[ C O N F I G ] 
 
 F W F I L E = 
 
 D E V I C E = M S C ; A D F U ; M T P 
 
 D T F I L E = 
 
 P K F I L E = 
 
 ; W,gn
 
 M T P _ F O R M A T = 0 
 
 P R O D U C T I O N = 1 
 
 F L A S H _ E R A S E = 1 
 
 F L A S H _ R E A D _ C H E C K = 0 
 
 S D R A M _ S C A N = 0 
 
 R E S T A R T = 0 
 
 A U T O M A T I O N = 0 
 
 S H O W T I P = 1 
 
 S W I T C H _ A D F U _ T I M E O U T = 6 0 0 0 0 
 
 V E R 0 0 = 1 . 0 9 . 0 2 
 
 V E R 0 1 = 1 . 0 1 . 0 1 
 
 V E R 0 2 = 1 . 0 1 . 0 1 
 
 D R M _ P A R A M = 0 
 
 A d v a n c e d = 1 
 
 C A R D _ M A K E = 0 
 
 
 
 [ 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 , P r o d u c t H e l p E N . m h t 
 
 4 0 9 = E n g l i s h , P r o d u c t H e l p E N . m h t 
 
 8 0 4 = C h i n e s e ( P . R . C ) , P r o d u c t H e l p C N . m h t 
 
 4 0 4 = C h i n e s e ( T a i w a n ) , P r o d u c t H e l p T W . m h t 
 
 
 
 [ C h i n e s e ( P . R . C ) ] 
 
 U I 0 0 = P A D ϑN]wQ
 
 U I 0 1 = ƉNTϑN]wQ
 
 U I 0 2 = 󗑘NTϑN]wQ
 
 U I 0 6 = nx[
 
 U I 0 7 = Sm
 
 U I 0 8 = c:y
 
 U I 0 9 = fJT
 
 
 
 ; VNfbc
 
 U I 1 0 = 	beVN
 
 U I 1 1 = fbc
 
 U I 1 2 = S_MRVNOo`
 
 U I 1 3 = eVNOo`
 
 U I 1 4 = Y
T: 
 
 U I 1 5 = 6R FU: 
 
 U I 1 6 = V e n d o r   I D     : 
 
 U I 1 7 = P r o d u c t   I D   : 
 
 U I 1 8 = VNHr,g: 
 
 U I 1 9 = ck(WSpenc
 
 U I 2 0 = fbcVN
 
 U I 2 1 = ]~	g N*NϑNbGS~ۏz[O(WЏL QTQ͑Ջ
 
 U I 2 2 = S_MR]wQ
N/ecVNfe]wQ0R  V % s   bfeHr,g
 
 U I 2 3 = VNelƋ+RS]~_cOW
 
 
 
 U I 2 5 = ~{
TVN
 
 U I 2 6 = 	blQ
 
 U I 2 7 = ~{
T
 
 U I 2 8 = ck(W
 
 U I 2 9 = 1Y%
 
 U I 3 0 = bR
 
 U I 3 1 = ~{
TVN1Y%
 
 U I 3 2 = VN_
 
 
 
 ; ϑNU I 
 
 U I 4 0 = VN:       
 
 U I 4 1 = Hr,g:       
 
 U I 4 2 = k!kSAQceQ NSU S B Y! 
 
 U I 4 3 = /f&T͑e[U S B YۏLhƋ( Y / N ) ?   \ n [ Y ] :    Rd@b	ghƋv^͑e _YhƋ  \ n [ N ] :   OYus	ghƋv^eXhƋ  \ n \ n la:   hƋek!kSAQceQ NSU S B Y! 
 
 U I 4 4 = % d *NU S B YhKm0R( % d *NSyRU v, % d *NA D F U Y, % d *NM T P Y) 
 
 U I 4 5 = U vRA D F U \ n \ n YNU vRA D F U !j_e, hgYޏc/f&Tck8^! \ n 0͑Ջ0:   ~~I{_N N!ke\ n 0Sm0:   ~bk,g!kϑN
 
 U I 4 6 = e_eN  % s   
NX[(W! 
 
 U I 4 7 = .^ReN  % s   
NX[(W! 
 
 U I 4 8 = z^eN  % s   
NX[(W! 
 
 U I 4 9 = z^ _YgbL. . . 
 
 U I 5 0 = z^ Q0,g!k/}ϑN% d S, vQ-NbR% d S, 1Y%% d S0
 
 U I 5 1 = Y% d : % d ϑNbR
 
 U I 5 2 = Y% d : % d ϑN1Y%:   % s 
 
 U I 5 3 = ϑN~:   /}ϑN% d S  bR% d S  1Y%% d S
 
 U I 5 4 = ϑNMn:   
 
 U I 5 5 = ϑN]wQ gYS/ec% d S\:gTeϑN! \ n ͑ehƋY! 
 
 U I 5 6 = hƋU S B Y
 
 U I 5 7 = >f:yϑNe_
 
 U I 5 8 = >f:y.^Rech
 
 U I 5 9 = N}; N}VN
 
 U I 6 0 = HQNNNn-N	b NybYy: 
 
 U I 6 1 = ck(WϑN,   /f&T:_6R Q( Y / N ) ? 
 
 U I 6 2 =  g\S
 
 U I 6 3 =  QϑN]wQ
 
 U I 6 4 = Y
 
 U I 6 5 =   
 
 U I 6 6 = ]wQ_,   /f&T7_6R Q( Y / N ) ? 
 
 
 
 U I 7 0 = SseHr,g
 
 U I 7 1 = z;RN}eHr,g
 
 U I 7 2 = N!kQ
 
 U I 7 3 = ck(WN}eHr,g  % s   
 
 U I 7 4 = eHr,g  % s   N}[k ͑/T]wQMbuHe\ n [ Y ] :   /fzsS͑/T  \ n [ N ] :   &T
zTKbR͑/T  \ n 
 
 U I 7 5 = ͑/T]wQeHr,g% s MbuHe
 
 U I 7 6 = eHr,g  % s   N}1Y%N!k/TR]wQeQ\Ջ
 
 
 
 ; ϑNn
 
 U I 8 0 = W,gn; N}MR_{NNNn-N	b NybYy
 
 U I 8 1 = M T P <h_S
 
 U I 8 2 = pQVN; \VNpQ0RF L A S H 
NYgTe	bN F L A S H dd RpQMRHQddF L A S H 
 
 U I 8 3 = F L A S H dd; ǏddVN\\:gvF L A S H ۏLddOvQV0Rzz}vr`NO͑epQVNbR
 
 U I 8 4 = F L A S H !h; N}VNMRhgF l a s h vr`/f&T[}Y
 
 U I 8 5 = S D R A M KmՋ; S D R A M KmՋ
 
 U I 8 6 = D R M fN; 	bfN!jgTyN/ecD R M TekTd>eR
 
 U I 8 7 = ꁨRSϑN; [bhQ萾nTv^pN}	cKNTkceQevY]wQ1\OꁨRۏLpQI{R\O
 
 U I 8 8 = >f:y\RKb; Sb _bsQ]wQc:y
 
 U I 8 9 = ꁨR͑/T; pQbRT\:gꁨR͑/T
 
 U I 9 0 = >f:yؚ~n
 
 U I 9 1 = 6R\OϑNaS; \VNpencQeQS D / M M C / T F aS
N6qTSNO(uaSۏLϑN
 
 
 
 U I 2 0 0 = wSN
 
 U I 2 0 1 = 	bVN
 
 U I 2 0 2 = HQpQdk	c	bVN
 
 U I 2 0 3 = ceQY
 
 U I 2 0 4 = ceQYTSpdk	cpQVN
 
 
 
 ; Bgy
 
 U I 9 0 0 = Hr,gOo`
 
 U I 9 0 1 = OX[:NeN
 
 U I 9 0 2 = 
Y6R0RjR4g
 
 
 
 [ C h i n e s e ( T a i w a n ) ] 
 
 U I 0 0 = P A D ϑ"u]wQ
 
 U I 0 1 = ;"uTϑ"u]wQ
 
 U I 0 2 = ;"uTϑ"u]wQ
 
 U I 0 3 = P A D ϑ"u]wQ( |vHr) 
 
 U I 0 6 = x[
 
 U I 0 7 = Sm
 
 U I 0 8 = c:y
 
 U I 0 9 = fJT
 
 
 
 ; VNfc
 
 U I 1 0 = xdeVN
 
 U I 1 1 = fc
 
 U I 1 2 = vuMRVNOo`
 
 U I 1 3 = eVNOo`
 
 U I 1 4 = -P
T: 
 
 U I 1 5 =  FU: 
 
 U I 1 6 = V e n d o r   I D     : 
 
 U I 1 7 = P r o d u c t   I D   : 
 
 U I 1 8 = VNHr,g: 
 
 U I 1 9 = ck(WSxed
 
 U I 2 0 = fcVN
 
 U I 2 1 = ]}	g NPϑ"ubGS}2z[O(WKLˊ Q_Q͑f
 
 U I 2 2 = vuMR]wQ
N/ecrVNˊfe]wQ0R  V % s   bfeHr,g
 
 U I 2 3 = VN!qlX%RS]}
dX
 
 
 
 U I 2 5 = =|
TVNWI
 
 U I 2 6 = xdlQp
 
 U I 2 7 = =|
TWI
 
 U I 2 8 = ck(WWI
 
 U I 2 9 = WI1YWe
 
 U I 3 0 = WIbR
 
 U I 3 1 = =|
TVNWI1YWe
 
 U I 3 2 = VN_
 
 
 
 ; ϑ"uU I 
 
 U I 4 0 = VN: 
 
 U I 4 1 = Hr,g: 
 
 U I 4 2 = k!kSAQ1ceQ NSU S B -P! 
 
 U I 4 3 = /f&T͑e
\U S B -P2LjX( Y / N ) ?   \ n [ Y ] :   *Rd@b	gjX&N͑eYjX\ n [   N ] :   OYus	gjX&NeXjX\ n \ n la:   jXBfk!kSAQ1ceQ NSU S B -P! 
 
 U I 4 4 = % d PU S B -Pj,n0R( % d PSyRU v, % d PA D F U -P, % d PM T P -P) 
 
 U I 4 5 = U vRA D F U \ n \ n -P_U vRA D F U !j_Bf, ˊjg-P#c/f&Tck8^! \ n 0͑f0:   |~~I{_N N!kBf\ n 0Sm0:   B}bk,g!kϑ"u
 
 U I 4 6 = eeN  % s   
NX[(W! 
 
 U I 4 7 = k^ReN  % s   
NX[(W! 
 
 U I 4 8 = z^eN  % s   
NX[(W! 
 
 U I 4 9 = z^YWL. . . 
 
 U I 5 0 = z^ Q0,g!k/}ϑ"u% d S, vQ-NbR% d S, 1YWe% d S0
 
 U I 5 1 = -P% d : % d ϑ"ubR
 
 U I 5 2 = -P% d : % d ϑ"u1YWe:   % s 
 
 U I 5 3 = ϑ"uq}:   /}ϑ"u% d S  bR% d S  1YWe% d S
 
 U I 5 4 = ϑ"uMn: 
 
 U I 5 5 = ϑ"u]wQ gYS/ec% d S\_jTBfϑ"u! \ n ˊ͑ejX-P! 
 
 U I 5 6 = jXU S B -P
 
 U I 5 7 = o:yϑ"ue
 
 U I 5 8 = o:yk^Rej
 
 U I 5 9 = N	; N	VN
 
 U I 6 0 = ˊHQ_NN-n-Nxd NbY: 
 
 U I 6 1 = ck(Wϑ"u,   /f&T7_6R Q( Y / N ) ? 
 
 U I 6 2 =  g\S
 
 U I 6 3 =  Qϑ"u]wQ
 
 U I 6 4 = -P
 
 U I 6 5 =   
 
 U I 6 6 = ]wQ_,   /f&T7_6R Q( Y / N ) ? 
 
 
 
 U I 7 0 = |vseHr,g
 
 U I 7 1 = z;RN	eHr,g
 
 U I 7 2 = N!kQ
 
 U I 7 3 = ck(WN	eHr,g  % s 
 
 U I 7 4 = eHr,g  % s   N	[bu ͑_U]wQMbuHe  \ n [ Y ] :   /fzsS͑_U\ n [ N ] :   &T
z_KbR͑_U\ n 
 
 U I 7 5 = ͑_U]wQeHr,g% s MbuHe
 
 U I 7 6 = eHr,g  % s   N	1YWeN!k_UR]wQBfQVf
 
 
 
 ; ϑ"u-n
 
 U I 8 0 = W,g-n; N	MR__NN-n-Nxd NbY
 
 U I 8 1 = M T P <h_S
 
 U I 8 2 = q[VN; \VNq[0RF L A S H 
NYgTBfxdN F L A S H dd GRq[MRHQddF L A S H 
 
 U I 8 3 = F L A S H dd; NddVN\\_jvF L A S H 2LddOvQV0Rzz}vrKaNO͑eq[VNbR
 
 U I 8 4 = F L A S H !hW; N	VNMRjgF l a s h vrKa/f&T[}Y
 
 U I 8 5 = S D R A M ,nf; S D R A M ,nf
 
 U I 8 6 = D R M If; xdIf!jgTypN/ecD R M TekTd>eR
 
 U I 8 7 = RSϑ"u; [bhQ-n_&NޞN		cKN_kceQev-P]wQ1\gR2Lq[I{R\O
 
 U I 8 8 = o:y\RKb; Sbbܕ]wQc:y
 
 U I 8 9 = R͑_U; q[bR_\_jR͑_U
 
 U I 9 0 = o:yؚ}-n
 
 U I 9 1 = \Oϑ"uaS; \VNxed[eQS D / M M C / T F aS
N6q_SNO(uaS2Lϑ"u
 
 
 
 ; ܖ
 
 U I 9 0 0 = Hr,gOo`
 
 U I 9 0 1 = OX[peN
 
 U I 9 0 2 = 0RjRg
 
 
 
 U I 2 0 0 = wSN
 
 U I 2 0 1 = xdVN
 
 U I 2 0 2 = ˊHQޞddk	cxdVN
 
 U I 2 0 3 = ceQ-P
 
 U I 2 0 4 = ceQ-P_Sޞdk	cq[VN
 
 
 
 [ E n g l i s h ] 
 
 U I 0 0 = P A D   P r o d u c t   T o o l 
 
 U I 0 1 = V i d e o   P r o d u c t   T o o l 
 
 U I 0 2 = A u d i o   P r o d u c t   T o o l 
 
 U I 0 3 = P A D   P r o d u c t   T o o l ( D e v e l o p e r ) 
 
 U I 0 6 = O K 
 
 U I 0 7 = C a n c e l 
 
 U I 0 8 = T o o l t i p 
 
 U I 0 9 = W a r n i n g 
 
 
 
 ; F i r m w a r e   R e p l a c e 
 
 U I 1 0 = C h o o s e 
 
 U I 1 1 = R e p l a c e 
 
 U I 1 2 = C u r r e n t   F i r m w a r e 
 
 U I 1 3 = N e w   F i r m w a r e 
 
 U I 1 4 = D e v i c e   N a m e : 
 
 U I 1 5 = M a n u f a c t u r e : 
 
 U I 1 6 = V e n d o r   I D     : 
 
 U I 1 7 = P r o d u c t   I D   : 
 
 U I 1 8 = V e r s i o n : 
 
 U I 1 9 = R e a d i n g   f i r m w a r e 
 
 U I 2 0 = R e p l a c e   F i r m w a r e 
 
 U I 2 1 = O n e   P r o d u c t i o n   o r   U p g r a d e   p r o c e s s   e x i s t ,   P l e a s e   k i l l   i t   a n d   r e t r y ! 
 
 U I 2 2 = T h e   t o o l   d o e s   n o t   s u p p o r t   t h i s   f i r m w a r e !   P l e a s e   u p d a t e   t h e   t o o l   t o   V %   s   o r   l a t e r ! 
 
 U I 2 3 = T h e   f i r m w a r e   c a n   n o t   b e   r e a d e d !   I t   m a y   b e   d a m a g e d ! 
 
 
 
 U I 2 5 = F i r m w a r e   S i g n a t u r e   V e r i f i c a t i o n 
 
 U I 2 6 = P u b l i c   K e y 
 
 U I 2 7 = V e r i f i c a t i o n 
 
 U I 2 8 = V e r i f y i n g 
 
 U I 2 9 = V e r i f y   f a i l e d 
 
 U I 3 0 = V e r i f y   s u c c e s s f u l 
 
 U I 3 1 = F i r m w a r e   s i g n a t u r e   v e r i f y   f a i l e d ! 
 
 U I 3 2 = F i r m w a r e 
 
 
 
 ; P r o d u c t i o n   U I 
 
 U I 4 0 = F i r m w a r e : 
 
 U I 4 1 = V e r s i o n   : 
 
 U I 4 2 = P l e a s e   i n s e r t   o n e   U S B   d e v i c e   a t   t i m e ! 
 
 U I 4 3 = M a r k   t h e   d e v i c e   a g a i n   ( Y / N ) ?   \ n [ Y ] :   D e l e a t e   a l l   a n d   m a r k   a g a i n   \ n [ N ] :   K e e p   a n d   m a r k   t h e   n e w   o n e \ n \ n N o t i c e :   P l e a s e   i n s e r t   o n e   a t   t i m e ! 
 
 U I 4 4 = % d   U S B   D e v i c e   D e t e c t e d   (   % d   U D I S K ,   % d   A D F U ,   % d   M T P   ) 
 
 U I 4 5 = S w i t c h   U D I S K   t o   A D F U \ n T i m e o u t   w h i l e   s w i t c h i n g ,   P l e a s e   c h e c k   t h e   U S B   c o n n e c t i o n ! \ n 0R e t r y 0:   W a i t   u n t i l   t i m e o u t   a g a i n \ n 0C a n c e l 0:   T e r m i n a t e   p r o d u c t i o n 
 
 U I 4 6 = L o g   f i l e   % s   i s   n o n - e x i s t e n t ! 
 
 U I 4 7 = H e l p   f i l e   % s   i s   n o n - e x i s t e n t ! 
 
 U I 4 8 = A p p l i c a t i o n   f i l e   % s   i s   n o n - e x i s t e n t ! 
 
 U I 4 9 = A p p l i c a t i o n   S t a r t u p . . . 
 
 U I 5 0 = A p p l i c a t i o n   T e r m i n a t e .   A c c u m u l a t i v e   % d ,   S u c c e s s f u l   % d ,   F a i l e d   % d . \ n 
 
 U I 5 1 = D e v i c e   % d : % d   s u c c e s s f u l 
 
 U I 5 2 = D e v i c e   % d : % d   f a i l e d :   % s 
 
 U I 5 3 = A c c u m u l a t i v e   % d ,   S u c c e s s f u l   % d ,   F a i l e d   % d . 
 
 U I 5 4 = 
 
 U I 5 5 = I t   s u p p o r t s   % d   d e v i c e   a t   m o s t ! \ n P l e a s e   m a r k   t h e   d e v i c e   a g a i n ! 
 
 U I 5 6 = M a r k   U S B   D e v i c e 
 
 U I 5 7 = S h o w   P r o d u c t i o n   L o g   D o c u m e n t 
 
 U I 5 8 = S h o w   H e l p   D o c u m e n t 
 
 U I 5 9 = D O W N ; D o w n l o a d   F i r m w a r e 
 
 U I 6 0 = P l e a s e   s e l e c t   o n e   o r   m o r e   o f   t h e   f o l l o w i n g   s e t t i n g s : 
 
 U I 6 1 = I t   i s   p r o d u c t i o n   n o w ,   a r e   y o u   s u r e   t o   t e r m i n a t e   i t   ? 
 
 U I 6 2 = M i n i m u m 
 
 U I 6 3 = E x i t 
 
 U I 6 4 = D E V I C E 
 
 U I 6 5 = ; 
 
 U I 6 6 = I t   i s   b u s y   n o w ,   a r e   y o u   s u r e   t o   t e r m i n a t e   i t   ? 
 
 
 
 U I 7 0 = N e w   V e r s i o n   F o u n d 
 
 U I 7 1 = U p d a t e   I m m e d i a t e l y 
 
 U I 7 2 = U p d a t e   L a t e r 
 
 U I 7 3 = U p d a t i n g   % s 
 
 U I 7 4 = U p d a t e   % s   s u c c e s s f u l l y ,   y o u   n e e d   t o   r e s t a r t   i t   t o   t a k e   e f f e c t !   \ n   [ Y ] :   Y e s ,   r e s t a r t   i m m e d i a t e l y   \ n   [ N ] :   N o ,   m a n u a l l y   r e s t a r t   l a t e r   \ n 
 
 U I 7 5 = R e s t a r t   t o   t a k e   e f f e c t   % s ! 
 
 U I 7 6 = F a i l e d   t o   u p d a t e   % s !   R e t r y   w h i l e   r u n n i n g   i t   a t   n e x t   t i m e !   
 
 
 
 ; P r o d u c t i o n   C o n f i g u r a t i o n 
 
 U I 8 0 = B a s i c a l   C o n f i g ; Y o u   s h o u l d   s e l e c t   o n e   o r   m o r e   o p t i o n   f o l l o w i n g   b e f o r e   d o w n l o a d i n g   f i r m w a r e . 
 
 U I 8 1 = M T P   F o r m a t ; 
 
 U I 8 2 = P R O D U C T I O N ; D o w n l o a d   t h e   f i r m w a r e   i n t o   F L A S H .   I f   y o u   s e l e c t   " F L A S H   E r a s e "   o p t i o n ,   i t   w i l l   e r a s e   t h e   F L A S H   f i r s t l y . 
 
 U I 8 3 = F L A S H _ E R A S E ; E r a s e   F L A S H   t o   B L A N K   s t a t e ,   t o   m a k e   s u r e   t h a t   t h e   f i r m w a r e   d o w n l o a d   s u c c e s s f u l l y . 
 
 U I 8 4 = F L A S H _ R E A D _ C H E C K ; C h e c k   i f   t h e   F L A S H   i s   r e a d y   b e f o r e   d o w n l o a d i n g   f i r m w a r e . 
 
 U I 8 5 = S D R A M _ S C A N ; S D R A M   S c a n . 
 
 U I 8 6 = D R M _ C E R T I F I C A T E ; C h o o s e   D R M   p r i v a t e - k e y   a n d   d e v c e r t - t e m p l a t e   f i l e   t o   m a k e   s u r e   t h a t   t h e   M T P   s y n c h r o n i z e   a n d   p l a y . 
 
 U I 8 7 = A U T O M A T I O N ; D o w n l o a   f i r m w a r e   a u t o m a t i c a l l y   w h e n   y o u   c o n n e c t   a   n e w   d e v i c e . 
 
 U I 8 8 = S h o w   T o o l T i p ; u n u s e d 
 
 U I 8 9 = R E S T A R T ; R e s t a r t   t h e   d e v i c e   a f t e r   t h e   f i r m w a r e   d o w n l o a d   s u c c e s s f u l l y . 
 
 U I 9 0 = A d v a n c e d   C o n f i g 
 
 U I 9 1 = M a k e   C a r d ;   W r i t e   f i r m w a r e   d a t a   i n t o   S D / M M C / T F   c a r d ,   t h e n   t h e   c a r d   c a n   t h e n   b e   u s e d   f o r   p r o d u c t i o n 
 
 
 
 ; M i s c e l l a n e o u s 
 
 U I 9 0 0 = V e r s i o n 
 
 U I 9 0 1 = S a v e   F i l e 
 
 U I 9 0 2 = C l i p b o r d 
 
 
 
 U I 2 0 0 = I   S e e 
 
 U I 2 0 1 = O p e n   F i r m w a r e 
 
 U I 2 0 2 = P l e a s e   c l i c k   t h e   b u t t o n   t o   o p e n   o n e   f i r m w a r e   f i r s t l y 
 
 U I 2 0 3 = C o n n e c t   D e v i c e 
 
 U I 2 0 4 = C o n n e c t   d e v i c e   f i r s t l y ,   t h e n   c l i c k   t h e   b u t t o n   t o   w r i t e 
 
 