t e   f i l e   s y s t e m .   W h e n   t h e   f i r m w a r e   c h a n g e s ,   y o u   c a n   d o w n l o a d   t h e   a p p r o p r i a t e   i m a g e   t o   u p d a t e   t h e   p a r t i t i o n . 
 
 U I 0 3 = % s   P a r t i t i o n 
 
 U I 0 4 = F o r m a t   % s   P a r t i t i o n 
 
 U I 0 5 = V o l u m n 
 
 U I 0 6 = C l i c k   t o   v i e w   m o r e   e r r o r   i n f o r m a t i o n 
 
 U I 0 7 = I   s e e ,   c l o s e   i t 
 
 
 
 U I 1 0 = I m a g e 
 
 U I 1 1 = D i r e c t o r y 
 
 U I 1 2 = R A W   F i l e 
 
 U I 1 3 = F o r m a t 
 
 
 
 U I 1 9 = C h o o s e   % s   i m a g e   f o r   t h e   p a r t i t i o n 
 
 U I 2 0 = C h o o s e   % s   ( V o l u m e : % s )   i m a g e   f o r   t h e   p a r t i t i o n 
 
 U I 2 1 = C h o o s e   s o u r c e   d i r e c t o r y   a n d   t h e   t o o l   w i l l   m a k e   i t   a s   % s   i m a g e . 
 
 U I 2 2 = S e l e c t   o n e   o p e r a t i o n   b e l o w . 
 
 U I 2 3 = I m a g e   f i l e   f o r m a t   i s   m i s - m a t c h !   P l e a s e   c h o o s e   % s   ( V o l u m e : % s )   i m a g e . 
 
 U I 2 4 = L i m i t e d   o f   1 0   c h a r a c t e r s   o r   d i g i t s . 
 
 U I 2 5 = P a r t i t i o n   f i l e   s i z e   c a n   n o t   b e   0   a n d   m u s t   b e   5 1 2   b y t e   a l i g n e d . 
 
 U I 2 6 = % s   p a r t i t i o n   n e e d e d   i m a g e   f i l e ( F S : % s   V o l u m e : % s )   i s   n o n - e x i s t e n t   o r   u n c h e c k e d ! \ n 
 
 U I 2 7 = % s   p a r t i t i o n   n e e d e d   i m a g e   f i l e ( F S : % s   V o l u m e : % s )   e x i s t   % d ,   p l e a s e   s e l e c t   o n e \ n 
 
 U I 2 8 = % s   p a r t i t i o n   n e e d   t o   f o r m a t ! \ n 
 
 U I 2 9 = % s   p a r t i t i o n   n e e d   t o   d o w n l o a d ,   o t h e r w i s e   i t   m a y   n o t   s t a r t u p   s u c c e s s f u l l y !   \ n 
 
 U I 3 0 = E r r o r s   h a p p e n e d ,   c o r r e c t   i t   i n   a d v a n c e d   c o n f i g ! \ n 
 
 U I 3 1 = S i g n a t u r e   V e r i f i c a t i o n   F a i l e d ! 
 
 U I 3 2 = S i g n a t u r e   V e r i f y i n g   
 
 U I 3 3 = S i g n e d   f i r m w a r e   s h o u l d   b e   d o w n l o a d e d   w i t h   t h e   f o l l o w i n g   p a r t i t i o n s :   
 
 U I 3 4 = I m a g e   f i l e   f o r m a t   i s   m i s - m a t c h !   P l e a s e   c h o o s e   % s   i m a g e . 
 
 