[ M a i n A p p . S c r i p t P o p u p M e n u ] 
 
 M a i n F o r m - > l b _ M a i n M e n u - > C a p t i o n = gR  ,g  ch  Hh
 
 M a i n F o r m - > m i _ N e w S c r i p t - > C a p t i o n = e^gR,g
 
 M a i n F o r m - > m i _ O p e n S c r i p t - > C a p t i o n =  _egR,g
 
 M a i n F o r m - > m i _ S c r i p t L i s t - > C a p t i o n = _ _/TgR,g
 
 M a i n F o r m - > m i _ S a v e S c r i p t - > C a p t i o n = OX[gR,g
 
 M a i n F o r m - > m i _ S a v e A s S c r i p t - > C a p t i o n = SX[gR,g
 
 M a i n F o r m - > m i _ N a m e d S c r i p t - > C a p t i o n = ͑e}T
T
 
 M a i n F o r m - > m i _ D e l e t e S c r i p t - > C a p t i o n =  RdgR,g
 
 M a i n F o r m - > m i _ I m p o r t S c r i p t - > C a p t i o n = [eQ
 
 M a i n F o r m - > m i _ E x p o r t S c r i p t - > C a p t i o n = [Q
 
 M a i n F o r m - > m i _ R e a d S c r i p t F r o m M o u s e - > C a p t i o n = QgR,g
 
 M a i n F o r m - > m i _ W r i t e S c r i p t T o M o u s e - > C a p t i o n = N}gR,g
 
 M a i n F o r m - > m i _ C l o s e S c r i p t - > C a p t i o n = ~_g
 
 
 
 
 
 [ M a i n A p p . T r a y I c o n P o p u p M e n u ] 
 
 M a i n F o r m - > m i _ L a u n c h O n L o g i n - > C a p t i o n =  _:gꁨRgbL
 
 M a i n F o r m - > m i _ C o n t r o l P a n e l - > C a p t i o n = /TR-  h  ^\'`
 
 M a i n F o r m - > m i _ C o n t r o l P a n e l - > C a p t i o n . X 7 K B = /TR- .v  ^\'`
 
 M a i n F o r m - > m i _ S t a n d a r d W h e e l - > C a p t i o n = _ohQnn
 
 M a i n F o r m - > m i _ O p e n P a i r I D - > C a p t i o n =  _/T[xz^
 
 M a i n F o r m - > m i _ S i n g l e D P I S e t - > C a p t i o n =  h^( D P I ) 
 
 M a i n F o r m - > m i _ A n t i V i b r a t e - > C a p t i o n = ^y[R[
 
 M a i n F o r m - > m i _ P e n S u i t S e t - > C a p t i o n = ^{|~[
 
 M a i n F o r m - > m i _ T i l t W h e e l S e t t i n g - > C a p t i o n = 4ls^nR[
 
 M a i n F o r m - > m i _ B o u n c e S e t t i n g - > C a p t i o n = 	c.T^[
 
 M a i n F o r m - > m i _ O S D S e t t i n g - > C a p t i o n = R\Oc:y[
 
 M a i n F o r m - > m i _ W 4 D S e t t i n g - > C a p t i o n = ۏSn[
 
 M a i n F o r m - > m i _ B a t t e r y - > C a p t i o n = 5u`l[ϑ
 
 M a i n F o r m - > m i _ P o w e r M a n a g e m e n t - > C a p t i o n = 5un{t
 
 M a i n F o r m - > m i _ C h a n n e l S e t t i n g - > C a p t i o n = YN2󍑘[
 
 M a i n F o r m - > m i _ R e p o r t R a t e S e t t i n g - > C a p t i o n =  hsT^[
 
 M a i n F o r m - > m i _ M o u s e N a m e d M a n a g e r - > C a p t i o n = Y TSO}T
T{t
 
 M a i n F o r m - > m i _ P e n S e t t i n g - > C a p t i o n = ^{
 
 M a i n F o r m - > m i _ M o u s e R F D i s t a n c e - > C a p t i o n = e~ݍy[
 
 M a i n F o r m - > m i _ R S S I - > C a p t i o n = e~OS gsOhKm
 
 M a i n F o r m - > m i _ M u l t i P a i r M a n a g e r - > C a p t i o n = YޏOb/g{t
 
 M a i n F o r m - > m i _ M u l t i P a i r M a n a g e r - > C a p t i o n . G 9 = )Ye N[N{tz^
 
 M a i n F o r m - > m i _ M u l t i P a i r M a n a g e r - > C a p t i o n . X G =  _/T[xz^
 
 M a i n F o r m - > m i _ S t a n d a r d 4 5 - > C a p t i o n = O(uhQ4 , 5 .
 
 M a i n F o r m - > m i _ S t a n d a r d R i g h t K e y - > C a p t i o n = O(uhQS.
 
 M a i n F o r m - > m i _ S h o r t K e y - > C a p t i o n = _Rbc.
 
 M a i n F o r m - > m i _ T r a y L a u n c h - > C a p t i o n =  _/T  % P 
 
 M a i n F o r m - > m i _ C l o s e - > C a p t i o n = y _
 
 M a i n F o r m - > m i _ S h o r t K e y _ N o n e - > C a p t i o n = e
 
 M a i n F o r m - > m i _ S h o r t K e y _ C u s t o m - > C a p t i o n = ꁢ. . 
 
 
 
 
 
 [ M a i n A p p . T r a y I c o n P o p u p M e n u . G 1 0 ] 
 
 M a i n F o r m - > m i _ P o w e r M a n a g e m e n t - > C a p t i o n = 9Ryw5u{t
 
 
 
 
 
 [ M a i n A p p . T r i g g e r S e t P o p u p M e n u ] 
 
 M a i n F o r m - > m i _ E v e n t 1 - > C a p t i o n = e[
 
 M a i n F o r m - > m i _ E v e n t 2 - > C a p t i o n =  h].
 
 M a i n F o r m - > m i _ E v e n t 3 - > C a p t i o n =  hS.
 
 M a i n F o r m - > m i _ E v e n t 4 - > C a p t i o n =  h-N.
 
 M a i n F o r m - > m i _ E v e n t 5 - > C a p t i o n =  h,{V.
 
 M a i n F o r m - > m i _ E v e n t 6 - > C a p t i o n =  h,{N.
 
 M a i n F o r m - > m i _ E v e n t 7 - > C a p t i o n = nn
Nn
 
 M a i n F o r m - > m i _ E v e n t 8 - > C a p t i o n = nnNn
 
 M a i n F o r m - > m i _ E v e n t 8 0 - > C a p t i o n = nn]n
 
 M a i n F o r m - > m i _ E v e n t 8 1 - > C a p t i o n = nnSn
 
 M a i n F o r m - > m i _ E v e n t 8 2 - > C a p t i o n = 	bsT^
 
 M a i n F o r m - > m i _ E v e n t 5 5 - > C a p t i o n = 
N N*N
 
 M a i n F o r m - > m i _ E v e n t 5 6 - > C a p t i o n = N N*N
 
 M a i n F o r m - > m i _ E v e n t 5 7 - > C a p t i o n = \Pbk
 
 M a i n F o r m - > m i _ E v e n t 5 8 - > C a p t i o n = d>e/ f\P
 
 M a i n F o r m - > m i _ E v e n t 5 9 - > C a p t i o n = Y
 
 M a i n F o r m - > m i _ E v e n t 6 0 - > C a p t i o n = ϑX'Y
 
 M a i n F o r m - > m i _ E v e n t 6 1 - > C a p t i o n = ϑQ\
 
 M a i n F o r m - > m i _ E v e n t 8 3 - > C a p t i o n = oIQ{( OWS) 
 
 M a i n F o r m - > m i _ E v e n t 7 2 - > C a p t i o n = T 
 
 M a i n F o r m - > m i _ E v e n t 7 1 - > C a p t i o n = MRۏ
 
 M a i n F o r m - > m i _ E v e n t 7 5 - > C a p t i o n = \Pbk
 
 M a i n F o r m - > m i _ E v e n t 7 4 - > C a p t i o n = 7Re
 
 M a i n F o r m - > m i _ E v e n t 6 6 - > C a p t i o n = d[
 
 M a i n F o r m - > m i _ E v e n t 6 7 - > C a p t i o n = 6eυ9Y
 
 M a i n F o r m - > m i _ E v e n t 6 3 - > C a p t i o n = ;NuOmȉhV
 
 M a i n F o r m - > m i _ E v e n t 6 4 - > C a p t i o n = 5uP[N
 
 M a i n F o r m - > m i _ E v e n t 6 2 - > C a p t i o n = Sb _  {hV
 
 M a i n F o r m - > m i _ E v e n t 6 5 - > C a p t i o n = Sb _  bv5u
 
 M a i n F o r m - > m i _ E v e n t 7 7 - > C a p t i o n = {:g_:g
 
 M a i n F o r m - > m i _ E v e n t 7 0 - > C a p t i o n = {:gsQ:g
 
 M a i n F o r m - > m i _ T e x t K e y b o a r d - > C a p t i o n = .v. . 
 
 M a i n F o r m - > m i _ T e x t M o u s e - > C a p t i o n =  h
 
 M a i n F o r m - > m i _ O f f i c e - > C a p t i o n = RlQ8^(u
 
 M a i n F o r m - > m i _ T e x t M e d i a - > C a p t i o n = YZSO
 
 M a i n F o r m - > m i _ T e x t I n t e r n a l - > C a p t i o n = Q~
 
 M a i n F o r m - > m i _ T e x t S y s t e m - > C a p t i o n = |~
 
 M a i n F o r m - > m i _ M o u s e G e s t u r e - > C a p t i o n =  N.1 6 Ֆ
 
 M a i n F o r m - > m i _ M o u s e G e s t u r e - > C a p t i o n . G 9 =  N{1 6 Ֆ
 
 M a i n F o r m - > m i _ M o u s e G e s t u r e - > C a p t i o n . G 7 = S.8 Ֆ
 
 M a i n F o r m - > m i _ M a c r o - > C a p t i o n = gbLzchHh
 
 M a i n F o r m - > m i _ M a c r o M a n a g e r - > C a p t i o n = ۏeQzz^. . 
 
 M a i n F o r m - > m i _ E v e n t 9 - > C a p t i o n = 	b h^
 
 M a i n F o r m - > m i _ Z o o m I n - > C a p t i o n = >e'Y
 
 M a i n F o r m - > m i _ Z o o m O u t - > C a p t i o n = )\
 
 M a i n F o r m - > m i _ T e x t - > C a p t i o n = |4eW[
 
 M a i n F o r m - > m i _ S o f t w a r e - > C a p t i o n =  _chHh
 
 M a i n F o r m - > m i _ 2 X - > C a p t i o n = ].SQ
 
 M a i n F o r m - > m i _ 3 X - > C a p t i o n = ].3 Q
 
 M a i n F o r m - > m i _ S h o r t C u t G r o u p - > C a p t i o n = ~T.
 
 M a i n F o r m - > m i _ E d i t e r C l a s s - > C a p t i o n = efNYt
 
 M a i n F o r m - > m i _ F i l e C l a s s - > C a p t i o n = chHhYt
 
 M a i n F o r m - > m i _ C u t - > C a p t i o n = jRN( C t r l + X ) 
 
 M a i n F o r m - > m i _ C o p y - > C a p t i o n = 
Y6R( C t r l + C ) 
 
 M a i n F o r m - > m i _ P a s t e - > C a p t i o n = |4( C t r l + V ) 
 
 M a i n F o r m - > m i _ D e l e t e - > C a p t i o n =  Rd( D e l ) 
 
 M a i n F o r m - > m i _ S e a r c h - > C a p t i o n = g~b( C t r l + F ) 
 
 M a i n F o r m - > m i _ S e l e c t A l l - > C a p t i o n = hQ	( C t r l + A ) 
 
 M a i n F o r m - > m i _ R e p e a t - > C a p t i o n = b`
Y( C t r l + Y ) 
 
 M a i n F o r m - > m i _ R e c o v e r - > C a p t i o n = d ( C t r l + Z ) 
 
 M a i n F o r m - > m i _ N e w F i l e - > C a p t i o n = e^( C t r l + N ) 
 
 M a i n F o r m - > m i _ O p e n O l d F i l e - > C a p t i o n = Sb _( C t r l + O ) 
 
 M a i n F o r m - > m i _ S a v e F i l e - > C a p t i o n = OX[( C t r l + S ) 
 
 M a i n F o r m - > m i _ P r i n t F i l e - > C a p t i o n = SbpS( C t r l + P ) 
 
 M a i n F o r m - > m i _ P e n - > C a p t i o n = ^{
 
 M a i n F o r m - > m i _ K e y S e t t i n g R e m i n d - > C a p t i o n = Y_U_
 
 M a i n F o r m - > m i _ C l i p b o a r d _ P i c t u r e - > C a p t i o n = *bO\ؚKb
 
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 
 [ M a i n A p p . G e s t u r e s 8 . P o p u p M e n u ] 
 
 m i _ S t a n d a r d R i g h t K e y - > C a p t i o n = hQS.
 
 m i _ 8 I n R i g h t - > C a p t i o n = S.8 Ֆ
 
 
 
 
 
 [ M a i n A p p . G e s t u r e s 1 6 . P o p u p M e n u ] 
 
 m i _ S t a n d a r d R i g h t K e y - > C a p t i o n = hQS.
 
 m i _ 1 6 I n R i g h t - > C a p t i o n =  N{1 6 Ֆ
 
 
 
 
 
 [ M a i n A p p . P r o f i l e P o p u p M e n u ] 
 
 M a i n F o r m - > m i _ P r o f i l e 1 - > C a p t i o n = !j_   N
 
 M a i n F o r m - > m i _ P r o f i l e 2 - > C a p t i o n = !j_  N
 
 M a i n F o r m - > m i _ P r o f i l e 3 - > C a p t i o n = !j_  	N
 
 M a i n F o r m - > m i _ P r o f i l e 4 - > C a p t i o n = !j_  V
 
 M a i n F o r m - > m i _ P r o f i l e 5 - > C a p t i o n = !j_  N
 
 
 
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 
 [ M a i n A p p . P r o f i l e P o p u p M e n u . G 1 0 ] 
 
 M a i n F o r m - > m i _ P r o f i l e 1 - > C a p t i o n = !j_   N
 
 M a i n F o r m - > m i _ P r o f i l e 2 - > C a p t i o n = !j_  N
 
 M a i n F o r m - > m i _ P r o f i l e 3 - > C a p t i o n = !j_  	N
 
 M a i n F o r m - > m i _ P r o f i l e 4 - > C a p t i o n = !j_  V
 
 M a i n F o r m - > m i _ P r o f i l e 5 - > C a p t i o n = !j_  N
 
 
 
 
 
 [ M a i n A p p . G e s t u r e s 1 6 ] 
 
 M o u s e G e s t u r e F o r m - > l b _ T i t l e - > C a p t i o n =  N.1 6 Ֆ[: 
 
 M o u s e G e s t u r e F o r m - > l b _ T i t l e - > C a p t i o n . G 9 =  N{1 6 Ֆ[: 
 
 M o u s e G e s t u r e F o r m - > l b _ P l a y M o d e - > C a p t i o n = [eS^
 
 M o u s e G e s t u r e F o r m - > l b _ D i s t a n c e - > C a p t i o n = S^upOe^
 
 M o u s e G e s t u r e F o r m - > l b _ C o n t e x t - > C a p t i o n =  N.1 6 ՖO(uel:   	cOOdk[.,   O{4YeTyR h,   6qT~g _	c.. YR	NR[ [eS^] SNgbL8 y{[eS^KN8^(uR,   NSꁾupOe^. 
 
 M o u s e G e s t u r e F o r m - > l b _ C o n t e x t - > C a p t i o n . G 9 =  N{1 6 ՖO(uel:   	cOOdk[.,   O{4YeTyR h,   6qT~g _	c.. YR	NR[ [eS^] SNgbL8 y{[eS^KN8^(uR,   NSꁾupOe^. 
 
 M o u s e G e s t u r e F o r m - > l b _ U n i t s - > C a p t i o n = ( 1 = NO) 
 
 M o u s e G e s t u r e F o r m - > l b _ D e f a u l t - > C a p t i o n = b`
Y؞<P
 
 M o u s e G e s t u r e F o r m - > l b _ C o n t e x t - > C a p t i o n . 2 X =  N.1 6 ՖO(uel:   	cOO2 X .,   O{4YeTyR h,   6qT~g _	c.. YR	NR[ [eS^] SNgbL8 y{[eS^KN8^(uR,   NSꁾupOe^. 
 
 
 
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 [ M a i n A p p . G e s t u r e s 8 ] 
 
 M o u s e G e s t u r e F o r m - > l b _ T i t l e - > C a p t i o n = S.8 Ֆ[: 
 
 M o u s e G e s t u r e F o r m - > l b _ P l a y M o d e - > C a p t i o n = [eS^
 
 M o u s e G e s t u r e F o r m - > l b _ D i s t a n c e - > C a p t i o n = S^upOe^
 
 M o u s e G e s t u r e F o r m - > l b _ C o n t e x t - > C a p t i o n = S.8 ՖO(uel:   	cOO hS.,   O{4YeTyR h,   6qT~g _	c.. YR	NR[ [eS^] SNgbL4 y{[eS^KN8^(uR,   NSꁾupOe^. 
 
 M o u s e G e s t u r e F o r m - > l b _ U n i t s - > C a p t i o n = ( 1 = NO) 
 
 M o u s e G e s t u r e F o r m - > l b _ D e f a u l t - > C a p t i o n = b`
Y؞<P
 
 
 
 
 
 [ M a i n A p p . G e s t u r e s 4 ] 
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 M o u s e G e s t u r e F o r m - > l b _ T i t l e - > C a p t i o n = S.4 Ֆ[: 
 
 M o u s e G e s t u r e F o r m - > l b _ P l a y M o d e - > C a p t i o n = [eS^
 
 M o u s e G e s t u r e F o r m - > l b _ D i s t a n c e - > C a p t i o n = S^upOe^
 
 M o u s e G e s t u r e F o r m - > l b _ C o n t e x t - > C a p t i o n = S.4 ՖO(uel:   	cOO hS.,   O{4YeTyR h,   6qT~g _	c.. YR	NR[ [eS^] SNgbL2 y{[eS^KN8^(uR,   NSꁾupOe^. 
 
 M o u s e G e s t u r e F o r m - > l b _ U n i t s - > C a p t i o n = ( 1 = NO) 
 
 M o u s e G e s t u r e F o r m - > l b _ D e f a u l t - > C a p t i o n = b`
Y؞<P
 
 
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 
 
 [ M a i n A p p . M i s c ] 
 
 V e r s i o n = Hr,g  : 
 
 N u l l S c r i p t = zz}vvgR,g
 
 N u l l M a c r o = zz}vvz
 
 D e f a u l t S c r i p t = bv*NNS h
 
 K e y = .
 
 M o d i f y S c r i p t N a m e = O9egR,g
Ty
 
 P l e a s e I n p u t S c r i p t N a m e = eQgR,g
Ty
 
 S c r i p t E x i s t A l r e a d y = " % x " gR,g
Ty]~X[(W,   SY}T
TgR,g
Ty
 
 S a v e O K = PX[[b
 
 E d i t M o d i f y = gR,g]O9e,   PX[T? 
 
 C o r r e s p o n d e n c e S c r i p t =  hQX[vgR,g&{T  % x 
 
 N o t C o r r e s p o n d e n c e S c r i p t =  hQX[vgR,g, 
N&{TgR,gpenc^-NNUO N*N
 
 D o w n l o a d O K = N}[b
 
 D o w n l o a d F a i l = N}1Y%
 
 S c r i p t I s T o o L a r g e = gR,gǏ'Y,    hQX[
N
 
 M o u s e N o t E x i s t =  h
NX[(W,   ceQ h
 
 S e l e c t S o f t = 	S2kSb _veNchHh,   gbLz^b_wce_
 
 C o m m e n t H i n t = pQ!   ReQcc
 
 M o u s e D e t e c t E r r o r = v^*gOKm0R h,   HQceQ h! 
 
 M o u s e D e t e c t E r r o r . X 7 K B = v^*gOKm0R.v,   HQceQ.v! 
 
 P r o g r e s s F o r m - > l b _ M e s s a g e - > C a p t i o n = N}[b
 
 P r o g r e s s F o r m - > l b _ M e s s a g e - > C a p t i o n . G 1 0 = pencfe[b
 
 P r o g r e s s F o r m - > l b _ M e s s a g e - > C a p t i o n . G 9 = pencfe[b
 
 N a m e d S u c c e s s = )YeG 1 0  h}T
TbR! 
 
 D e t e c t M u l t i D o n g l e = OKm0RY*N)YeYޏc6ehV]ceQ{:g,   YuN N*Nc6ehV,   vQYOc6ehVbd. 
 
 R e s t a r t C o m p u t e r A f t e r I n s t a l l e d = oN][ň[k,   _{͑e/TR. 
 
 R e c o v e r y H i n t = 	c" nx["  hRb`
Y0R؞!j_,   &TRUSQ" Sm" . 
 
 
 
 
 
 [ M a i n A p p . M i s c . G 1 0 ] 
 
 M o u s e D e t e c t E r r o r = v^*gOKm0R)YeG 1 0 |Rc6ehV,   HQceQc6ehV! 
 
 
 
 
 
 [ P o w e r M a n a g e m e n t ] 
 
 l b _ T i t l e - > C a p t i o n = 9Ryw5u{t: 
 
 l b _ C o n t e n t - > C a p t i o n = )YeG 9 ^ߏYR|R,    h_:gOew:SR:N_^,   Em^,   -N^Nm^4 kzfw5uO w!j_,   (u7bL[ۏeQm^O w_:ge,   {:gsQ:g6 yT hꁨRۏeQm^O w. 
 
 l b _ R e m i n d - > C a p t i o n = < < c:y: 	(u}vrKN W\w5u,   ўr g:N5u,   8nb	(uؚ&^[5 0 0 H Z e5u,   keؚ(uϑ7bSN9e(uSEQ_5u`l,   g
N(u_sQ5un> > 
 
 l b _ N o t e - > C a p t i o n = ( la: w5u\/fe~ Su^ߏh
NnzsaSVKN N) 
 
 l b _ T i m e r - > C a p t i o n = ۏeQm^O w_:ge[
 
 l b _ M i n u t e s - > C a p t i o n = ( R) 
 
 l b _ N o t e M i n u t e s - > C a p t i o n = ( [_:geTۏeQm^O w!j_) 
 
 l b _ W a k e u p B y M o v i n g - > C a p t i o n = b	(uyR$U5un
 
 l b _ N o t e W a k e u p B y M o v i n g - > C a p t i o n = ( dk!j_eOO(uFO_:ggk\e0 . 8 k[5u. ) 
 
 l b _ W a k e u p B y A n y k e y - > C a p t i o n = b	(u	cNa.$U5un: 
 
 l b _ N o t e W a k e u p B y A n y k e y - > C a p t i o n = ( dk!j_Y N!k	c.R\OFO_:ggk\eS0 . 0 1 k[5u. ) 
 
 
 
 
 
 [ D e s c r i p t i o n F o r m ] 
 
 l b _ T y p e N a m e - > C a p t i o n = z(uUOyoN
 
 l b _ D e s c r i p t i o n - > C a p t i o n = zRf
 
 l b _ D e s c r i p t i o n D e t a i l - > C a p t i o n = zcc
 
 l b _ W a r n i n g M s g - > C a p t i o n = PX[MR!   _{HQ:N`vzReQf
 
 
 
 
 
 [ R e p o r t R a t e F o r m ] 
 
 l b _ T i t l e - > C a p t i o n =  hsT^( M o u s e   R e p o r t   R a t e )   : 
 
 l b _ C o n t e n t - > C a p t i o n = 0 hsT^0h:y(W NyKNQ h ODe~{:gv!kpe.   OY  :   0sT^5 0 0 H z 0h:y(W NyKNQ hT{:g ON5 0 0 !kvDe  ;   !kpeaؚRh:y hIQhvyRf:N~{nz,   pQ_Nf:N|Q N,nfU S B  hsT^s:N1 2 5 H z ,   P S / 2  hsT^:N1 0 0 H z 	.   SޘqK 3  hsT^2 5 0 H z 0K 4 / K 5 |R h0ؚ'`e~ G 7 / G 9 |R:NؚsT^5 0 0 H z .   K 6 / K 7 |R0v~8nb X 7 |R:NؚsT^1 0 0 0 H z ,   cO`MR@b*g	gvzEu|QeSO
 
 l b _ C u e - > C a p t i o n = ( ؚvsT^(uNHeؚv{:g,   YQs hIQhvP\\Pb hR\O	g^ߏe,   Ջ@wNO hvbJTs. ) 
 
 l b _ R e a l T i m e L i s t - > C a p t i o n = [eRh
 
 l b _ A v e r a g e R e p o r t R a t e - > C a p t i o n = s^GWsT^
 
 l b _ C h o i c e - > C a p t i o n = 	bsT^
 
 l b _ 1 2 5 h z - > C a p t i o n = 1 2 5 H z   ( 8 m s / nfRlQ) 
 
 l b _ 2 5 0 h z - > C a p t i o n = 2 5 0 H z   ( 4 m s / ~V) 
 
 l b _ 5 0 0 h z - > C a p t i o n = 5 0 0 H z   ( 2 m s / 8nb|Q) 
 
 l b _ 1 0 0 0 h z - > C a p t i o n = 1 0 0 0 H z   ( 1 m s / 8nbf|Q) 
 
 
 
 
 
 [ R e p o r t R a t e F o r m . G 1 0 ] 
 
 l b _ T i t l e - > C a p t i o n =  hsT^( M o u s e   R e p o r t   R a t e )   : 
 
 l b _ C o n t e n t - > C a p t i o n = 0 hsT^0h:y(W NyKNQ h ODe~{:gv!kpe.   OY  :   0sT^5 0 0 H z 0h:y(W NyKNQ hT{:g ON5 0 0 !kvDe  ;   !kpeaؚRh:y hIQhvyRf:N~{nz,   pQ_Nf:N|Q N,nfU S B  hsT^s:N1 2 5 H z 	.   SޘqG 3 sT^1 2 5 H z 0G 5 |R hsT^2 5 0 H z 0ؚ'`^ߏ)YeG 7 / G 9 / G 1 0 |R:NؚsT^5 0 0 H z .   ؚsT^)Yee~ hcO`MR@b*g	gve~zEu|Q
 
 l b _ C u e - > C a p t i o n = ( ؚvsT^(uNHeؚv{:g,   YQs hIQhvP\\Pb hR\O	g^ߏe,   Ջ@wNO hvbJTs. ) 
 
 l b _ R e a l T i m e L i s t - > C a p t i o n = [eRh
 
 l b _ A v e r a g e R e p o r t R a t e - > C a p t i o n = s^GWsT^
 
 l b _ C h o i c e - > C a p t i o n = 	bsT^
 
 l b _ 1 2 5 h z - > C a p t i o n = 1 2 5 H z   ( 8 m s / nfRlQ) 
 
 l b _ 2 5 0 h z - > C a p t i o n = 2 5 0 H z   ( 4 m s / ~V) 
 
 l b _ 5 0 0 h z - > C a p t i o n = 5 0 0 H z   ( 2 m s / 8nb|Q) 
 
 l b _ 1 0 0 0 h z - > C a p t i o n = 1 0 0 0 H z   ( 1 m s / 8nbf|Q) 
 
 
 
 
 
 [ R e p o r t R a t e F o r m . G 9 ] 
 
 l b _ T i t l e - > C a p t i o n =  hsT^( M o u s e   R e p o r t   R a t e )   : 
 
 l b _ C o n t e n t - > C a p t i o n = 0 hsT^0h:y(W NyKNQ h ODe~{:gv!kpe.   OY  :   0sT^5 0 0 H z 0h:y(W NyKNQ hT{:g ON5 0 0 !kvDe  ;   !kpeaؚRh:y hIQhvyRf:N~{nz,   pQ_Nf:N|Q N,nfU S B  hsT^s:N1 2 5 H z 	.   SޘqG 3 sT^1 2 5 H z 0G 5 |R hsT^2 5 0 H z 0ؚ'`^ߏ)YeG 7 / G 9 / G 1 0 |R:NؚsT^5 0 0 H z .   ؚsT^)Yee~ hcO`MR@b*g	gve~zEu|Q
 
 l b _ C u e - > C a p t i o n = ( ؚvsT^(uNHeؚv{:g,   YQs hIQhvP\\Pb hR\O	g^ߏe,   Ջ@wNO hvbJTs. ) 
 
 l b _ R e a l T i m e L i s t - > C a p t i o n = [eRh
 
 l b _ A v e r a g e R e p o r t R a t e - > C a p t i o n = s^GWsT^
 
 l b _ C h o i c e - > C a p t i o n = 	bsT^
 
 l b _ 1 2 5 h z - > C a p t i o n = 1 2 5 H z   ( 8 m s / nfRlQ) 
 
 l b _ 2 5 0 h z - > C a p t i o n = 2 5 0 H z   ( 4 m s / ~V) 
 
 l b _ 5 0 0 h z - > C a p t i o n = 5 0 0 H z   ( 2 m s / 8nb|Q) 
 
 l b _ 1 0 0 0 h z - > C a p t i o n = 1 0 0 0 H z   ( 1 m s / 8nbf|Q) 
 
 
 
 
 
 [ O S D F o r m ] 
 
 l b _ E n a b l e - > C a p t i o n = /T(u	c.c:y
 
 l b _ D i s p l a y T i m e - > C a p t i o n = >f:ye( y) 
 
 l b _ P o s i t i o n - > C a p t i o n = >f:yMOn( X , Y ) 
 
 l b _ C u r s o r - > C a p t i o n = [MOhV
 
 / / i m _ C u r s o r P o i n t - > H i n t = SN	cOOdkVh,   v^yR0RO\U^
NNUOMOn,   egS_O\U^vPWh. 
 
 l b _ H a s B a c k g r o u n d - > C a p t i o n = 	g̀of
 
 l b _ B a c k g r o u n d C o l o r - > C a p t i o n = ̀ofr
 
 l b _ F o n t S i z e - > C a p t i o n = W[SO'Y\
 
 l b _ F o n t C o l o r - > C a p t i o n = W[SOr
 
 I n p u t D i g i t E r r o r = eQpeW[! ! ! 
 
 O S D S e c o n d s R a n g e E r r o r = >f:ye[<PV^N  % x     % y . 
 
 O S D F o n t S i z e R a n g e E r r o r = W[SO'Y\[<PV^N  % x     % y . 
 
 
 
 
 
 [ K e y b o a r d P a n e l ] 
 
 l b _ w i n d o w - > C a p t i o n = W i n d o w s 
 
 l b _ c t r l - > C a p t i o n = ]C t r l 
 
 l b _ a l t - > C a p t i o n = ]A l t 
 
 l b _ s h i f t - > C a p t i o n = ]S h i f t 
 
 l b _ c l o s e - > C a p t i o n = sQ
 
 
 
 
 
 [ D P I F o r m ] 
 
 l b _ S e c t i o n - > C a p t i o n = kpe
 
 l b _ A x i s X - > C a p t i o n = A x i s - X 
 
 l b _ A x i s Y - > C a p t i o n = A x i s - Y 
 
 l b _ L E D - > C a p t i o n = kpec:yop
 
 l b _ D P I 0 - > C a p t i o n = D P I 0 
 
 l b _ D P I 1 - > C a p t i o n = D P I 1 
 
 l b _ D P I 2 - > C a p t i o n = D P I 2 
 
 l b _ D P I 3 - > C a p t i o n = D P I 3 
 
 l b _ D P I 4 - > C a p t i o n = D P I 4 
 
 l b _ D P I 5 - > C a p t i o n = D P I 5 
 
 l b _ M e m o r y M o d e S e t - > C a p t i o n = [D P I _!j_  : 
 
 l b _ O p e n M e m o r y F u n - > C a p t i o n = 	b`v hS.wQ	g_R. 
 
 l b _ C l o s e M e m o r y F u n - > C a p t i o n = 	b`v hS.e_R,   k!k _:gT hV0RQS؞<P. 
 
 l b _ L E D O p t i o n - > C a p t i o n = 	S  L E D   >f:ye_  : 
 
 I n p u t D i g i t E r r o r = eQpeW[! ! ! 
 
 D P I R a n g e E r r o r = D P I V
NSNON  % x   b  Ǐ  % y . 
 
 N e e d T o S e l e c t I n O r d e r = 	SOgqz^1u
N_N,   Sm1uN_
N. 
 
 
 
 
 
 [ P r o f i l e D P I F o r m ] 
 
 l b _ T i t l e - > C a p t i o n =  hyR^( D P I ) [: 
 
 l b _ S a v e T e x t - > C a p t i o n = OncO(uv>f:yhVRseg	(uv^PX[ hc6ehV-N
 
 l b _ D P I 0 T e x t - > C a p t i o n = >f:yhVRs1 2 8 0 * 1 0 2 4   ^	(u8 0 0     D P I 
 
 l b _ D P I 1 T e x t - > C a p t i o n = >f:yhVRs1 4 4 0 * 9 0 0     ^	(u1 0 0 0   D P I 
 
 l b _ D P I 2 T e x t - > C a p t i o n = >f:yhVRs1 6 8 0 * 1 0 5 0   ^	(u1 2 0 0   D P I 
 
 l b _ D P I 3 T e x t - > C a p t i o n = >f:yhVRs1 9 2 0 x 1 2 0 0   ^	(u1 6 0 0   D P I 
 
 l b _ C o n t e x t - > C a p t i o n =  hyR^  :   OY8 0 0 D P I ac h(WLhbyR1 [eIQh(W>f:yO\-NyR8 0 0 pvݍy,   yR^a'YRIQhyRݍya'Y. 
 
 
 
 l b _ D P I S e t - > C a p t i o n = D P I   [  : 
 
 l b _ A x i s X - > C a p t i o n = D P I   X t  : 
 
 l b _ A x i s Y - > C a p t i o n = D P I   Y t  : 
 
 / / M e s s a g e C o n f i r m 
 
 I n p u t D i g i t E r r o r = eQpeW[! ! ! 
 
 D P I R a n g e E r r o r = D P I   V
NSNON  % x   b  Ǐ  % y 
 
 
 
 
 
 [ C h a n n e l S e t t i n g ] 
 
 l b _ T i t l e - > C a p t i o n = YN[ƖO(u2󍑘e~S[  : 
 
 l b _ C h a n n e l T e x t - > C a p t i o n = e~Sv[,   SN`O`vO(usX,   	b N*N gS_v[,   N_~sO O(ϑ. 
 
 l b _ L o c k C h a n n e l - > C a p t i o n = [S
 
 l b _ U s i n g C h a n n e l - > C a p t i o n = O(uS
 
 l b _ C h a n n e l T e x t _ F i x - > C a p t i o n = S_Y*Ne~ h( be~. ~) X[(WNT NsXNO(ue,   SN	b[S,   v^RMkS h N*N
NTvS,   |_dkKN8l܏
NOVꁨR󍑘Nr^pb,   ۏ0R^ߏvdc'`. 
 
 l b _ A u t o H o p p i n g - > C a p t i o n = ꁨR󍑘
 
 l b _ C h a n n e l T e x t _ A u t o - > C a p t i o n = S_USNO(ue,   b`
NNNHN/fR F Se,   RS	bꁨR󍑘. 
 
 l b _ C u r r e n t C h a n n e l T e x t - > C a p t i o n = vMR]\OS
 
 D o n g l e N o t E x i s t = ~b
N0Rc6ehV! ! 
 
 
 
 
 
 [ I n p u t B o x ] 
 
 l b _ I n p u t M e s s a g e - > C a p t i o n = cc
 
 
 
 
 
 [ F i x e d 4 D P I F o r m ] 
 
 l b _ T i t l e - > C a p t i o n =  hyR^( D P I ) [: 
 
 l b _ S a v e T e x t - > C a p t i o n = OncO(uv>f:yhVRseg	(uv^PX[ hc6ehV-N
 
 l b _ D P I 0 T e x t - > C a p t i o n = >f:yhVRs1 2 8 0 * 1 0 2 4   ^	(u8 0 0     D P I 
 
 l b _ D P I 1 T e x t - > C a p t i o n = >f:yhVRs1 4 4 0 * 9 0 0     ^	(u1 0 0 0   D P I 
 
 l b _ D P I 2 T e x t - > C a p t i o n = >f:yhVRs1 6 8 0 * 1 0 5 0   ^	(u1 2 0 0   D P I 
 
 l b _ D P I 3 T e x t - > C a p t i o n = >f:yhVRs1 9 2 0 x 1 2 0 0   ^	(u1 6 0 0   D P I 
 
 l b _ D P I 4 T e x t - > C a p t i o n = 
 
 l b _ C o n t e x t - > C a p t i o n =  hyR^  :   OY8 0 0 ^ac h(WLhbyR1 [eIQh(W>f:yO\-NyR8 0 0 pvݍy,   yR^a'YRIQhyRݍya'Y. 
 
 l b _ D P I 0 - > C a p t i o n = 8 0 0     D P I 
 
 l b _ D P I 1 - > C a p t i o n = 1 0 0 0   D P I 
 
 l b _ D P I 2 - > C a p t i o n = 1 2 0 0   D P I 
 
 l b _ D P I 3 - > C a p t i o n = 1 6 0 0   D P I 
 
 l b _ D P I 4 - > C a p t i o n = 2 0 0 0   D P I 
 
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 
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 [ P a i r F o r m ] 
 
 l b _ T i t l e - > C a p t i o n = Sޘq)YeG 5 / G 7 / G 9 |R. M[xz^
 
 l b _ S t e p 1 - > C a p t i o n = 1 .     \c6ehVceQU S B   W,   v^nxc6ehV[ň[k. 
 
 l b _ S t e p 2 - > C a p t i o n = 2 .      _/TSޘqG 7 / G 9 [xz^,   	cN [x 	c. 
 
 l b _ N o 3 T e x t - > C a p t i o n = 3 . 
 
 l b _ S t e p 3 - > C a p t i o n = 1 5 yQ\. 5u`lxSNTv^͑eň
N, 
 
 l b _ S t e p 3 1 - > C a p t i o n = z^\>f:yQ6 MOpeKNM[x,   v^>f:y h/ .vM[[bW[7h. 
 
 l e _ M o u s e I D - > C a p t i o n = >f:y hM[x
 
 l e _ K e y b d I D - > C a p t i o n = >f:y.vM[x
 
 P A I R _ N o R e c e i v e r F o u n d = HQceQc6ehV
 
 P A I R _ M o u s e O K =  hM[[b
 
 P A I R _ K e y b d O K = .vM[[b
 
 P A I R _ F a i l = M[1Y%
 
 P A I R _ S e c o n d = y
 
 
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 
 [ P a i r F o r m . G 1 0 ] 
 
 l b _ T i t l e - > C a p t i o n = Sޘq)YeG 1 0 . M[xz^
 
 l b _ S t e p 1 - > C a p t i o n = 1 .     \c6ehVceQU S B   W,   v^nxc6ehV[ň[k. 
 
 l b _ S t e p 2 - > C a p t i o n = 2 .      _/TSޘq[xz^,   	cN [x 	c. 
 
 l b _ N o 3 T e x t - > C a p t i o n = 3 . 
 
 l b _ S t e p 3 - > C a p t i o n = 1 5 yQ\. 5u`lxSNTv^͑eň
N, 
 
 l b _ S t e p 3 1 - > C a p t i o n = z^\>f:yQ6 MOpeKNM[x,   v^>f:y h/ .vM[[bW[7h. 
 
 l e _ M o u s e I D - > C a p t i o n = >f:y hM[x
 
 l e _ K e y b d I D - > C a p t i o n = >f:y.vM[x
 
 P A I R _ N o R e c e i v e r F o u n d = HQceQc6ehV
 
 P A I R _ M o u s e O K =  hM[[b
 
 P A I R _ K e y b d O K = .vM[[b
 
 P A I R _ F a i l = M[1Y%
 
 P A I R _ S e c o n d = y
 
 
 
 
 
 [ P a i r F o r m . X G ] 
 
 l b _ T i t l e - > C a p t i o n = X 7 eYeaS. M[xz^
 
 l b _ S t e p 1 - > C a p t i o n = 1 .     \c6ehVceQU S B   W,   v^nxc6ehV[ň[k. 
 
 l b _ S t e p 2 - > C a p t i o n = 2 .      _/TSޘq[xz^,   	cN [x 	c. 
 
 l b _ N o 3 T e x t - > C a p t i o n = 3 . 
 
 l b _ S t e p 3 - > C a p t i o n = 1 5 yQ\. 5u`lxSNTv^͑eň
N, 
 
 l b _ S t e p 3 1 - > C a p t i o n = z^\>f:yQ6 MOpeKNM[x,   v^>f:y h/ .vM[[bW[7h. 
 
 l e _ M o u s e I D - > C a p t i o n = >f:y hM[x
 
 l e _ K e y b d I D - > C a p t i o n = >f:y.vM[x
 
 P A I R _ N o R e c e i v e r F o u n d = HQceQc6ehV
 
 P A I R _ M o u s e O K =  hM[[b
 
 P A I R _ K e y b d O K = .vM[[b
 
 P A I R _ F a i l = M[1Y%
 
 P A I R _ S e c o n d = y
 
 
 
 
 
 [ K e y D e b o u n c e F o r m ] 
 
 l b _ T i t l e - > C a p t i o n = ["  h],   S.SkpR." T^^  : 
 
 l b _ T i p - > C a p t i o n = f:         [pe<Pa\R	c.KN5uP[T^ O󁡋{hV^a_,   e h" ], S" $N.S" kpR." Ne,   SNbSؚT^^,   8nb-NSNHQSKNPN,    heO(uTQs" USQ" S" SQ" eh:y" 	c.]S" ,   dke^bT^^NO( [pe<P'Y) ,   S9eUdkSQR\Osa,   FO_N1YS(W8nb-NvHQSKNPNN! ! ! 
 
 l b _ D e f a u l t - > C a p t i o n = b`
Y؞<P
 
 l b _ S e t t i n g - > C a p t i o n = [<P( ky) 
 
 I n p u t D i g i t E r r o r = eQpeW[! ! ! 
 
 M i n u t e s R a n g e E r r o r = [<PV^N  % x     % y . 
 
 
 
 
 
 [ P o p M s g F o r m ] 
 
 F P o p M s g - > C a p t i o n =  hNO5uϑfJT[
 
 l b _ T i t l e _ M o u s e 1 - > C a p t i o n =  h5uϑ
N,   fbc5u`l
 
 l b _ T i t l e _ M o u s e 2 - > C a p t i o n =  h5uϑEQ
 
 / / l b _ T i t l e _ K e y b o a r d 1 - > C a p t i o n = .v5uϑ
N,   fbc5u`l
 
 / / l b _ T i t l e _ K e y b o a r d 2 - > C a p t i o n = .v5uϑEQ
 
 l b _ L o w B a t t e r y I n f o r m - > C a p t i o n = NO5uϑfJT  : 
 
 l b _ L o w B a t t e r y I n t e r v a l - > C a p t i o n = fJTc:y  ( R)   : 
 
 l b _ M i n - > C a p t i o n = R
 
 
 
 
 
 [ T i l t W h e e l F o r m ] 
 
 l b _ T i l t S e t - > C a p t i o n = 4ls^wSR[  : 
 
 l b _ L i n e - > C a p t i o n =  N!kwSRLpe
 
 l b _ P a g e - > C a p t i o n =  N!kwSR Nu
 
 I n p u t D i g i t E r r o r = eQpeW[! ! ! 
 
 
 
 
 
 [ T e x t F o r m ] 
 
 l b _ T e x t - > C a p t i o n = .eQQveW[
 
 m i _ E d i t e r C u t - > C a p t i o n = jRN          C t r l + X 
 
 m i _ E d i t e r C o p y - > C a p t i o n = 
Y6R          C t r l + C 
 
 m i _ E d i t e r P a s t e - > C a p t i o n = |4          C t r l + P 
 
 N 1 - > C a p t i o n = - 
 
 m i _ L o a d F r o m F i l e - > C a p t i o n = NchHh}eQ. . 
 
 m i _ L o a d F r o m R e c o r d - > C a p t i o n =  gяv~U_
 
 
 
 
 
 [ P r o g r e s s F o r m ] 
 
 l b _ M e s s a g e - > C a p t i o n = N}[b
 
 
 
 
 
 [ P r o f i l e M a n a g e m e n t F o r m ] 
 
 l b _ T i t l e - > C a p t i o n = !j_{t
 
 l b _ M o d e l s - > C a p t i o n = !j_	(u
 
 l b _ M o d e l N a m e - > C a p t i o n = !j_}T
T
 
 l b _ M o d e l 1 - > C a p t i o n = !j_ N
 
 l b _ M o d e l 2 - > C a p t i o n = !j_N
 
 l b _ M o d e l 3 - > C a p t i o n = !j_	N
 
 l b _ M o d e l 4 - > C a p t i o n = !j_V
 
 l b _ M o d e l 5 - > C a p t i o n = !j_N
 
 l b _ M o d e S e t - > C a p t i o n = !j_	(u  : 
 
 l b _ M o d e S e t H i n t - > C a p t i o n = yd!j_e,   	c1uN
Nvz^O!kSmR	  ;   XR!j_e,   	c1u
NNvz^O!kR	.   \ \ \ \ \ \ \ \ O(u h!j_Rbc.(W]	(u!j_vNlbc,   [^v!j_
Ty\Te>f:yNO\U^SN҉. 
 
 N e e d T o S e l e c t I n O r d e r = 	SOgqz^1u
N_N,   Sm1uN_
N. 
 
 
 
 
 
 [ P r o f i l e M a n a g e m e n t F o r m . G 1 0 ] 
 
 l b _ T i t l e - > C a p t i o n = )YeG 1 0 !j_{t
 
 l b _ M o d e l s - > C a p t i o n = !j_	(u
 
 l b _ M o d e l N a m e - > C a p t i o n = !j_}T
T
 
 l b _ M o d e l 1 - > C a p t i o n = !j_ N
 
 l b _ M o d e l 2 - > C a p t i o n = !j_N
 
 l b _ M o d e l 3 - > C a p t i o n = !j_	N
 
 l b _ M o d e l 4 - > C a p t i o n = !j_V
 
 l b _ M o d e l 5 - > C a p t i o n = !j_N
 
 l b _ M o d e S e t - > C a p t i o n = !j_	(u  : 
 
 l b _ M o d e S e t H i n t - > C a p t i o n = yd!j_e,   	c1uN
Nvz^O!kSmR	  ;   XR!j_e,   	c1u
NNvz^O!kR	.   \ \ \ \ \ \ \ \ O(u h!j_Rbc.(W]	(u!j_vNlbc,   [^v!j_
Ty\Te>f:yNO\U^SN҉. 
 
 N e e d T o S e l e c t I n O r d e r = 	SOgqz^1u
N_N,   Sm1uN_
N. 
 
 
 
 
 
 [ P r o f i l e M a n a g e m e n t F o r m . G 9 ] 
 
 l b _ T i t l e - > C a p t i o n = )YeG 9 !j_{t
 
 l b _ M o d e l s - > C a p t i o n = !j_	(u
 
 l b _ M o d e l N a m e - > C a p t i o n = !j_}T
T
 
 l b _ M o d e l 1 - > C a p t i o n = !j_ N
 
 l b _ M o d e l 2 - > C a p t i o n = !j_N
 
 l b _ M o d e l 3 - > C a p t i o n = !j_	N
 
 l b _ M o d e l 4 - > C a p t i o n = !j_V
 
 l b _ M o d e l 5 - > C a p t i o n = !j_N
 
 l b _ M o d e S e t - > C a p t i o n = !j_	(u  : 
 
 l b _ M o d e S e t H i n t - > C a p t i o n = yd!j_e,   	c1uN
Nvz^O!kSmR	  ;   XR!j_e,   	c1u
NNvz^O!kR	.   \ \ \ \ \ \ \ \ O(u h!j_Rbc.(W]	(u!j_vNlbc,   [^v!j_
Ty\Te>f:yNO\U^SN҉. 
 
 N e e d T o S e l e c t I n O r d e r = 	SOgqz^1u
N_N,   Sm1uN_
N. 
 
 
 
 
 
 [ P r o f i l e M a n a g e m e n t F o r m . X G ] 
 
 l b _ T i t l e - > C a p t i o n = X 7 eYeaS!j_{t
 
 l b _ M o d e l s - > C a p t i o n = !j_	(u
 
 l b _ M o d e l N a m e - > C a p t i o n = !j_}T
T
 
 l b _ M o d e l 1 - > C a p t i o n = !j_ N
 
 l b _ M o d e l 2 - > C a p t i o n = !j_N
 
 l b _ M o d e l 3 - > C a p t i o n = !j_	N
 
 l b _ M o d e l 4 - > C a p t i o n = !j_V
 
 l b _ M o d e l 5 - > C a p t i o n = !j_N
 
 l b _ M o d e S e t - > C a p t i o n = !j_	(u  : 
 
 l b _ M o d e S e t H i n t - > C a p t i o n = yd!j_e,   	c1uN
Nvz^O!kSmR	  ;   XR!j_e,   	c1u
NNvz^O!kR	.   \ \ \ \ \ \ \ \ O(u h!j_Rbc.(W]	(u!j_vNlbc,   [^v!j_
Ty\Te>f:yNO\U^SN҉. 
 
 N e e d T o S e l e c t I n O r d e r = 	SOgqz^1u
N_N,   Sm1uN_
N. 
 
 
 
 
 
 [ P o w e r M a n a g e m e n t E x ] 
 
 l b _ T i t l e - > C a p t i o n = 9Ryw5u{t: 
 
 l b _ C o n t e n t - > C a p t i o n = Sޘq)YeG 9 ܀oIQ|R,    h_:gOew:SR:N_^,   Em^,   -N^Nm^4 kzfw5uO w!j_,   (u7bL[ۏeQm^O w_:ge,   {:gsQ:g6 yT hꁨRۏeQm^O w,   ( {:gsQ:g hۏeQm^O wToIQ{O6qSO(u,   e-Ng
N(u_sQ5un _sQ) 
 
 l b _ R e m i n d - > C a p t i o n = < < c:y: 	(u}vrKN W\w5u,   ўr g:N5u,   8nb	(uؚ&^[5 0 0 H Z e5u,   keؚ(uϑ7bSN9e(uSEQ_5u`l,   g
N(u_sQ5un> > 
 
 l b _ N o t e - > C a p t i o n = ( la: w5u\/fe~ Su^ߏh
NnzsaSVKN N) 
 
 l b _ T i m e r - > C a p t i o n = ۏeQm^O w_:ge[
 
 l b _ M i n u t e s - > C a p t i o n = ( R) 
 
 l b _ N o t e M i n u t e s - > C a p t i o n = ( [_:geTۏeQm^O w!j_) 
 
 l b _ W a k e u p B y M o v i n g - > C a p t i o n = b	(uyR$U5un
 
 l b _ N o t e W a k e u p B y M o v i n g - > C a p t i o n = ( dk!j_eOO(uFO_:ggk\e0 . 8 k[5u. ) 
 
 l b _ W a k e u p B y A n y k e y - > C a p t i o n = b	(u	cNa.$U5un: 
 
 l b _ N o t e W a k e u p B y A n y k e y - > C a p t i o n = ( dk!j_Y N!k	c.R\OFO_:ggk\eS0 . 0 1 k[5u. ) 
 
 I n p u t D i g i t E r r o r = eQpeW[! ! ! 
 
 M i n u t e s R a n g e E r r o r = O w_:ge[<PV^N  % x     % y . 
 
 
 
 
 
 [ P o w e r M a n a g e m e n t E x . G 1 0 ] 
 
 l b _ T i t l e - > C a p t i o n = 9Ryw5u{t: 
 
 l b _ C o n t e n t - > C a p t i o n = Sޘq)YeG 1 0 |R,    h_:gOew:SR:N_^,   Em^,   -N^Nm^4 kzfw5uO w!j_,   (u7bL[ۏeQm^O w_:ge,   5usQ:g6 yT hꁨRۏeQm^O w,   ( 5usQ:g hۏeQm^O wToIQ{O6qSO(u,   e-Ng
N(u_sQ5un _sQ) 
 
 l b _ R e m i n d - > C a p t i o n = < < c:y: 	(u}vrKN W\w5u,   ўr g:N5u,   8nb	(uؚ&^[5 0 0 H Z e5u,   keؚ(uϑ7bSN9e(uSEQ_5u`l,   g
N(u_sQ5un> > 
 
 l b _ N o t e - > C a p t i o n = ( la: w5u\/fe~ Su^ߏh
NnzsaSVKN N) 
 
 l b _ T i m e r - > C a p t i o n = ۏeQm^O w_:ge[
 
 l b _ M i n u t e s - > C a p t i o n = ( R) 
 
 l b _ N o t e M i n u t e s - > C a p t i o n = 
 
 l b _ W a k e u p B y M o v i n g - > C a p t i o n = b	(uyR$U5un
 
 l b _ N o t e W a k e u p B y M o v i n g - > C a p t i o n = ( dk!j_eOO(uFO_:ggk\e0 . 3 5 k[5u. ) 
 
 l b _ W a k e u p B y A n y k e y - > C a p t i o n = b	(u	cNa.$U5un: 
 
 l b _ N o t e W a k e u p B y A n y k e y - > C a p t i o n = ( dk!j_Y N!k	c.R\OFO_:ggk\eS0 . 0 3 k[5u. ) 
 
 I n p u t D i g i t E r r o r = eQpeW[! ! ! 
 
 M i n u t e s R a n g e E r r o r = O w_:ge[<PV^N  % x     % y . 
 
 
 
 
 
 [ P o w e r M a n a g e m e n t E x . G 9 ] 
 
 l b _ T i t l e - > C a p t i o n = 9Ryw5u{t: 
 
 l b _ C o n t e n t - > C a p t i o n = Sޘq)YeG 9 |R,    h_:gOew:SR:N_^,   Em^,   -N^Nm^4 kzfw5uO w!j_,   (u7bL[ۏeQm^O w_:ge,   5usQ:g6 yT hꁨRۏeQm^O w. 
 
 l b _ R e m i n d - > C a p t i o n = < < c:y: 	(u}vrKN W\w5u,   ўr g:N5u,   8nb	(uؚ&^[5 0 0 H Z e5u,   keؚ(uϑ7bSN9e(uSEQ_5u`l,   g
N(u_sQ5un> > 
 
 l b _ N o t e - > C a p t i o n = ( la: w5u\/fe~ Su^ߏh
NnzsaSVKN N) 
 
 l b _ T i m e r - > C a p t i o n = ۏeQm^O w_:ge[
 
 l b _ M i n u t e s - > C a p t i o n = ( R) 
 
 l b _ N o t e M i n u t e s - > C a p t i o n = 
 
 l b _ W a k e u p B y M o v i n g - > C a p t i o n = b	(uyR$U5un
 
 l b _ N o t e W a k e u p B y M o v i n g - > C a p t i o n = ( dk!j_eOO(uFO_:ggk\e0 . 3 5 k[5u. ) 
 
 l b _ W a k e u p B y A n y k e y - > C a p t i o n = b	(u	cNa.$U5un: 
 
 l b _ N o t e W a k e u p B y A n y k e y - > C a p t i o n = ( dk!j_Y N!k	c.R\OFO_:ggk\eS0 . 0 3 k[5u. ) 
 
 I n p u t D i g i t E r r o r = eQpeW[! ! ! 
 
 M i n u t e s R a n g e E r r o r = O w_:ge[<PV^N  % x     % y . 
 
 
 
 
 
 [ P o w e r M a n a g e m e n t E x . X G ] 
 
 l b _ T i t l e - > C a p t i o n = 9Ryw5u{t: 
 
 l b _ C o n t e n t - > C a p t i o n = X 7 eYeaS|R,    h_:gOew:SR:N_^,   Em^,   -N^Nm^4 kzfw5uO w!j_,   (u7bL[ۏeQm^O w_:ge,   5usQ:g6 yT hꁨRۏeQm^O w,   ( 5usQ:g hۏeQm^O wToIQ{O6qSO(u,   e-Ng
N(u_sQ5un _sQ) 
 
 l b _ R e m i n d - > C a p t i o n = < < c:y: 	(u}vrKN W\w5u,   ўr g:N5u,   8nb	(uؚ&^[5 0 0 H Z e5u,   keؚ(uϑ7bSN9e(uSEQ_5u`l,   g
N(u_sQ5un> > 
 
 l b _ N o t e - > C a p t i o n = ( la: w5u\/fe~ Su^ߏh
NnzsaSVKN N) 
 
 l b _ T i m e r - > C a p t i o n = ۏeQm^O w_:ge[
 
 l b _ M i n u t e s - > C a p t i o n = ( R) 
 
 l b _ N o t e M i n u t e s - > C a p t i o n = 
 
 l b _ W a k e u p B y M o v i n g - > C a p t i o n = b	(uyR$U5un
 
 l b _ N o t e W a k e u p B y M o v i n g - > C a p t i o n = ( dk!j_eOO(uFO_:ggk\e0 . 3 5 k[5u. ) 
 
 l b _ W a k e u p B y A n y k e y - > C a p t i o n = b	(u	cNa.$U5un: 
 
 l b _ N o t e W a k e u p B y A n y k e y - > C a p t i o n = ( dk!j_Y N!k	c.R\OFO_:ggk\eS0 . 0 3 k[5u. ) 
 
 I n p u t D i g i t E r r o r = eQpeW[! ! ! 
 
 M i n u t e s R a n g e E r r o r = O w_:ge[<PV^N  % x     % y . 
 
 
 
 
 
 [ L o c k D e v i c e F o r m ] 
 
 l b _ T i t l e - > C a p t i o n =  hňn{t
 
 l b _ D e v i c e N a m e - > C a p t i o n = Y
Ty
 
 / / l b _ D e v i c e 1 - > C a p t i o n =  h N
 
 / / l b _ D e v i c e 2 - > C a p t i o n =  hN
 
 / / l b _ D e v i c e 3 - > C a p t i o n =  h	N
 
 l b _ H i n t - > C a p t i o n = (u7bO(uYST|R h,  [`O(uv hňnToNZP[, [Tv hňnMbSNToNZPRN}[0
 
 I n p u t D e v i c e N a m e = eQY
Ty  : 
 
 
 
 
 
 [ L o c k D e v i c e F o r m . G 1 0 ] 
 
 l b _ T i t l e - > C a p t i o n = )YeG 1 0  hňn{t
 
 l b _ D e v i c e N a m e - > C a p t i o n = Y
Ty
 
 / / l b _ D e v i c e 1 - > C a p t i o n =  h N
 
 / / l b _ D e v i c e 2 - > C a p t i o n =  hN
 
 / / l b _ D e v i c e 3 - > C a p t i o n =  h	N
 
 l b _ H i n t - > C a p t i o n = (u7bO(uYS)YeG 1 0 ,  [`O(uv hňnTY!joNZP[, [Tv hňnMbSNTY!joNZPRN}[0
 
 I n p u t D e v i c e N a m e = eQY
Ty  : 
 
 
 
 
 
 [ A n t i V i b r a t e F o r m ] 
 
 l b _ T i t l e - > C a p t i o n = ^y[R[
 
 l b _ O p e n A n t i V i b r a t e - > C a p t i o n =  _/T^y[R
 
 l b _ C l o s e A n t i V i b r a t e - > C a p t i o n = sQ^y[R
 
 l b _ O p e n N o t e - > C a p t i o n = bw hT,  hcSMO[, dk^y[^8^TNN(u7b(W8nbbRlQsX-Nbw hT,  Bl h N7h[MO|Q. 
 
 l b _ C l o s e N o t e - > C a p t i o n = bw hT,    hc
N[NOOSSbO(usX
NTNuR, dkr`N hc[MO
N|Q. 
 
 
 
 
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 [ W h e e l 4 D E x ] 
 
 l b _ T i t l e - > C a p t i o n = ۏSn
 
 l b _ S u b T i t l e - > C a p t i o n = ۏS:N4 ewSR
 
 l b _ V e r s i o n T i t l e - > C a p t i o n = nf~Hr
 
 l b _ S u b T i t l e 2 - > C a p t i o n = bN Nwޘ
 
 l b _ W h e e l 4 D S e t - > C a p t i o n = ۏSnR[
 
 l b _ C h o o s e W h e e l 4 D - > C a p t i o n = 	(uۏSn
 
 l b _ C h o o s e S t a n d a r d - > C a p t i o n = 	(uhQnn
 
 l b _ H i d e W h e e l 4 D I c o n - > C a p t i o n = υۏSnVh
 
 l b _ H i d e P a r t i a l I c o n - > C a p t i o n = υR:SVh
 
 l b _ V e r t i c a l S c r o l l S e t - > C a p t i o n = WvnR
 
 l b _ V e r t i c a l S c r o l l L i n e s - > C a p t i o n =  N!knRLpe  : 
 
 l b _ V e r t i c a l S c r o l l P a g e - > C a p t i o n =  N!knR N*NO\U^
 
 l b _ H o r i z o n t a l S c r o l l S e t - > C a p t i o n = 4ls^nR
 
 l b _ H o r i z o n t a l S c r o l l N o t e - > C a p t i o n =  hnnS N!knR>f:yvW[&{peϑ  : 
 
 l b _ W h e e l 4 D T i t l e O f N o t e s - > C a p t i o n = ۏSnRN~
 
 l b _ W h e e l 4 D N o t e s - > C a p t i o n = ReN)RۏSn9eSUSn:NVeTnR, (W  E X C E L   -NS yR hvIQh0R  A / B   $N*N
NTv:SW, sSSꁨRRbc
NN0]SnRvR, {US_wc, wfYe, RlQHesg'Ycؚ. 
 
 l b _ A R e g i o n N o t e s - > C a p t i o n = IQh(WA :S
NNwSR
 
 l b _ B R e g i o n N o t e s - > C a p t i o n = IQh(WB :S]SwSR
 
 l b _ P a r t i a l I c o n - > C a p t i o n = R:SVh
 
 l b _ W h e e l 4 D F o r m H i n t - > C a p t i o n = pQyRVhte  A / B   :SkO
 
 l b _ O p e n W e b - > C a p t i o n = pQۏeQ)YeQz
 
 I n p u t D i g i t E r r o r = eQpeW[! ! ! 
 
 W h e e l 4 D S e t V a l u e R a n g e = [<PV^N  % x     % y . 
 
 
 
 
 
 [ M o u s e R F R a n g e S e t t i n g ] 
 
 l b _ T i t l e - > C a p t i o n = Oee~ݍy܏[
 
 l b _ R F R a n g e - > C a p t i o n = e~Oݍy  : 
 
 l b _ M o u s e R F R a n g e N o t e s - > C a p t i o n = O:W@b'Y\
NT,   `SN	(u
NTݍy,   ܏ݍy\Y NN5u,   O~_g_Vwݍy,   N~(u5u. 
 
 l b _ M o u s e R F R a n g e H i n t s - > C a p t i o n = (   
NTkݍy/f(Wer^pbnsXNKmՋvpenc,   [EO(uݍy\O
NTsX	gN]_  ) 
 
 M e t e r = s|
 
 
 
 
 
 [ M u l t i P a i r M a i n ] 
 
 l b _ P r o g r a m T i t l e - > C a p t i o n = YޏOb/g
 
 l b _ F o r M e e t i n g - > C a p t i o n = Oۏek  : 
 
 l b _ F o r L i f e - > C a p t i o n = {~gyR  : 
 
 l b _ F o r M e e t i n g N o t e s - > C a p t i o n =  0)YeYޏG 1 0 _We~c6ehVQ+TQX[,   O(u0eX. [xz^0SXRM[O(u5 WY)Ye. . O(u0Yޏ. O{tz^0 _OeSTe{tY5 WY)YeG 1 0 . , NKb NS,   YޏYl,   RZ&qۏek'Y! 
 
 l b _ F o r L i f e N o t e s - > C a p t i o n =  0\[̑NRlQ[v)YeG 1 0 e~. qQTޏcN NS)Ye݄XG 1 0 Yޏc6ehV. `e{b[̑v. lQS,   bblQSv. &^V[,   SYޏc6ehVV[NS1uyRv{,gU S B cS
N,   MQ~8^cb"N1Y. 
 
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 [ M u l t i P a i r S t e p 1 ] 
 
 l b _ P r o g r a m T i t l e - > C a p t i o n = eX. " [x" z^
 
 l b _ C o n t e n t s - > C a p t i o n = O(udk" [x" z^1\SN(u N*N)YeG 1 0 Yޏc6ehV\ \ \ \ \ \ \ \ M[5 S)YeG 1 0  N5 S)YeG 1 0 .v. 
 
 l b _ M o u s e P a i r - > C a p t i o n = M[ h
 
 l b _ M o u s e P a i r _ T y p e - > C a p t i o n = 	b5un _sQ{|W( 5un _sQMONYv^) 
 
 l b _ M o u s e P a i r _ T y p e 1 - > C a p t i o n = bR_ _sQ
 
 l b _ M o u s e P a i r _ T y p e 2 - > C a p t i o n = 	c._ _sQ
 
 l b _ K e y b o a r d P a i r - > C a p t i o n = M[.v
 
 
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 [ M u l t i P a i r S t e p 2 ] 
 
 / / M o u s e 
 
 l b _ P r o g r a m T i t l e _ M o u s e - > C a p t i o n =  h[xz^
 
 / / M o u s e P a i r T y p e 1 
 
 l b _ A c t i v a t e D e v i c e T i t l e _ M o u s e 1 - > C a p t i o n =  hM[z^
 
 l b _ A c t i v a t e D e v i c e H i n t _ M o u s e 1 - > C a p t i o n = 
 
 l b _ F i r s t N o t e s _ M o u s e 1 - > C a p t i o n = 1 .   $U`M[v h. 
 
 l b _ F i r s t N o t e s H i n t _ M o u s e 1 - > C a p t i o n =  0( Y hck(WO wN	c.$Ur`e,   _{HQ$U) 
 
 l b _ S e c o n d N o t e s _ M o u s e 1 - > C a p t i o n = 2 .   ~b0RO F F - - O N 5un _sQ. 
 
 l b _ S e c o n d N o t e s H i n t _ M o u s e 1 - > C a p t i o n = 
 
 l b _ T h i r d N o t e s _ M o u s e 1 - > C a p t i o n = 3 .   N3 0 yQ, bR5un _sQO F F ,   6qTQbRO N 
 
 l b _ T h i r d N o t e s H i n t _ M o u s e 1 - > C a p t i o n =  0( Y5un _sQ]NO N MOn,   {HQ_O F F MOnb,   Q͑_O N MOnb) 
 
 l b _ F o u r t h N o t e s _ M o u s e 1 - > C a p t i o n = 4 .   
NR\O[bT,    hck(WM[-N,   
zI{!   M[[bT\          RۏeQN Nu. 
 
 l b _ F o u r t h N o t e s H i n t _ M o u s e 1 - > C a p t i o n =  0( YM[1Y%{	c0
N Nek0͑eM[) 
 
 l b _ P i c N o t e s 1 _ M o u s e 1 - > C a p t i o n =  0O F F \ \ \ \ ( 5unsQ) 
 
 l b _ P i c N o t e s 2 _ M o u s e 1 - > C a p t i o n =  0O N   \ \ \ \ ( 5un _) 
 
 l b _ H i n t _ M o u s e 1 - > C a p t i o n = ( c:y  :   5un _sQMONYv^) 
 
 / / M o u s e P a i r T y p e 2 
 
 l b _ A c t i v a t e D e v i c e T i t l e _ M o u s e 2 - > C a p t i o n = 
 
 l b _ A c t i v a t e D e v i c e H i n t _ M o u s e 2 - > C a p t i o n = 
 
 l b _ F i r s t N o t e s _ M o u s e 2 - > C a p t i o n = 1 .   $U`*gM[v h  : 
 
 l b _ F i r s t N o t e s H i n t _ M o u s e 2 - > C a p t i o n = ( Y hck(WNO w	c.$Ur`e,   _{HQ	c.$U.   Y h(WsQ:gr`e,    \ _sQ5un	c3 yTsSS$U h) 
 
 l b _ S e c o n d N o t e s _ M o u s e 2 - > C a p t i o n = 5un _
 
 l b _ S e c o n d N o t e s H i n t _ M o u s e 2 - > C a p t i o n = 
 
 l b _ T h i r d N o t e s _ M o u s e 2 - > C a p t i o n = 2 .   N3 0 yQ,   SQ h5u`l6qT͑eňeQ5u`l            v^v
N5u`lv. 
 
 l b _ T h i r d N o t e s H i n t _ M o u s e 2 - > C a p t i o n = 
 
 l b _ F o u r t h N o t e s _ M o u s e 2 - > C a p t i o n = 3 .   
NR\O[bTYckNc6ehVM[,   
zI{!   M[[bT              ꁨRۏeQN Nu. 
 
 l b _ F o u r t h N o t e s H i n t _ M o u s e 2 - > C a p t i o n = 
 
 l b _ P i c N o t e s 1 _ M o u s e 2 - > C a p t i o n = SQ5u`l
 
 l b _ P i c N o t e s 2 _ M o u s e 2 - > C a p t i o n = ňeQ5u`l
 
 l b _ H i n t _ M o u s e 2 - > C a p t i o n = 
 
 
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 / / K e y b o a r d 
 
 l b _ P r o g r a m T i t l e _ K e y b o a r d - > C a p t i o n = .v[xz^
 
 l b _ A c t i v a t e D e v i c e T i t l e _ K e y b o a r d - > C a p t i o n = )Ye|R.vM[z^
 
 l b _ A c t i v a t e D e v i c e H i n t _ K e y b o a r d - > C a p t i o n = N3 0 yQ[bNRek
 
 l b _ F i r s t N o t e s _ K e y b o a r d - > C a p t i o n = 1 .   N.v^Sb _5u`lv
 
 l b _ F i r s t N o t e s H i n t _ K e y b o a r d - > C a p t i o n = 
 
 l b _ S e c o n d N o t e s _ K e y b o a r d - > C a p t i o n = 2 .   SQ5u`l
 
 l b _ S e c o n d N o t e s H i n t _ K e y b o a r d - > C a p t i o n = 
 
 l b _ T h i r d N o t e s _ K e y b o a r d - > C a p t i o n = 3 .   ͑eňeQ5u`l,   v
N5u`lv
 
 l b _ T h i r d N o t e s H i n t _ K e y b o a r d - > C a p t i o n = 
 
 l b _ F o u r t h N o t e s _ K e y b o a r d - > C a p t i o n = 4 .   
NR\O[bT,   .vckNc6ehVM[,   
zI{! M[[bT          ꁨRۏeQN Nu
 
 l b _ F o u r t h N o t e s H i n t _ K e y b o a r d - > C a p t i o n =  0( YM[1Y%{	c0
N Nek0͑eM[) 
 
 l b _ P i c N o t e s 1 _ K e y b o a r d - > C a p t i o n = SQ5u`l
 
 l b _ P i c N o t e s 2 _ K e y b o a r d - > C a p t i o n = ňeQ5u`l
 
 l b _ H i n t _ K e y b o a r d - > C a p t i o n = 
 
 
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 [ M u l t i P a i r S t e p 3 ] 
 
 l b _ H i n t - > C a p t i o n = ( &TR,   USQ  " ԏV" ,   b	b &T v^USQ N Nek ,   ͑e/TRM[Ǐz) 
 
 l b _ Y e s - > C a p t i o n = /f  ( Y ) 
 
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 
 / / M o u s e 
 
 l b _ P r o g r a m T i t l e _ M o u s e - > C a p t i o n =  h[xz^
 
 l b _ C o n f i r m D e v i c e T i t l e _ M o u s e - > C a p t i o n = Yޏc6ehV]hKm0R h
 
 l b _ T i t l e N o t e s _ M o u s e - > C a p t i o n = :NnxOM[hKm0Rv1\/f`Kb-Nv h,   yR hN:Nnx0
 
 l b _ C o n f i r m Y e s N o _ M o u s e - > C a p t i o n = nx hc(WyR  : 
 
 / / K e y b o a r d 
 
 l b _ P r o g r a m T i t l e _ K e y b o a r d - > C a p t i o n = .v[xz^
 
 l b _ C o n f i r m D e v i c e T i t l e _ K e y b o a r d - > C a p t i o n = Yޏc6ehV]hKm0R.v
 
 l b _ T i t l e N o t e s _ K e y b o a r d - > C a p t i o n = :NnxOM[hKm0Rv1\/f`Kb-Nv.v,   	cNw i n d o w s .nx. 
 
 l b _ C o n f i r m Y e s N o _ K e y b o a r d - > C a p t i o n = nx.v  W i n d o w s   ./f&T/T(u  : 
 
 
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 
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 [ M u l t i P a i r S t e p 4 ] 
 
 l b _ S u c c e s s T i t l e - > C a p t i o n = m`y! 
 
 U n K n o w D e v i c e N a m e = *g}T
T
 
 / / M o u s e 
 
 l b _ P r o g r a m T i t l e _ M o u s e - > C a p t i o n =  h[xz^
 
 l b _ N o t e s T i t l e _ M o u s e - > C a p t i o n =  h}T
TUO(u  : 
 
 l b _ D e v i c e N a m e _ M o u s e - > C a p t i o n = ~`v h}T
Tb_eu  : 
 
 l b _ D e v i c e I D _ M o u s e - > C a p t i o n = >f:y hM[x  : 
 
 l b _ S u c c e s s N o t e s _ M o u s e - > C a p t i o n = `v hs(W]SNO(u! 
 
 l b _ N o t e s _ M o u s e - > C a p t i o n = YS)Ye hqQTO(uNOe,   yRvIQhNeS>f:y}T
T,   
\͑)RƋ. 
 
 / / K e y b o a r d 
 
 l b _ P r o g r a m T i t l e _ K e y b o a r d - > C a p t i o n = .v[xz^
 
 l b _ N o t e s T i t l e _ K e y b o a r d - > C a p t i o n = .v}T
TUO(u  : 
 
 l b _ D e v i c e N a m e _ K e y b o a r d - > C a p t i o n = ~`v.v}T
Tb_eu  : 
 
 l b _ D e v i c e I D _ K e y b o a r d - > C a p t i o n = >f:y.vM[x  : 
 
 l b _ S u c c e s s N o t e s _ K e y b o a r d - > C a p t i o n = `v.vs(W]SNO(u! 
 
 l b _ N o t e s _ K e y b o a r d - > C a p t i o n = YS)Ye  G 1 0   .vqQTO(uNOe,   bXTd\O.v,   SN҉O>f:ybXT
TyNS,   :y
\͑S)RƋ.   (   T Ne{hVS NS.vd\O,   {I{Ne\Pbkd\O.v,   eSd\O]v.v  ) 
 
 
 
 [ M u l t i P a i r M a i n . G 9 ] 
 
 l b _ P r o g r a m T i t l e - > C a p t i o n =   ( la: G 6 ^)Ye|R
NO(udkYޏR) 
 
 l b _ T i t l e - > C a p t i o n = )Ye N[N
 
 l b _ F o r M e e t i n g - > C a p t i o n = [ )Ye N[N- ~XmQޏ] 
 
 l b _ F o r M e e t i n g N o t e s - > C a p t i o n = ǏO(u  [ eX. [xz^]   SXRM[O(u3 WY( mQޏ) )Ye. .   \[̑,   RlQ[bvQN0Wev)YeG 3 / G 5 / G 7 / G 9 / G 1 0 |Re~. qQTޏcN NS)YeG 9  N[N~XmQޏc6ehV.   `e{b[̑v. &^lQS,   bblQSv. &^V[,   S)Ye~XmQޏc6ehVV[NS1uyRv{,gU S B cS
N,   (W[(WYv)Ye. zlS(u,   MQ~8^cbc6ehV b"N1Y. 
 
 l b _ F o r L i f e - > C a p t i o n = 
 
 l b _ F o r L i f e N o t e s - > C a p t i o n = )Ye~XmQޏc6ehVN	gUSrSň .U, ]~
N^vG 3 / G 5 / G 7 )Ye|R,   {~gVR_:N N[,   )Ye N[Nz^TN|Q~,   FO h	c.pe\KN:gWv^
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 l b _ C o n t e n t s - > C a p t i o n = O(udk" [x" z^\ \ \ \ 1\SNM[)YeG 3 . G 5 . G 7 . G 9 . G 1 0 |R. . 
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 
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 
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 
 l b _ S e c o n d N o t e s _ M o u s e 1 - > C a p t i o n = 2 .   ~b0RO F F - - O N 5un _sQ. 
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 
 l b _ T h i r d N o t e s _ M o u s e 1 - > C a p t i o n = 3 .   N3 0 yQ, bR5un _sQO F F ,   6qTQbRO N 
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NR\O[bT,    hck(WM[-N,   
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 
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 l b _ F i r s t N o t e s _ M o u s e 2 - > C a p t i o n = 1 .   $U`*gM[v h  : 
 
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 
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 
 l b _ T h i r d N o t e s _ M o u s e 2 - > C a p t i o n = 2 .   N3 0 yQ,   SQ h5u`l6qT͑eňeQ5u`l              v^v
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NR\O[bTYckNc6ehVM[,   
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 
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 
 l b _ P i c N o t e s 2 _ M o u s e 2 - > C a p t i o n = ňeQ5u`l
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 
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 
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N5u`lv
 
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NR\O[bT,   .vckNc6ehVM[,   
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 
 l b _ F o u r t h N o t e s H i n t _ K e y b o a r d - > C a p t i o n =  0( YM[1Y%{	c0
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 
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 l b _ T i t l e N o t e s _ M o u s e - > C a p t i o n = :NnxOM[hKm0Rv1\/f`Kb-Nv h,   yR hN:Nnx0
 
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 l b _ T i t l e _ K e y b o a r d - > C a p t i o n = .v[xz^
 
 l b _ C o n f i r m D e v i c e T i t l e _ K e y b o a r d - > C a p t i o n = c6ehV]hKm0R.v
 
 l b _ T i t l e N o t e s _ K e y b o a r d - > C a p t i o n = :NnxOM[hKm0Rv1\/f`Kb-Nv.v,   	cNw i n d o w s .nx. 
 
 l b _ C o n f i r m Y e s N o _ K e y b o a r d - > C a p t i o n = nx.v  W i n d o w s   ./f&T/T(u  : 
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Ty
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 l b _ N o t e s 2 - > C a p t i o n = Sޘq;`~tyra"xSVv|[nzfga! 
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Ty>f:y[: 
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 l b _ T i t l e - > C a p t i o n . G 9 =  N{1 6 Ֆ[: 
 
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 
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 
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 
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Y؞<P
 
 l b _ C o n t e x t - > C a p t i o n . 2 X =  N.1 6 ՖO(uel:   	cOO2 X .,   O{4YeTyR h,   6qT~g _	c.. YR	NR[ [eS^] SNgbL8 y{[eS^KN8^(uR,   NSꁾupOe^. 
 
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 
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 
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 l b _ T i t l e - > C a p t i o n =  N{1 6 Ֆ[: 
 
 l b _ C o n t e x t - > C a p t i o n =  N{1 6 ՖO(uel:   	cOOdk[.,   O{4YeTyR h,   6qT~g _	c.. YR	NR[ [eS^] SNgbL8 y{[eS^KN8^(uR,   NSꁾupOe^. 
 
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 
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 
 l b _ U n i t s - > C a p t i o n = ( 1 = NO) 
 
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 
 l b _ C o n t e x t - > C a p t i o n . 2 X =  N{1 6 ՖO(uel:   	cOO2 X .,   O{4YeTyR h,   6qT~g _	c.. YR	NR[ [eS^] SNgbL8 y{[eS^KN8^(uR,   NSꁾupOe^. 
 
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 
 l b _ C o n t e x t - > C a p t i o n = S.8 ՖO(uel:   	cOO hS.,   O{4YeTyR h,   6qT~g _	c.. YR	NR[ [eS^] SNgbL4 y{[eS^KN8^(uR,   NSꁾupOe^. 
 
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 
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 
 l b _ U n i t s - > C a p t i o n = ( 1 = NO) 
 
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 
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 
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NS0RYLur^pb,   Oe~ h0R^ߏ gsOr`,   Ǐe~c6eOS:_1_c:yeg9eS`ve~ h/f&T bO(uU S B ^~. 
 
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 
 l b _ S i g n a l 1 - > C a p t i o n = c6eOS]! e~ elck8^yR, O(uU S B ^~. 
 
 l b _ S i g n a l 2 - > C a p t i o n = c6eOS
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 
 l b _ S i g n a l 3 - > C a p t i o n = c6eOS N,! e~ yROh, b9eS hc6ehVMOn. 
 
 l b _ S i g n a l 4 - > C a p t i o n = c6eOS:_!    hyRzEu, ^ߏ gsOI{~. 
 
 l b _ A u t o H o p p i n g - > C a p t i o n = ꁨR󍑘
 
 l b _ C h a n n e l T e x t _ A u t o - > C a p t i o n = 	(ue:g  :   S_USNO(ue,   bDяer^pbne. 
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 l b _ L o c k C h a n n e l - > C a p t i o n = [S
 
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 
 l b _ S e t - > C a p t i o n = ( 9eSSe,   Ջ(ue~(ϑ) 
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 l b _ C h a n n e l T e x t _ F i x - > C a p t i o n = S_Y*Ne~ h( be~. ~) X[(WNT NsXNO(ue,   SN	b[S,   v^RMkS h N*N
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NOVꁨR󍑘Nr^pb,   ۏ0R^ߏvdc'`. 
 
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 
 l b _ I n s p e c t R S S I T i t l e - > C a p t i o n = hKmc6eOS:_^  : 
 
 l b _ I n s p e c t R S S I - > C a p t i o n = yR hbreQ.v,   :_^KNpeW[a\c6eOSa:_,   peW[NON1 2 0 R^\Oo,   ݍya'Y,   bSr^pb bOSS1_,   peW[RX'Y,   9eU hb/f.vNc6ehVKNv[MOnv^[~bQ gNOpeW[vc6ehVFd>eMOnsS:N gsO9eU. 
 
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 
 / / M e s s a g e C o n f i r m 
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N0Rc6ehV! ! 
 
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 
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 
 l b _ A v o i d I n t e r f e r e n c e N o t e s - > C a p t i o n = O(ue~ h8^Ve~OSSr^pb
NzEu,   NRelSR`_0R gsO9eU. 
 
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 
 l b _ I n s p e c t R S S I - > C a p t i o n = yR hbreQ.v,   :_^KNpeW[a\c6eOSa:_,   peW[NON1 2 0 R^\Oo,   ݍya'Y,   bSr^pb bOSS1_,   peW[RX'Y,   9eU hb/f.vNc6ehVKNv[MOnv^[~bQ gNOpeW[vc6ehVFd>eMOnsS:N gsO9eU. 
 
 l b _ S i g n a l I n t e n s i t y - > C a p t i o n = OS:_^
 
 l b _ I m p r o v e S u g g e s t i o n T i t l e - > C a p t i o n = 9eU^  : 
 
 l b _ S u g g e s t i o n 1 - > C a p t i o n = 1 .   V:N{:g,gSOsS/f Nr^pbn,   c6ehV9ecNS1uyMOKNU S B ^~
N,   ܏y{:g,gSO, bvQNr^pbn,   (uNBlݍyOO(ubr^pb:_^'Ye. 
 
 l b _ S u g g e s t i o n 2 - > C a p t i o n = 2 .   c6ehVcN{,g5u,   ]bSOcS,   FON hb.vT NO:NsO,   MQ:gS{,g5u;N:gr^pbq_T. 
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N0Rc6ehV! ! 
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 
 l b _ B a t t e r y T i t l e - > C a p t i o n = iRYO5u`l5uϑ  : 
 
 l b _ M o u s e B a t t e r y T i t l e - > C a p t i o n =  h5u`l5uϑ  : 
 
 l b _ M o u s e B a t t e r y V o l t a g e - > C a p t i o n =  h5u`l5uS
 
 l b _ V o l t a g e - > C a p t i o n = V ( Oyr) 
 
 l b _ K e y b o a r d B a t t e r y T i t l e - > C a p t i o n = .v5u`l5uϑ  : 
 
 l b _ N o t e s 1 - > C a p t i o n = la  :   Y`Ov h	goIQ{R,   (WO(u5u`lO5uNON1 . 1   ON5uϑ:N2 5 % ,   
 
 l b _ N o t e s 2 - > C a p t i o n = RoIQ{R\
NO(u,   VoIQ
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 l b _ N o t e s 3 - > C a p t i o n = {O(ue5u,   ^`fbce5u`l. 
 
 l b _ L o w B a t t e r y E n a b l e - > C a p t i o n = NO5uϑw
 
 l b _ L o w B a t t e r y S e t - > C a p t i o n = NO5uϑf:y[. . 
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 l b _ N o t e s - > C a p t i o n = >f:yT.v[R\ \ \ \ c`OIN(W N.SNQeg0
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 l b _ T i t l e - > C a p t i o n = )Ye N[N
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 l b _ F o r M e e t i n g - > C a p t i o n = [ )Ye N[N- ~XmQޏ] 
 
 l b _ F o r M e e t i n g N o t e s - > C a p t i o n = ǏO(u  [ eX. [xz^]   SXRM[O(u3 WY( mQޏ) )Ye. .   \[̑,   RlQ[bvQN0Wev)YeG 3 / G 5 / G 7 / G 9 / G 1 0 |Re~. qQTޏcN NS)YeG 9  N[N~XmQޏc6ehV.   `e{b[̑v. &^lQS,   bblQSv. &^V[,   S)Ye~XmQޏc6ehVV[NS1uyRv{,gU S B cS
N,   (W[(WYv)Ye. zlS(u,   MQ~8^cbc6ehV b"N1Y. 
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 l b _ F o r L i f e - > C a p t i o n = 
 
 l b _ F o r L i f e N o t e s - > C a p t i o n = )Ye~XmQޏc6ehVN	gUSrSň .U, ]~
N^vG 3 / G 5 / G 7 )Ye|R,   {~gVR_:N N[,   )Ye N[Nz^TN|Q~,   FO h	c.pe\KN:gWv^
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 l b _ T i t l e - > C a p t i o n = Sޘq)Ye|R. M[z^
 
 l b _ C o n t e n t s - > C a p t i o n = O(udk" [x" z^\ \ \ \ 1\SNM[)YeG 3 . G 5 . G 7 . G 9 . G 1 0 |R. . 
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 
 l b _ M o u s e P a i r _ T y p e - > C a p t i o n = 	b5un _sQ{|W( 5un _sQMONYv^) 
 
 l b _ M o u s e P a i r _ T y p e 1 - > C a p t i o n = bR_ _sQ
 
 l b _ M o u s e P a i r _ T y p e 2 - > C a p t i o n = 	c._ _sQ
 
 l b _ K e y b o a r d P a i r - > C a p t i o n = M[.v
 
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 
 / / M o u s e P a i r T y p e 1 
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 
 l b _ A c t i v a t e D e v i c e H i n t _ M o u s e 1 - > C a p t i o n = 
 
 l b _ F i r s t N o t e s _ M o u s e 1 - > C a p t i o n = 1 .   $U`M[v h. 
 
 l b _ F i r s t N o t e s H i n t _ M o u s e 1 - > C a p t i o n =  0( Y hck(WO wN	c.$Ur`e,   _{HQ$U) 
 
 l b _ S e c o n d N o t e s _ M o u s e 1 - > C a p t i o n = 2 .   ~b0RO F F - - O N 5un _sQ. 
 
 l b _ S e c o n d N o t e s H i n t _ M o u s e 1 - > C a p t i o n = 
 
 l b _ T h i r d N o t e s _ M o u s e 1 - > C a p t i o n = 3 .   N3 0 yQ, bR5un _sQO F F ,   6qTQbRO N 
 
 l b _ T h i r d N o t e s H i n t _ M o u s e 1 - > C a p t i o n =  0( Y5un _sQ]NO N MOn,   {HQ_O F F MOnb,   Q͑_O N MOnb) 
 
 l b _ F o u r t h N o t e s _ M o u s e 1 - > C a p t i o n = 4 .   
NR\O[bT,    hck(WM[-N,   
zI{!   M[[bT\ꁨR              ۏeQN Nu. 
 
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N Nek0͑eM[) 
 
 l b _ P i c N o t e s 1 _ M o u s e 1 - > C a p t i o n =  0O F F \ \ \ \ ( 5unsQ) 
 
 l b _ P i c N o t e s 2 _ M o u s e 1 - > C a p t i o n =  0O N \ \ \ \ ( 5un _) 
 
 l b _ H i n t _ M o u s e 1 - > C a p t i o n = ( c:y  :   5un _sQMONYv^) 
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 / / M o u s e P a i r T y p e 2 
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 
 l b _ A c t i v a t e D e v i c e H i n t _ M o u s e 2 - > C a p t i o n = 
 
 l b _ F i r s t N o t e s _ M o u s e 2 - > C a p t i o n = 1 .   $U`*gM[v h  : 
 
 l b _ F i r s t N o t e s H i n t _ M o u s e 2 - > C a p t i o n = ( Y hck(WNO w	c.$Ur`e,   _{HQ	c.$U.   Y h(WsQ:gr`e,    \ _sQ5un	c3 yTsSS$U h) 
 
 l b _ S e c o n d N o t e s _ M o u s e 2 - > C a p t i o n = 5un _
 
 l b _ S e c o n d N o t e s H i n t _ M o u s e 2 - > C a p t i o n = 
 
 l b _ T h i r d N o t e s _ M o u s e 2 - > C a p t i o n = 2 .   N3 0 yQ,   SQ h5u`l6qT͑eňeQ5u`l              v^v
N5u`lv. 
 
 l b _ T h i r d N o t e s H i n t _ M o u s e 2 - > C a p t i o n = 
 
 l b _ F o u r t h N o t e s _ M o u s e 2 - > C a p t i o n = 3 .   
NR\O[bTYckNc6ehVM[,   
zI{!   M[[bT                  ꁨRۏeQN Nu. 
 
 l b _ F o u r t h N o t e s H i n t _ M o u s e 2 - > C a p t i o n = 
 
 l b _ P i c N o t e s 1 _ M o u s e 2 - > C a p t i o n = SQ5u`l
 
 l b _ P i c N o t e s 2 _ M o u s e 2 - > C a p t i o n = ňeQ5u`l
 
 l b _ H i n t _ M o u s e 2 - > C a p t i o n = 
 
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 / / K e y b o a r d 
 
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 
 l b _ A c t i v a t e D e v i c e T i t l e _ K e y b o a r d - > C a p t i o n = .v[xz^
 
 l b _ A c t i v a t e D e v i c e H i n t _ K e y b o a r d - > C a p t i o n = N3 0 yQ[bNRek
 
 l b _ F i r s t N o t e s _ K e y b o a r d - > C a p t i o n = 1 .   N.v^Sb _5u`lv
 
 l b _ F i r s t N o t e s H i n t _ K e y b o a r d - > C a p t i o n = 
 
 l b _ S e c o n d N o t e s _ K e y b o a r d - > C a p t i o n = 2 .   SQ5u`l
 
 l b _ S e c o n d N o t e s H i n t _ K e y b o a r d - > C a p t i o n = 
 
 l b _ T h i r d N o t e s _ K e y b o a r d - > C a p t i o n = 3 .   ͑eňeQ5u`l,   v
N5u`lv
 
 l b _ T h i r d N o t e s H i n t _ K e y b o a r d - > C a p t i o n = 
 
 l b _ F o u r t h N o t e s _ K e y b o a r d - > C a p t i o n = 4 .   
NR\O[bT,   .vckNc6ehVM[,   
zI{! M[[bT            ꁨRۏeQN Nu
 
 l b _ F o u r t h N o t e s H i n t _ K e y b o a r d - > C a p t i o n =  0( YM[1Y%{	c0
N Nek0͑eM[) 
 
 l b _ P i c N o t e s 1 _ K e y b o a r d - > C a p t i o n = ňeQ5u`l
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 l b _ P i c N o t e s 2 _ K e y b o a r d - > C a p t i o n = SQ5u`l
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 l b _ H i n t _ K e y b o a r d - > C a p t i o n = 
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 l b _ H i n t - > C a p t i o n = ( &TR,   USQ  " ԏV" ,   b	b  " &T"   v^USQ  " N Nek" ,   ͑e/TRM[Ǐz) 
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 l b _ Y e s - > C a p t i o n = /f  ( Y ) 
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 l b _ N o - > C a p t i o n = &T  ( N ) 
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 l b _ P r o g r a m T i t l e _ M o u s e - > C a p t i o n = 
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 l b _ T i t l e _ M o u s e - > C a p t i o n =  h[xz^
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 l b _ C o n f i r m D e v i c e T i t l e _ M o u s e - > C a p t i o n = c6ehV]hKm0R h
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 l b _ T i t l e N o t e s _ M o u s e - > C a p t i o n = :NnxOM[hKm0Rv1\/f`Kb-Nv h,   yR hN:Nnx0
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 l b _ C o n f i r m Y e s N o _ M o u s e - > C a p t i o n = nx hc(WyR  : 
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 l b _ P r o g r a m T i t l e _ K e y b o a r d - > C a p t i o n = 
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 l b _ T i t l e _ K e y b o a r d - > C a p t i o n = .v[xz^
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 l b _ C o n f i r m D e v i c e T i t l e _ K e y b o a r d - > C a p t i o n = c6ehV]hKm0R.v
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 l b _ T i t l e N o t e s _ K e y b o a r d - > C a p t i o n = :NnxOM[hKm0Rv1\/f`Kb-Nv.v,   	cNw i n d o w s .nx. 
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 l b _ C o n f i r m Y e s N o _ K e y b o a r d - > C a p t i o n = nx.v  W i n d o w s   ./f&T/T(u  : 
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 l b _ S u c c e s s T i t l e - > C a p t i o n = m`y`! 
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 U n K n o w D e v i c e N a m e = 
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 l b _ P r o g r a m T i t l e _ M o u s e - > C a p t i o n =  h[xz^
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 l b _ T i t l e _ M o u s e - > C a p t i o n =  h[xz^
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 l b _ N o t e s T i t l e _ M o u s e - > C a p t i o n = 
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 l b _ D e v i c e N a m e _ M o u s e - > C a p t i o n = 
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 l b _ D e v i c e I D _ M o u s e - > C a p t i o n = >f:y hM[x  : 
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 l b _ S u c c e s s N o t e s _ M o u s e - > C a p t i o n = `v hs(W]SNO(u! 
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 l b _ N o t e s _ M o u s e - > C a p t i o n = 
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 / / K e y b o a r d 
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 l b _ P r o g r a m T i t l e _ K e y b o a r d - > C a p t i o n = 
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 l b _ T i t l e _ K e y b o a r d - > C a p t i o n = .v[xz^
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 l b _ N o t e s T i t l e _ K e y b o a r d - > C a p t i o n = 
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 l b _ D e v i c e N a m e _ K e y b o a r d - > C a p t i o n = 
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 l b _ D e v i c e I D _ K e y b o a r d - > C a p t i o n = >f:y.vM[x  : 
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 l b _ S u c c e s s N o t e s _ K e y b o a r d - > C a p t i o n = `v.vs(W]SNO(u! 
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 l b _ N o t e s _ K e y b o a r d - > C a p t i o n = 
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 l b _ T i t l e - > C a p t i o n = ^JTub
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 l b _ T i t l e - > C a p t i o n = oNfe
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 l b _ C o n t e n t - > C a p t i o n = oN]	g geHr/f&TgbLfe? 
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 / / U p g r a d e P r o g r e s s 
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 l b _ C o n n e c t i n g - > C a p t i o n = T:g-N. . . 
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 l b _ L o a d i n g - > C a p t i o n = eHroNN}-N. . . 
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 l b _ D o w n l o a d S u c c e s s - > C a p t i o n = N}[b! 
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 l b _ D o w n L o a d F a i l - > C a p t i o n = N}1Y%! 
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 l b _ U p g r a d e F a i l - > C a p t i o n = fe1Y%! 