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 
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 
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 
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 
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 
 T o o l S t r i p S t a t u s L a b e l S e l I n d e x   =   vMR	b"}_<P
 
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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 o r m 1 C h e c k B o x I s H d H a v e N e t w o r k   =   S+TQxx:g  =   R	dkR\XR,goSO/TRe@b{KNe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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Ty
 
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 
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 
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 
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 
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Ty
 
 F o r m 1 L a b e l S o n g F i l e T y p e   =   {|W  =   oRch
T
 
 F o r m 1 L a b e l S o n g F i l e H a v e   =   chHh  =   chHhX[(WN&T0(   O   =   chHhX[(W0X   =   echHh  ) 
 
 F o r m 1 B u t t o n S a v e S o n g l i s t   =   PX[  =   PX[  S o n g l i s t . t x t   ch
 
 F o r m 1 M e n u S e t u p S o r t M o d e   =   c^e_
 
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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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T
 
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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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T
 
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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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Ty0*gR	  =   LkKbhzz}vh:y
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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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T
 
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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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 
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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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Te\vvx
NvLkf Rd0
 
 C h e c k B o x I s R e p l a c e S o n g F i l e   =   TSTLk
TNLkch{|W͑
YeSNvvlxx
NvLkch0
 
 
 
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YeHQ\vvx( kx) Qv勖Lkf RdQ1uegnKNLkfeX0
 
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NTFO+R0W[0Lk
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 
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Yv  =   
Yv勖LkfFO
NydSegvpLkS_N1\/feXKN勖Lkf\	g$N*NpLkS0
 
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 
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TR
NAm4lS  =   \Lkf
TyR
NAm4lSY" gS_ hTNSeP. m p g "   9eb  " gS- 1 _ hTNSeP. m p g "   b:N
N͑
YKNLkf0
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Ne
NR	0
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T:NS  =   NegnLkfKNchHh
Ty:N勖LkfKNpLkS0
 
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T:NLk
T  =   NegnLkfKNchHh
Ty:N勖LkfKNLk
T0
 
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NvRLkDech0
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 / / F o r m M a k e S o n g D i s c 
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 F o r m 1 M e n u I t e m A b o u t   =   sQN. . . 
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Ty0
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TRg  =   Rg@b	SKNLkfch
Tv^O]@bKNhMO[^NRrRW[CQ\chHh;Nch
TRrRv^kXeQ[^KNLkfhMO0
 
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 
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 
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T:N  O u t P u t . T x t 0QTS\勇eW[chGleQ  E x c e l -N0
 
 B u t t o n A s s a y L y f   =   RgL Y F chD  =   Rg  L Y F   ch-NKNLkfDv^ꁨRkXeQ[^KNLkfhMO0
 
 
 
 F o m r 1 M e n u I t e m E d i t S i n g e r   =   LkKbSDe  =   (uNSLkKbKN'`+RDev^
NOO9eLkf-NLkKbKNDe0
 
 B u t t o n S a v e   =   P    X[
 
 B u t t o n Q u i t   =   y     _
 
 
 
 B u t t o n A l i k e S o n g N a m e   =   >f:y	g͑
YvLkf  =   OOLkKbeg$Re/f&T:NT NLk0
 
 B u t t o n S o n g J o i n   =   Tv^Lkf  =   HQ	bTv^vLkf0
 
 B u t t o n S o n g J o i n A l l   =   ꁨRTv^@b	g͑
YvLkf  =   OOLkKbeg$Re/f&T:NT NLk0l[{	Ǐz-N勖LkfvLkKbhMOzz}v
NYt勖Lkf0
 
 C h e c k B o x S i n g e r S p a c e I s A l i k e   =   LkKbzz}vSLk
TvT1\h:y͑
Y0
 
 
 
 B u t t o n S i n g e r C h a n g e   =   LkKbO9e
 
 L a b e l E d i t S i n g e r W a r n i n g   =   laLkKbDeO9e[T_{	cN  [ LkKbO9e]   v	c0
 
 
 
 / / F o r m J o i n S o n g 
 
 F o r m J o i n S o n g   =   Tv^Lkf
 
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 
 
 
 L a b e l G r o u p s   =   {|+R
 
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 
 
 
 T o o l S t r i p M e n u I t e m D e f P i n y i n   =   be_
 
 T o o l S t r i p M e n u I t e m D e f P i n y i n T w   =   S~nl
 
 T o o l S t r i p M e n u I t e m D e f P i n y i n C n   =   Ilb
 
 F o m r 1 M e n u I t e m S o r t U d b   =   c^De^
 
 B u t t o n S o r t U d b   =   c^De^  =   \Dec^TQVDechQ0( 傾[Qvc^e_:N'YFbb{;uRNbhMOc^0&TRv݋NLk
TeW[e_c^0) 
 
 C h e c k B o x I s M P 3 G   =   . M P 3 N. C D G ch/fNIQxSoSO@bbNegv0=   c. M P 3 N. C D G ch/fN  A u d i o g r a b b e r 0P o w e r   C D + G   B u r n e r   I{oSO@bbNegvDech0v^
N/f1u:ghV@bU_v  . C D G   ch0
 
 
 
 M e n u I t e m P r i n t S o n g P a p e r   =   LkUSRpS  =   RpS	SLkfKNLkUS0
 
 M e n u I t e m P r i n t S o n g P a p e r L a n g   =   +RNW[
 
 M e n u I t e m P r i n t S o n g P a p e r L a n g C N   =   +RNW[  ( {) 
 
 M e n u I t e m P r i n t S o n g P a p e r G r o u p   =   {|+RN!k{|+R
 
 M e n u I t e m P r i n t S o n g P a p e r G r o u p C N   =   {|+RN!k{|+R  ( {) 
 
 L a b e l S e l e c t C a t e g o r y   =   	b[{	v{|+R0
 
 
 
 / / F o r m a S e l e c t U d b F o r m a t 
 
 F o r m S e l e c t U d b F o r m a t   =   	b:ghVvO(uLub<h_0
 
 L a b e l F o r m S e l e c t U d b F o r m a t T i t l e   =   ~b
N0RDechbOKm0R
NT<h_Dech	b:ghVvO(uLub<h_0
 
 L a b e l F o r m S e l e c t U d b F o r m a t W a r n i n g   =   fJT	b<h_\ blxxel(W:ghV
NO(u0\_
 
 
 
 T o o l S t r i p M e n u I t e m P d f R e a d m e F i l e   =    _/T  P D F   feN
 
 