= = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = C A M = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = 
 
 - - - - - - - - - - - ;NzS
 
 C A M _ M s g _ N o D a t a = l	g`[Qvpenc
 
 C A M _ M s g _ E x p o r t C o m p l e t e = [Q[k
 
 C A M _ M s g _ N o t E d i t = 	-NYage
NSۏLO9e
 
 C A M _ M s g _ C r e a t e T i m e = R^e
 
 C A M _ M s g _ M a t c h R a t e = 9SMs
 
 C A M _ M s g _ C l e a r T e r m = /gnd[k
 
 C A M _ M s g _ C l e a r W o r d = ͋nd[k
 
 C A M _ M s g _ I n p u t Q u e r y = eQgagN
 
 C A M _ M s g _ S e l I m p o r t T y p e = 	b[eQv{|W
 
 C A M _ M s g _ F i l e L o a d E r r o r = eNR}1Y%
 
 
 
 C A M _ M a i n F o r m _ M s g _ I m p o r t C o m p l e t e = [eQpenc[b
 
 
 
 C A M _ M a i n F r m _ L a b e l _ S o u r c e L a n g u a g e I D _ C a p t i o n = Sy: 
 
 C A M _ M a i n F r m _ L a b e l _ T a r g e t L a n g u a g e I D _ C a p t i o n = vhy: 
 
 C A M _ M a i n F r m _ T n t L a b e l 1 _ C a p t i o n = Rh: 
 
 C A M _ M a i n F r m _ L a b e l 7 _ C a p t i o n = ыe: 
 
 C A M _ M a i n F r m _ L a b e l 8 _ C a p t i o n = LN: 
 
 C A M _ M a i n F r m _ M a i n V i e w _ C o l u m n 6 _ C a p t i o n = N^\
 
 C A M _ M a i n F r m _ T n t T o o l B u t t o n 2 _ C a p t i o n = XR
 
 C A M _ M a i n F r m _ T n t T o o l B u t t o n 3 _ C a p t i o n = O9e
 
 C A M _ M a i n F r m _ T n t T o o l B u t t o n 4 _ C a p t i o n =  Rd
 
 C A M _ M a i n F r m _ T n t T o o l B u t t o n 6 _ C a p t i o n = 
 
 C A M _ M a i n F r m _ T n t T o o l B u t t o n 7 _ C a p t i o n = 
 
 C A M _ M a i n F r m _ T n t T o o l B u t t o n 8 _ C a p t i o n = 
 
 C A M _ M a i n F r m _ T n t T o o l B u t t o n 9 _ C a p t i o n = 
 
 C A M _ M a i n F r m _ T n t T o o l B u t t o n 1 0 _ C a p t i o n = 
 
 C A M _ M a i n F r m _ T n t L a b e l 2 _ C a p t i o n = g~b: 
 
 C A M _ M a i n F r m _ T n t T o o l B u t t o n 1 2 _ C a p t i o n = /gg~b
 
 C A M _ M a i n F r m _ T n t T o o l B u t t o n 1 3 _ C a p t i o n = 9SMSg~b
 
 C A M _ M a i n F r m _ T n t T o o l B u t t o n 1 5 _ C a p t i o n = Smg~b
 
 
 
 C A M _ M a i n F r m _ T n t L a b e l 3 _ C a p t i o n = y
 
 C A M _ M a i n F r m _ T n t L a b e l 4 _ C a p t i o n = LN
 
 C A M _ M a i n F r m _ T n t L a b e l 5 _ C a p t i o n = Se
 
 C A M _ M a i n F r m _ T n t L a b e l 6 _ C a p t i o n = ыe
 
 
 
 C A M _ M a i n F r m _ N 1 _ C a p t i o n = |~
 
 C A M _ M a i n F r m _ N 6 _ C a p t i o n = [*
 
 C A M _ M a i n F r m _ N 7 _ C a p t i o n = 	y
 
 C A M _ M a i n F r m _ N 9 _ C a p t i o n =  Q|~
 
 C A M _ M a i n F r m _ N 2 _ C a p t i o n = 
 
 C A M _ M a i n F r m _ N 1 0 _ C a p t i o n = XR
 
 C A M _ M a i n F r m _ N 1 1 _ C a p t i o n = O9e
 
 C A M _ M a i n F r m _ N 1 2 _ C a p t i o n =  Rd
 
 C A M _ M a i n F r m _ N 3 _ C a p t i o n = ]wQ
 
 C A M _ M a i n F r m _ N 1 3 _ C a p t i o n = [eQ
 
 C A M _ M a i n F r m _ N 1 7 _ C a p t i o n = [Q
 
 C A M _ M a i n F r m _ N 1 9 _ C a p t i o n = ㉳Q/g틲Qz
 
 C A M _ M a i n F r m _ N 2 0 _ C a p t i o n = .^R
 
 C A M _ M a i n F r m _ N 2 1 _ C a p t i o n = .^R
 
 C A M _ M a i n F r m _ C a p t i o n = 틙e{t]wQ
 
 C A M _ M a i n F r m _ C l e a r T e r m _ C a p t i o n = nd/g
 
 C A M _ M a i n F r m _ C l e a r W o r d _ C a p t i o n = nd͋
 
 C A M _ M a i n F r m _ C l e a r S e n t e n c e _ C a p t i o n = nd틙e
 
 
 
 C A M _ F o r m T e r m S e a r c h _ 1 _ T n t B i t B t n 1 _ C a p t i o n = nx[[ & O ] 
 
 C A M _ F o r m T e r m S e a r c h _ 1 _ T n t B i t B t n 2 _ C a p t i o n = Sm[ & C ] 
 
 C A M _ F o r m T e r m S e a r c h _ 1 _ T n t L a b e l 1 _ C a p t i o n = _	LN
 
 C A M _ F o r m T e r m S e a r c h _ 1 _ T n t L a b e l 2 _ C a p t i o n = 	[LN
 
 C A M _ F o r m T e r m S e a r c h _ 1 _ T n t L a b e l 3 _ C a p t i o n = /g
 
 C A M _ F o r m T e r m S e a r c h _ 1 _ C a p t i o n = /gg~b
 
 
 
 
 
 - - - - - - - - - - - - - - - - - - - - fe
N(uvfYu
 
 C A M _ M a i n F r m _ L a b e l _ A p p l y S i g n _ C a p t i o n = ^(uh: 
 
 C A M _ M a i n F r m _ L a b e l _ S e t D o u b t S i g n _ C a p t i o n = (uh: 
 
 C A M _ M a i n F r m _ L a b e l _ K e y w o r d s _ C a p t i o n = sQ.W[: 
 
 C A M _ M a i n F r m _ L a b e l _ N o t e _ C a p t i o n = Yl: 
 
 C A M _ M a i n F r m _ L a b e l _ M a t c h i n g I D _ C a p t i o n = 9SMI D : 
 
 C A M _ M a i n F r m _ L a b e l _ M a t c h i n g P e r c e n t _ C a p t i o n = 9SMs: 
 
 C A M _ M a i n F r m _ L a b e l _ B e U s e d T i m e s _ C a p t i o n = O(u!kpe: 
 
 C A M _ M a i n F r m _ L a b e l _ L a s t L e v e l _ C a p t i o n =  g~~+R: 
 
 C A M _ M a i n F r m _ L a b e l _ B e U s e d S c e n e L a b e l _ C a p t i o n = ^(u:Wofh~{: 
 
 C A M _ M a i n F r m _ L a b e l 1 2 _ C a p t i o n = 'Y{|: 
 
 C A M _ M a i n F r m _ L a b e l 1 3 _ C a p t i o n = \{|: 
 
 C A M _ M a i n F r m _ L a b e l _ P L I D _ C a p t i o n = P L I D : 
 
 C A M _ M a i n F r m _ L a b e l _ D o c I d _ C a p t i o n = echI D : 
 
 C A M _ M a i n F r m _ L a b e l _ P S I D _ C a p t i o n = P S I D : 
 
 C A M _ M a i n F r m _ L a b e l _ R e a d S i g n _ C a p t i o n = h: 
 
 C A M _ M a i n F r m _ L a b e l _ R e p l y S i g n _ C a p t i o n = V
Yh: 
 
 C A M _ M a i n F r m _ L a b e l 6 _ C a p t i o n = [8h: 
 
 C A M _ M a i n F r m _ L a b e l 1 0 _ C a p t i o n = 
gRhVNx: 
 
 C A M _ M a i n F r m _ L a b e l 1 1 _ C a p t i o n = yvNx: 
 
 C A M _ M a i n F r m _ L a b e l 5 _ C a p t i o n = \O: 
 
 C A M _ M a i n F r m _ L a b e l 9 _ C a p t i o n = ͋'`: 
 
 C A M _ M a i n F r m _ N 4 _ C a p t i o n = Sb _틙e^
 
 
 
 - - - - - - - - - - - - - - - - - - - - 	y
 
 C A M _ W o r d O p t i o n F r m _ T n t T a b S h e e t 1 _ C a p t i o n = W,g	y
 
 C A M _ W o r d O p t i o n F r m _ T n t G r o u p B o x 1 _ C a p t i o n = W,g	y
 
 C A M _ W o r d O p t i o n F r m _ T n t L a b e l 2 _ C a p t i o n = ku>f:yU_pe: 
 
 C A M _ W o r d O p t i o n F r m _ T n t L a b e l 1 _ C a p t i o n = !j|g~b9SMs: 
 
 C A M _ W o r d O p t i o n F r m _ T n t B u t t o n 1 _ C a p t i o n = ؞
 
 C A M _ W o r d O p t i o n F r m _ B t n O k _ C a p t i o n = nx[
 
 C A M _ W o r d O p t i o n F r m _ B t n C a n c e l _ C a p t i o n = Sm
 
 C A M _ W o r d O p t i o n F r m _ T n t T a b S h e e t 2 _ C a p t i o n = >f:yR
 
 C A M _ W o r d O p t i o n F r m _ T n t T a b S h e e t 3 _ C a p t i o n = 9hp
 
 C A M _ W o r d O p t i o n F r m _ C a p t i o n = 	y
 
 
 
 - - - - - - - - - - - - - - - - - - - eXU_
 
 C A M _ I n s e r t F r m _ B i t B t n 1 _ C a p t i o n = nx[[ & O ] 
 
 C A M _ I n s e r t F r m _ B i t B t n 2 _ C a p t i o n = Sm[ & C ] 
 
 C A M _ I n s e r t F r m _ T n t G r o u p B o x 1 _ C a p t i o n = ͋ag: 
 
 C A M _ I n s e r t F r m _ L a b e l _ S o u r c e L a n g u a g e I D _ C a p t i o n = Sy: 
 
 C A M _ I n s e r t F r m _ L a b e l _ T a r g e t L a n g u a g e I D _ C a p t i o n = vhy: 
 
 C A M _ I n s e r t F r m _ L a b e l 1 _ C a p t i o n = Se: 
 
 C A M _ I n s e r t F r m _ L a b e l 4 _ C a p t i o n = ыe: 
 
 C A M _ I n s e r t F r m _ L a b e l 5 _ C a p t i o n = LN: 
 
 C A M _ I n s e r t F r m _ C a p t i o n = eX
 
 
 
 - - - - - - - - - - - - - - - - - - - - fe
N(uvfYu
 
 C A M _ I n s e r t F r m _ L a b e l 2 _ C a p t i o n = \O[ & A ] : 
 
 C A M _ I n s e r t F r m _ L a b e l 3 _ C a p t i o n = [8h[ & V ] : 
 
 C A M _ I n s e r t F r m _ L a b e l 6 _ C a p t i o n = ͋'`[ & T ] : 
 
 C A M _ I n s e r t F r m _ L a b e l 7 _ C a p t i o n = 
gRhVNx[ & S ] : 
 
 C A M _ I n s e r t F r m _ L a b e l 8 _ C a p t i o n = yvNx[ & I ] : 
 
 C A M _ I n s e r t F r m _ L a b e l 9 _ C a p t i o n = 'Y{|: 
 
 C A M _ I n s e r t F r m _ L a b e l 1 0 _ C a p t i o n = \{|: 
 
 C A M _ I n s e r t F r m _ L a b e l _ P L I D _ C a p t i o n = P L I D : 
 
 C A M _ I n s e r t F r m _ L a b e l _ D o c I d _ C a p t i o n = echI D : 
 
 C A M _ I n s e r t F r m _ L a b e l _ P S I D _ C a p t i o n = P S I D : 
 
 C A M _ I n s e r t F r m _ L a b e l _ R e a d S i g n _ C a p t i o n = h: 
 
 C A M _ I n s e r t F r m _ L a b e l _ R e p l y S i g n _ C a p t i o n = V
Yh: 
 
 C A M _ I n s e r t F r m _ L a b e l _ A p p l y S i g n _ C a p t i o n = ^(uh
 
 C A M _ I n s e r t F r m _ L a b e l _ D o u b t S i g n _ C a p t i o n = (uh
 
 C A M _ I n s e r t F r m _ L a b e l _ K e y w o r d s _ C a p t i o n = sQ.W[: 
 
 C A M _ I n s e r t F r m _ L a b e l _ N o t e _ C a p t i o n = Yl: 
 
 C A M _ I n s e r t F r m _ L a b e l _ M a t c h i n g I D _ C a p t i o n = 9SMI D : 
 
 C A M _ I n s e r t F r m _ L a b e l _ M a t c h i n g P e r c e n t _ C a p t i o n = 9SMs: 
 
 C A M _ I n s e r t F r m _ L a b e l _ B e U s e d T i m e s _ C a p t i o n = O(u!kpe: 
 
 C A M _ I n s e r t F r m _ L a b e l _ L a s t L e v e l _ C a p t i o n =  g~~+R: 
 
 C A M _ I n s e r t F r m _ L a b e l _ B e U s e d S c e n e L a b e l _ C a p t i o n = ^(u:Wofh~{: 
 
 C A M _ I n s e r t F r m _ T n t G r o u p B o x 1 _ C a p t i o n = ͋ag
 
 
 
 
 
 - - - - - - - - - - - - - - - - - - - - - - - - - [eQ
 
 C A M _ F r m I m p o r t _ l b l C a p t i o n _ C a p t i o n = 	beN
 
 C A M _ F r m I m p o r t _ l b l S u b C a p t i o n _ C a p t i o n = 	b[eQveN0vMR/ecveN<h_	gE x c e l eN( . x l s ) T<h_e,geN( * . t x t ) T( * . t m x ) 
 
 C A M _ F r m I m p o r t _ B t n P r e _ C a p t i o n = 
N Nek
 
 C A M _ F r m I m p o r t _ B t n N e x t _ C a p t i o n = N Nek
 
 C A M _ F r m I m p o r t _ B t n C l o s e _ C a p t i o n = Sm
 
 C A M _ F r m I m p o r t _ T n t T a b S h e e t 1 _ C a p t i o n = 1 
 
 C A M _ F r m I m p o r t _ T n t L a b e l 3 _ C a p t i o n = [eQeN: 
 
 C A M _ F r m I m p o r t _ T n t L a b e l 4 _ C a p t i o n = [eQwYL: 
 
 C A M _ F r m I m p o r t _ T n t L a b e l 5 _ C a p t i o n = eNQ[ȉ: 
 
 C A M _ F r m I m p o r t _ B t n F i l e _ C a p t i o n = 	beN
 
 C A M _ F r m I m p o r t _ T r e e V i e w _ C o l u m n 0 _ C a p t i o n = L
 
 C A M _ F r m I m p o r t _ T r e e V i e w _ C o l u m n 1 _ C a p t i o n = Q[
 
 C A M _ F r m I m p o r t _ T n t B i t B t n 1 _ C a p t i o n = ech<h_o:y
 
 C A M _ F r m I m p o r t _ T n t T a b S h e e t 3 _ C a p t i o n = 2 
 
 C A M _ F r m I m p o r t _ T n t L a b e l 6 _ C a p t i o n = pencȉ: 
 
 C A M _ F r m I m p o r t _ T n t G r o u p B o x 1 _ C a p t i o n = R&{S
 
 C A M _ F r m I m p o r t _ D a t a T r e e _ C o l u m n 0 _ C a p t i o n = L
 
 C A M _ F r m I m p o r t _ D a t a T r e e _ C o l u m n 1 _ C a p t i o n = Q[
 
 C A M _ F r m I m p o r t _ T n t T a b S h e e t 4 _ C a p t i o n = 3 
 
 C A M _ F r m I m p o r t _ T n t L a b e l 7 _ C a p t i o n = [eQ0R: 
 
 C A M _ F r m I m p o r t _ T n t G r o u p B o x 2 _ C a p t i o n = /gN^\
 
 C A M _ F r m I m p o r t _ T n t L a b e l 8 _ C a p t i o n = N^\: 
 
 C A M _ F r m I m p o r t _ T n t G r o u p B o x 3 _ C a p t i o n = yeT
 
 C A M _ F r m I m p o r t _ C a p t i o n = [eQ
 
 
 
 C A M _ F r m I m p o r t _ l b h y _ C a p t i o n = LN: 
 
 C A M _ F r m I m p o r t _ T n t L a b e l 1 _ C a p t i o n = Sy: 
 
 C A M _ F r m I m p o r t _ T n t L a b e l 2 _ C a p t i o n = vhy: 
 
 C A M _ F r m I m p o r t _ T n t L a b e l 4 _ C a p t i o n = eQR&{S
 
 
 
 
 
 - - - - - - - - - - - - - - - - - - - - - - - - - - - - - [Q
 
 C A M _ F r m E x p o r t _ t n t l a b e l 8 _ C a p t i o n = la|~/g0틙eel[Q	
 
 C A M _ F r m E x p o r t _ T n t L a b e l 1 _ C a p t i o n = [QQ[
 
 C A M _ F r m E x p o r t _ T n t L a b e l 2 _ C a p t i o n = LN
 
 C A M _ F r m E x p o r t _ G r o u p B o x 2 _ C a p t i o n = 	by
 
 C A M _ F r m E x p o r t _ L a b e l _ S o u r c e L a n g u a g e I D _ C a p t i o n = ny
 
 C A M _ F r m E x p o r t _ L a b e l _ T a r g e t L a n g u a g e I D _ C a p t i o n = vhy
 
 
 
 C A M _ F r m E x p o r t _ T n t L a b e l 6 _ C a p t i o n = 0R
 
 
 
 C A M _ F r m E x p o r t _ l b l C a p t i o n _ C a p t i o n = 	beN
 
 C A M _ F r m E x p o r t _ l b l S u b C a p t i o n _ C a p t i o n = c[[QveN{|WTeN
T. SN	b]	gveN, _NSNvceQeN
T. 
 
 C A M _ F r m E x p o r t _ B t n P r e _ C a p t i o n = 
N Nek
 
 C A M _ F r m E x p o r t _ B t n N e x t _ C a p t i o n = N Nek
 
 C A M _ F r m E x p o r t _ B t n C l o s e _ C a p t i o n = Sm
 
 C A M _ F r m E x p o r t _ T n t T a b S h e e t 1 _ C a p t i o n = 1 
 
 C A M _ F r m E x p o r t _ T n t L a b e l 3 _ C a p t i o n = [QeN: 
 
 C A M _ F r m E x p o r t _ B t n F i l e _ C a p t i o n = 	beN
 
 C A M _ F r m E x p o r t _ T n t T a b S h e e t 3 _ C a p t i o n = 2 
 
 C A M _ F r m E x p o r t _ T n t G r o u p B o x 1 _ C a p t i o n = R&{: 
 
 C A M _ F r m E x p o r t _ T n t T a b S h e e t 4 _ C a p t i o n = 3 
 
 C A M _ F r m E x p o r t _ T n t G r o u p B o x 2 _ C a p t i o n = [Qagpe: 
 
 C A M _ F r m E x p o r t _ T n t L a b e l 9 _ C a p t i o n = 0R
 
 C A M _ F r m E x p o r t _ T n t L a b e l 1 0 _ C a p t i o n = ag
 
 C A M _ F r m E x p o r t _ T n t G r o u p B o x 3 _ C a p t i o n = 	b[QLN
 
 C A M _ F r m E x p o r t _ l b l H Y _ C a p t i o n = LN
 
 C A M _ F r m E x p o r t _ C a p t i o n = [Q
 
 
 
 C A M _ F r m I m p o r t _ C h e c k D _ C a p t i o n = S
 
 C A M _ F r m I m p o r t _ C h e c k F _ C a p t i o n = RS
 
 C A M _ F r m I m p o r t _ C h e c k K _ C a p t i o n = zz<h
 
 C A M _ F r m I m p o r t _ C h e c k T _ C a p t i o n = I{NS
 
 C A M _ F r m I m p o r t _ C h e c k O _ C a p t i o n = vQN
 
 
 
 C A M _ F r m E x p o r t _ S 1 _ C a p t i o n = S[ & M ] 
 
 C A M _ F r m E x p o r t _ S 2 _ C a p t i o n = RS[ & S ] 
 
 C A M _ F r m E x p o r t _ S 3 _ C a p t i o n = zz<h[ & P ] 
 
 C A M _ F r m E x p o r t _ S 4 _ C a p t i o n = I{NS[ & T ] 
 
 C A M _ F r m E x p o r t _ S 5 _ C a p t i o n = vQN[ & O ] 
 
 
 
 C A M _ F r m E x p o r t _ M a x A l l _ C a p t i o n = hQ
 
 C A M _ F r m E x p o r t _ M a x P a g e _ C a p t i o n = S_MRu
 
 C A M _ F r m E x p o r t _ M a x C o u n t _ C a p t i o n = N
 
 C A M _ F r m E x p o r t _ G r o u p F i l e T y p e _ C a p t i o n = eN{|W
 
 C A M _ F r m E x p o r t _ G r o u p B o x 1 _ C a p t i o n = [QV
 
 
 
 - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - S e a r c h 
 
 C A M _ L i k e F r m _ T n t G r o u p B o x 1 _ C a p t i o n = 9SMSg~b
 
 C A M _ L i k e F r m _ T n t L a b e l 1 _ C a p t i o n = g~bQ[: 
 
 C A M _ L i k e F r m _ T n t L a b e l 2 _ C a p t i o n =  gNO9SMs: 
 
 C A M _ L i k e F r m _ T n t L a b e l 3 _ C a p t i o n =  gYԏVU_pe: 
 
 C A M _ L i k e F r m _ T n t L a b e l 4 _ C a p t i o n = P r o j e c t I D ( 0 h:yhQ) : 
 
 C A M _ L i k e F r m _ T n t L a b e l 5 _ C a p t i o n = D o c I D ( zz}vh:yhQ) : 
 
 C A M _ L i k e F r m _ B t n O k _ C a p t i o n = nx[[ & O ] 
 
 C A M _ L i k e F r m _ B t n C a n c e l _ C a p t i o n = Sm[ & C ] 
 
 C A M _ L i k e F r m _ C a p t i o n = 9SMSg~b
 
 C A M _ L i k e F r m _ L a b e l _ S o u r c e L a n g u a g e I D _ C a p t i o n = SSy
 
 
 
 - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - c:yOo`I{
 
 C A M _ M a i n F o r m _ M s g _ V T N a m e _ v t D i c t = /g틌T͋
 
 C A M _ M a i n F o r m _ M s g _ V T N a m e _ v t S e n t e n c e = 틙e
 
 C A M _ M a i n F o r m _ M s g _ V T S u b _ v t D i c t = /g, ͋
 
 C A M _ M a i n F o r m _ M s g _ V T S u b _ v t S e n t = SP[
 
 C A M _ M a i n F o r m _ M s g _ S t a t u s B a r _ T e x t = U_pe: % d     u!k: % d / % d 
 
 C A M _ M a i n F o r m _ M s g _ R e T C A T = laeXT ͑e/TRT C l o u d Mb^(u
 
 C A M _ M a i n F o r m _ M s g _ Q u e _ D e l R e c o r d = /f&T Rd勰U_
 
 C A M _ M a i n F o r m _ M s g _ I m p o r t i n g = ck(W[eQ. . .   [ % d   /   % d ] 
 
 C A M _ M a i n F o r m _ M s g _ T e r m = /g
 
 C A M _ M a i n F o r m _ M s g _ S e n t e n c e = 틙e
 
 C A M _ M a i n F o r m _ M s g _ A l l = hQ
 
 
 
 C A M _ M a i n F o r m _ M s g _ W o r d = ͋
 
 C A M _ M a i n F o r m _ M s g _ D B T o o l s = Rh
 
 C A M _ M a i n F o r m _ M s g _ C l e a r S e n t e n c e = `nxnd" 틙e" T  la,g!kd\O\
NSb`
Y0
 
 C A M _ M a i n F o r m _ M s g _ C l e a r W o r d = `nxnd" ͋" T  la,g!kd\O\
NSb`
Y0
 
 C A M _ M a i n F o r m _ M s g _ C l e a r T e r m = `nxnd" /g" T  la,g!kd\O\
NSb`
Y0
 
 C A M _ M a i n F o r m _ M s g _ C l e a r T e r m A n d W o r d = `nxnd" /g틌T͋" T  la,g!kd\O\
NSb`
Y0
 
 C A M _ M a i n F o r m _ M s g _ W a r n i n g = fJT
 
 C A M _ M a i n F o r m _ M s g _ H i n t = c:y
 
 C A M _ M a i n F o r m _ M s g _ B e g i n I m p o r t =  _Y[eQ. . . 
 
 C A M _ M a i n F o r m _ M s g _ I m p o r t i n g F o r m a t = ck(W[eQ  ( ][eQ% d   ag/   ;`qQ% d   ag) 
 
 C A M _ M a i n F o r m _ M s g _ E n d I m p o r t = [eQ[k
 
 C A M _ M a i n F o r m _ M s g _ B e g i n E x p o r t =  _Y[Q. . . 
 
 C A M _ M a i n F o r m _ M s g _ E x p o r t i n g F o r m a t = ck(W[Q  ( ][Q% d   ag/   ;`qQ% d   ag) 
 
 C A M _ M a i n F o r m _ M s g _ E n d E x p o r t = [Q[k
 
 
 
 C A M _ M a i n F o r m _ M s g _ E x i t S y s t e m =  Q|~
 
 C A M _ M a i n F o r m _ M s g _ N o T e r m C l a s h = e/g틲Qz Yt
 
 C A M _ M a i n F o r m _ M s g _ I m p o r t E r r o r = ]bR[eQFO	gRpenc<h_/f&Tgw`
 
 C A M _ M a i n F o r m _ M s g _ C l e a r T e r m F i n i s h = /gnd[k
 
 C A M _ M a i n F o r m _ M s g _ C l e a r D i c t F i n i s h = ͋nd[k
 
 C A M _ M a i n F o r m _ M s g _ C l e a r S e n t e n c e F i n i s h = 틙end[k
 
 C A M _ M a i n F o r m _ M s g _ T o n g y o n g = (u
 
 
 
 C A M _ I m p o r t F o r m _ M s g _ D e l i m i t e r = R&{
 
 C A M _ I m p o r t F o r m _ M s g _ D i f C o u n t = SeNыe;`pe
N NS:yOechۏLOck
 
 C A M _ I m p o r t F o r m _ M s g _ I n p u t D e l i m i t e r = eQR&{
 
 C A M _ I m p o r t F o r m _ M s g _ T e x t = Q[
 
 
 
 C A M _ I n s e r t F r m _ M s g _ A p p e n d T e r m = mR/g
 
 C A M _ I n s e r t F r m _ M s g _ A p p e n d W o r d = mR͋
 
 C A M _ I n s e r t F r m _ M s g _ T e r m R e p e a t = /g͑
Y
 
 C A M _ I n s e r t F r m _ M s g _ W o r d R e p e a t = ͋͑
Y
 
 C A M _ I n s e r t F r m _ M s g _ U p d a t e T e r m = O9e/g
 
 C A M _ I n s e r t F r m _ M s g _ U p d a t e W o r d = O9e͋
 
 
 
 C A M _ I n s e r t F r m _ M s g _ A p p e n d T e r m O r W o r d = mR/gb͋
 
 C A M _ I n s e r t F r m _ M s g _ U p d a t e T e r m O r W o r d = O9e/gb͋
 
 C A M _ I n s e r t F r m _ M s g _ A p p e n d S e n t e n c e = mR틙e
 
 C A M _ I n s e r t F r m _ M s g _ U p d a t e S e n t e n c e = O9e틙e
 
 
 
 
 
 C A M _ W o r d O p t i o n F r m _ M s g _ P l e a s e _ c h e c k = pencl	gkXQ[tehg
 
 C A M _ W o r d O p t i o n F r m _ M s g _ G r i d _ C o l 0 = W[k
 
 C A M _ W o r d O p t i o n F r m _ M s g _ G r i d _ C o l 1 = h
 
 C A M _ W o r d O p t i o n F r m _ M s g _ G r i d _ C o l 2 = [^
 
 C A M _ W o r d O p t i o n F r m _ M s g _ G r i d _ C o l 3 = >f:y
 
 
 
 C A M _ T I m p o r t F o r m _ M s g _ I s O p e n = eN  % s   *Y'Y, /f&T~~Sb _? 
 
 C A M _ T I m p o r t F o r m _ M s g _ S e l e c t _ F i l e = 	b[eQveN! 
 
 C A M _ T I m p o r t F o r m _ M s g _ A t r e e _ R o w 0 = R
 
 C A M _ T I m p o r t F o r m _ M s g _ A t r e e _ R o w 1 = /f&T[eQ
 
 C A M _ T I m p o r t F o r m _ M s g _ A t r e e _ R o w 2 = ,{ NLv<P
 
 C A M _ T I m p o r t F o r m _ M s g _ A t r e e _ R o w 3 = [eQTv[^W[k
 
 C A M _ T I m p o r t F o r m _ M s g _ C a n c e l _ I m p o r t = ~bkeN[eQ? 
 
 C A M _ T I m p o r t F o r m _ M s g _ N o _ H a n g Y e = LNOo`lkX
 
 C A M _ T I m p o r t F o r m _ M s g _ N o _ U s e r I D = N^\Oo`lkX
 
 C A M _ T I m p o r t F o r m _ M s g _ E r r _ L a n a g e =  eT	b
Ncknx
 
 C A M _ T I m p o r t F o r m _ M s g _ R e S e l e c t _ F i l e = 	b[eQeN
 
 C A M _ T I m p o r t F o r m _ M s g _ C h e c k F i l e _ f o r m a t = [eQvR
N^:NzzhgeN<h_/f&Tcknx
 
 C A M _ T I m p o r t F o r m _ M s g _ C h e c k _ C o l = 	bv[eQW[k
N^͑
Y
 
 C A M _ T I m p o r t F o r m _ M s g _ C h e c k _ T y p e = 	b[eQ{|+R
 
 C A M _ T I m p o r t F o r m _ M s g _ T e r m = /g
 
 
 
 C A M _ E x p o r t F o r m _ M s g _ S e l e c t _ F i l e = c[[QeN
T
 
 C A M _ E x p o r t F o r m _ M s g _ E r r F i l e E x t = c[veNibU\
TNeN{|W
N&{
 
 
 
 C A M _ D o S e n C l s _ M s g _ t m x E r r T e x t = t m x !jgeN:   % s , 
NX[(W
 
 C A M _ D o S e n C l s _ M s g _ t m x E r r C a p t i o n = c:y
 
 
 
 C A M _ u D a t a M _ M s g _ b h = S
 
 C A M _ u D a t a M _ M s g _ H a n g y e = LN
 
 C A M _ u D a t a M _ M s g _ T y p e = {|W
 
 C A M _ u D a t a M _ M s g _ S r c L a n I d = Sy
 
 C A M _ u D a t a M _ M s g _ T a r L a n I d = vhy
 
 C A M _ u D a t a M _ M s g _ S o u r c e = Se
 
 C A M _ u D a t a M _ M s g _ T a r g e t = ыe
 
 C A M _ u D a t a M _ M s g _ U s e r I D = mRN
 
 
 
 C A M _ I m p o r t F o r m _ M s g _ C a p _ S e l e c t F i l e = 	beN
 
 C A M _ I m p o r t F o r m _ M s g _ S u b C a p _ S e l e c t F i l e = 	b[eQveN0vMR/ecveN<h_	gE x c e l eN( . x l s ) T<h_e,geN( * . t x t ) T( * . t m x ) 
 
 C A M _ I m p o r t F o r m _ M s g _ C a p _ d e l i m i t e r = [eQe_
 
 C A M _ I m p o r t F o r m _ M s g _ S u b C a p _ d e l i m i t e r = nRRpenc@bO(uv[eQe_
 
 C A M _ I m p o r t F o r m _ M s g _ C a p _ S e l e c t C o l = [eQR	b
 
 C A M _ I m p o r t F o r m _ M s g _ S u b C a p _ S e l e c t C o l = 	b[eQvR
 
 C A M _ I m p o r t F o r m _ M s g _ F a i l E x c e l = E x c e l R^1Y%
 
 
 
 C A M _ E x p o r t F o r m _ M s g _ C a n c e l _ E x p o r t = nx~bk[QǏzT
 
 C A M _ E x p o r t F o r m _ M s g _ F i n i s h = [b
 
 C A M _ E x p o r t F o r m _ M s g _ N e x t = N Nek
 
 C A M _ E x p o r t F o r m _ M s g _ C a p _ S e l e c t F i l e = 	beN
 
 C A M _ E x p o r t F o r m _ M s g _ S u b C a p _ S e l e c t F i l e = c[[QveN{|WTeN
T. SN	b]	gveN, _NSNvceQeN
T. 
 
 C A M _ E x p o r t F o r m _ M s g _ C a p _ d e l i m i t e r = R&{S
 
 C A M _ E x p o r t F o r m _ M s g _ S u b C a p _ d e l i m i t e r = c[<h_e,geNvR&{
 
 C A M _ E x p o r t F o r m _ M s g _ C a p _ E x p o r t D a t a = [Qpenc
 
 C A M _ E x p o r t F o r m _ M s g _ S u b C a p _ E x p o r t D a t a = n[QvU_TR
 
 
 
 C A M _ M a i n F o r m _ M s g _ E x p o r t i n g = ck(W[Q. . .   [ % d   /   % d ] 
 
 C A M _ M a i n F o r m _ M s g _ A d d _ F e n c i = ck(WmRR͋
zP
 
 
 
 C A M _ M a i n F o r m _ S e a r c h _ m o h u = !j|g~b
 
 C A M _ M a i n F o r m _ S e a r c h _ M a t c h _ S e n t = 9SMSg~b
 
 
 
 C A M _ I n s e r t F r m _ M s g _ c h e c k _ L a n u a g e = S0ыey
NvT
 
 C A M _ I n s e r t F r m _ M s g _ c h e c k _ H a n g Y e = LN
N:Nzz
 
 C A M _ I n s e r t F r m _ M s g _ c h e c k _ S o u r c e = Se
N:Nzz
 
 C A M _ I n s e r t F r m _ M s g _ c h e c k _ T a r g e t = ыe
N:Nzz
 
 
 
 C A M _ M a i n F o r m _ M e n u _ C h a n g e U s e r = f9e(u7b
T
 
 C A M _ M a i n F o r m _ A c t D i c t I m p o r t _ C a p t i o n = [eQ
 
 C A M _ M a i n F o r m _ A c t D i c t E x p o r t _ C a p t i o n = [Q
 
 
 
 = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = ꁨRGS~= = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = 
 
 U p g r a d e _ T n t L a b e l 1 = T C l o u d z^ck(WGS~
 
 U p g r a d e _ l b U p d a t e M s g = ]N}
 
 U p g r a d e _ l b S e t u p M s g =  _YN}
 
 U p g r a d e _ M y G r i d _ C o l 1 = eN
Ty
 
 U p g r a d e _ M y G r i d _ C o l 2 = S_MRr`
 
 U p g r a d e _ M s g _ W a n t S e t u p = GS~eN]~QY1\~ _Y[ňT
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 U p g r a d e _ M s g _ I n f o = c:y
 
 U p g r a d e _ M s g _ W a r n i n g = fJT
 
 U p g r a d e _ M s g _ E r r o r = 
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 U p g r a d e _ M s g _ C l o s e W o r d = (W[ňMRnx`]~sQ핆NW o r d z^b틙e{t]wQ
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 U p g r a d e _ M s g _ D o w n l o a d E r r o r = N}GS~Oo`eN1Y%
 
 U p g r a d e _ M s g _ C l o s e W o r d 2 = HQ Q  w o r d   b틙e{t]wQ
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 U p g r a d e _ M s g _ R e S e t u p = s e t u p   [ňz^l	g[ň[b͑e[ň
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 U p g r a d e _ M s g _ S e t u p O k = [ňbR
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 U p g r a d e _ M s g _ S e t u p F a i l = [ň1Y%
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 U p g r a d e _ M s g _ F i l e U p g r a d e F a i l = eNGS~1Y%
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 U p g r a d e _ M s g _ D o w n l o a d O k = N}bR
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 U p g r a d e _ M s g _ D o w n l o a d F a i l = N}1Y%
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 U p g r a d e _ M s g _ W a i t D o w n l o a d = I{_N}
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 U p g r a d e _ M s g _ R e L o a d = 	gNeNl	gN}[b
zT͑epQN}
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 U p g r a d e _ M s g _ A l r e a d y S e t u p = ][ň
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 U p g r a d e _ M s g _ B e g i n S e t u p =  _Y[ň
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 U p g r a d e _ M s g _ E x i t U p g r a d e = nx[ QGS~z^T