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 
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 
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N>f:yVGr0
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 
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 
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 
 I s S h o w B a c k C o l o r T o o l t i p   =   >f:ỳofr/f&T(WirǸof-NkXnc[v̀ofr0
 
 B a c k g r o u n d I m a g e F i l e P a t h   =   W,g: ̀ofV_
 
 B a c k g r o u n d I m a g e F i l e P a t h T o o l t i p   =   ̀ofV_,gR*g/T(u0
 
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 
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 
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 
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 
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NꁨRte0\ n N o n e   =   e0\ n T e x t S i z e   =   OW[W'Y\ꁨRteirN'Y\0\ n B o r d e r S i z e   =   OirN'Y\ꁨRteW[W'Y\0\ n   I m a g e S i z e   =   OVb_'Y\ꁨRteirN'Y\0
 
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NN
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N04ls^`S, \ n   M i d d l e L e f t   =   Wvn-N04ls^`], \ n   M i d d l e C e n t e r   =   Wvn-N04ls^n-N, \ n   M i d d l e R i g h t   =   Wvn-N04ls^`S, \ n   B o t t o m L e f t   =   Wv`N04ls^`], \ n   B o t t o m C e n t e r   =   Wv`N04ls^n-N, \ n   B o t t o m R i g h t   =   Wv`N04ls^`S
 
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 
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 
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 
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 
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 
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 
 T a g   =   Yl
 
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 
 F o r e C o l o r T o o l t i p   =   MRofr(uNc[Fh0h<h0I{I{^>f:yeW[vr0
 
 B o r d e r   =   W,g: YVFh[
 
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 
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 
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 
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 
 R o w s T o o l t i p   =   Lpe*jT  ( 1 ~ 9 9 ) 
 
 I s A l l S h o w U n d e r l i n e   =   Fh~: ;uQ^~
 
 I s A l l S h o w U n d e r l i n e T o o l t i p   =   ;uQ^~S	g(W^~ؚ^
N:N0 v`QNMb	gHe0\ n T r u e   =   ;uQ^~0\ n F a l s e   =   S	g(W	gDeeMb;uQ^~0
 
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 
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 
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 
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 
 T o p B o t t o m L i n e   =   Fh~: 
NNFh~[
 
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NNFh~[ gYb
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 
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 
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 
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 
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Ty
 
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 
 E a c h   p a g e   l a y o u t   c a n   o n l y   p u t   a   s o n g   t a b u l a t i o n   t h i n g .   =   k*NHrbS>e N*NLkfRhirN0
 
 C o n v e r g e s   s t y l e   =   GleQ7hHr
 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
 P r i n t   E r r o r   =   RpS
 
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N/fcknxvpeW[<h_0
 
 T h e   i n p u t   c o n c l u s i o n   s c o p e   w a s   n o t   t h e   c o r r e c t   n u m b e r   f o r m a t   =   eQv~_gV
N/fcknxvpeW[<h_0
 
 T h e   i n p u t   s c o p e   s u r p a s s e s   t h e   t o t a l   n u m b e r   o f   p a g e s   =   eQvVǏ;`upe0
 
 I n p u t K e y   =   eQcknxv/TRx
 
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 
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 
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 
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 
 T h e   d e s i g n   a f t e r   t h e   e d i t o r   h a s   n o t   b e e n   s t o r e d   y e t ,   s t o r e   f i r s t ,   l e a v e ?   =   Tv7h_؏l	gPX[/f&THQPX[TQy _
 
 H a v e U p D a t e   =   vMR	gfevz_Hr,g/f&TꁨRfe
 
 
 
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NV[
 
 I s C h a n g e I n i t i a l S i z e T o o l t i p   =   W[
NV[LkfRhh-NLk
Tv,{ N*NW[/f&TNvQ[eW[vT'Y\0\ n T r u e   =   W[NvQ[W[vT0\ n F a l s e   =   W[V['Y\( W[>e'Y) 0
 
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 
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NV[:N  T r u e   e	gZP(u( _N1\/fW[V['Y\e) 0
 
 I n i t i a l C o l o r   =   W[vsQ: r
 
 I n i t i a l C o l o r T o o l t i p   =   W[rS	g(WW[
NV[:N  T r u e   e	gZP(u( _N1\/fW[V['Y\e) 0
 
 
 
 I s S h o w S i n g e r   =   LkfvsQ: /f&T>f:yLkf
 
 I s S h o w S i n g e r T o o l t i p   =   LkfRhhMOQ/f&T>f:yLkf
Ty0\ n T r u e   =   >f:y0\ n F a l s e   =   
N>f:y0
 
 S i n g e r F o n t   =   LkfvsQ: W[W
 
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TyO(uvW[WN7h_0
 
 S i n g e r C o l o r   =   LkfvsQ: r
 
 S i n g e r C o l o r T o o l t i p   =  0[Lkf
TyeW[O(uvr0
 
 S i n g e r O f f s e t X   =   LkfvsQ:   X   tMOy( 4ls^) 
 
 S i n g e r O f f s e t X T o o l t i p   =   LkfeW[  X   tMOy( 4ls^) ( ]S) 
 
 S i n g e r O f f s e t Y   =   LkfvsQ:   Y   tMOy( Wv) 
 
 S i n g e r O f f s e t Y T o o l t i p   =   LkfeW[  Y   tMOy( Wv) ( 
NN) 
 
 S i n g e r W i d t h   =   LkfvsQ: hMO[^
 
 S i n g e r W i d t h T o o l t i p   =   LkfeW[hMO[^ǏhMO[^KNeW[R
N>f:y0
 
 S i n g e r A l i g n H o r i z o n t a l   =   LkfvsQ: eW[[PeT
 
 S i n g e r A l i g n H o r i z o n t a l T o o l t o p   =   LkfeW[4ls^[PeT\ n L e f t   =   `]0\ n C e n t e r   =   n-N0\ n R i g h t   =   `S0
 
 
 
 I s S h o w P i n y i n   =   bvsQ: >f:yDe
 
 I s S h o w P i n y i n T o o l t i p   =   LkfRhhMOQ/f&T>f:yLk
TbblbLk͋0\ n N o n e   =   
N>f:y0\ n I s E n   =   b0\ n I s T w   =   l0\ n I s L y r i c   =   Lk͋0
 
 P i n y i n F o n t   =   bvsQ: W[W
 
 P i n y i n F o n t T o o l t i p   =   [b0lbLk͋O(uvW[WN7h_0
 
 P i n y i n C o l o r   =   bvsQ: r
 
 P i n y i n C o l o r T o o l t i p   =   [b0lbLk͋eeW[O(uvr0
 
 P i n y i n O f f s e t X   =   bvsQ:   X   tMOy( 4ls^) 
 
 P i n y i n O f f s e t X T o o l t i p   =   beW[  X   tMOy( 4ls^) ( ]S) 
 
 P i n y i n O f f s e t Y   =   bvsQ:   Y   tMOy( Wv) 
 
 P i n y i n O f f s e t Y T o o l t i p   =   beW[  Y   tMOy( Wv) ( 
NN) 
 
 P i n y i n W i d t h   =   bvsQ: hMO[^
 
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N>f:y0
 
 
 
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 
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 
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 
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 
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 
 C l a s s i f y F o r e C o l o T o o l t i p   =   cLkfRh-NhMO:NhheveW[r0
 
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 
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 
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 
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 
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 
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 
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 
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N3 D Fh0\ n \ t T r u e   =   R  3 D   Fh0\ n \ t F a l s e   =   
NR0
 
 
 
 N u m b e r L e n   =   SvsQ: hMOW[pe
 
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 
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 
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 
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 
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 
 
 
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 
 F i l e T y p e I s S h o w T o o l t i p   =   /f&T>f:ychHh{|W&{S\ n T r u e   =   >f:y0\ n F a l s e   =   
N>f:y0
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 
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 
 F i l e t y p e O f f s e t X   =   Lkch{|W:   X   tMOy( 4ls^) 
 
 F i l e t y p e O f f s e t X T o o l t i p   =   Lkch{|WeW[  X   tMOy( 4ls^) ( ]S) 
 
 F i l e t y p e O f f s e t Y   =   Lkch{|W:   Y   tMOy( Wv) 
 
 F i l e t y p e O f f s e t Y T o o l t i p   =   Lkch{|WeW[  Y   tMOy( Wv) ( 
NN) 
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 
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N>f:y0
 
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 
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 
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 
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 
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 
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 
 
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 
 F i l e T y p e C d S t r T o o l t i p   =   C D   chHh{|W>f:yv&{S0
 
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 
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 
 
 
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 
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 
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 
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 
 
 
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 
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 
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 
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 
 
 
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 
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 
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 
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 
 
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 
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 
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 
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 
 
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 
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 
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 
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 
 
 
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 
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 
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 
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 
 
 
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 
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 
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 
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 
 
 
 
 
 P l e a s e   i n p u t   t h e   p a s s w o r d ?   =   eQ[x
 
 I n p u t   e r r o r ,   p l e a s e   i n p u t   a g a i n !   =   eQQ!keQ
 
 C o u l d   n o t   f i n d   t h e   l i c e n s e   f i l e s   =   ~b
N0RcCgeN0
 
 P l e a s e   c o n t a c t   y o u r   p r o g r a m   t e n d e r e r   =   ޏ~`vz_cO0
 
 O b t a i n s   t h e   l i c e n s e   f i l e s   =   S_cCgch0
 
 S o r r y ,   y o u   d o   n o t   h a v e   p e r m i s s i o n   t o   r u n   t h e   p r o g r a m   a l o n e .   =   _bIk`v^l	gCgPUSrgbLُ*Nz_0
 
 