# 
 
 #   L a n g u a g e   f i l e   -   v 1 . 2 
 
 # 
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 L a n g u a g e :   {SO-Ne
 
 A u t h o r :   F u c k G F W 
 
 # 
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 #     A n y   l i n e   t h a t   d o e s n ' t   c o n t a i n   a n   e q u a l s   s i g n   i s   c o n s i d e r e d   a   c o m m e n t . 
 
 #     T h e   f i l e   e n c o d i n g   m u s t   b e   U n i c o d e ,   n o t   A N S I . 
 
 #     O n l y   c h a n g e   t e x t   o n   t h e   r i g h t   s i d e   o f   t h e   e q u a l s . 
 
 # 
 
 S h o w = >f:y( & S ) 
 
 C o n n e c t = ޏc( & N ) 
 
 H i d e = υ( & H ) 
 
 H i d e 1 = >f:y( & S ) 
 
 S a v e H i d e = OX[( & S ) 
 
 C a n c e l = Sm( & C ) 
 
 E x i t B t n =  Q( & X ) 
 
 A b o u t = sQN( & A ) 
 
 T a b S h e e t 1 = r`
 
 T a b S h e e t 2 = n
 
 T a b S h e e t 3 = S
 
 T a b s h e e t 4 = S
 
 S e r v e r L a b e l = S S H   
gRhV: 
 
 S e r v e r L a b e l 2 = S S H   zS: 
 
 U s e r n a m e L a b e l = (u7b
T: 
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 P a s s L a b e l = [xw: 
 
 P o r t L a b e l = zS: 
 
 R e t r y L a b e l = ͑Ջ^ߏ: 
 
 C o n n e c t O n S t a r t u p = /TRT1\ޏc
 
 R e c o n n e c t O n F a i l u r e = c~TꁨR͑ޏ
 
 B e V e r b o s e = ~e_
 
 R e t r y F o r e v e r = 
NP͑Ջ!kpe
 
 S l o w P o l l = /T(uban
 
 U s e C o m p r e s s i o n = /T(uS)
 
 E n a b l e S o c k s = /T(uR`  S O C K S 
 
 U s e K e y f i l e = O(uy
 
 C o n n e c t i o n F i l t e r = υzSޏc
 
 N o t i f i c a t i o n s = y(uwmo`
 
 T u n n e l L a b e l = Sl:   [ v,TI P : ] l v,TzS: ;N:g: zS            [ ]   =   S	y
 
 L o c a l L a b e l = ,g0W:   
 
 R e m o t e L a b e l = ܏z: 
 
 S h o w 1 = >f:y( & S ) 
 
 C o n n e c t 1 = ޏc( & C ) 
 
 P r o f i l e s 1 = chHh) & P ) 
 
 A b o u t 1 = sQN( & A ) 
 
 E x i t 1 =  Q( & E ) 
 
 N e w P r o f i l e 1 = R^chHh( & R ) 
 
 L a n g u a g e 1 =  ( & L ) 
 
 F o n t 1 = W[SO( & F ) 
 
 0 = 
 
 1 = S[xw-N. . . 
 
 2 = S[x-N. . . 
 
 3 = }Y, b[X[>e(WlQh̑
 
 4 = cSFO
NOX[[
 
 5 = (u7bSmNޏc
 
 6 = nx[
 
 7 = Sm
 
 8 =  [xw
 
 9 = eQ[xw  
 
 1 0 = AQzzv[xw? 
 
 1 1 =  [x
 
 1 2 = eQ[x
 
 1 3 = U s i n g   e x e c u t a b l e 
 
 1 4 = U s i n g   a r g u m e n t s 
 
 1 5 = ck(WO(u[. . . 
 
 1 6 = L a u n c h i n g 
 
 1 7 = ck(WO(uzz[xw. . . 
 
 1 8 = e _( & N ) 
 
 1 9 = R}p l i n k 8h_-N. . . 
 
 2 0 = ck(Wޏc
 
 2 1 = ]~ޏc
 
 2 2 = ޏc]~3z[NegN
 
 2 3 = }T:   R}8h_0 p l i n k . e x e 	
 
 2 4 = ]e _
 
 2 5 = I{_
 
 2 6 = y
 
 2 7 = \Ջ
 
 2 8 = 
NP
 
 2 9 = }T:   S S H   ޏcaY~bk
 
 3 0 = ]e _
 
 3 1 = ][b
 
 3 2 = ޏc( & N ) 
 
 3 3 = >f:y
 
 3 4 = υ
 
 3 5 = pQ\OQz
 
 3 6 = sQN  M y E n T u n n e l 
 
 3 7 = RbcchHh
 
 3 8 = chHh
 
 3 9 = ,g0W
 
 4 0 = ܏z
 
 4 1 = ޏc
 
 4 2 = KbR~bk
 
 4 3 = [xw
 
 4 4 = [x
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 4 5 = <P
N:NzzN^NN  1   N
 
 4 6 = R e s e t t i n g   t o   d e f a u l t   o f   
 
 4 7 = R^chHh
 
 4 8 = chHh
T
 
 4 9 = H o s t n a m e ,   I P   A d d r e s s   o r   S a v e d   P u t t y   S e s s i o n   N a m e 
 
 5 0 = M a x   l e n g t h   1 0 0   c h a r a c t e r s 
 
 5 1 = S l o w   P o l l   R a t e   t o   o n c e   a   s e c o n d   ( N o t e :   m a k e s   a p p l i c a t i o n   G U I   l e s s   r e s p o n s i v e ! ) 
 
 5 2 = I n   S e c o n d s 
 
 5 3 = F i l e   m u s t   b e   n a m e d   k e y f i l e . p p k 
 
 5 4 = S h o w   a l l   p l i n k . e x e   m e s s a g e s 
 
 5 5 = S t r i p   P o r t   C o n n e c t i o n   M e s s a g e s   f r o m   S t a t u s   W i n d o w 
 
 E O F 
 
 