< M a i n   W i n d o w > 
 
 M E N U _ F I L E _ 0 0 0   =   eN
 
 M E N U _ F I L E _ 1 0 0   =   e^ы
 
 M E N U _ F I L E _ 1 0 1   =   e^et
 
 M E N U _ F I L E _ 1 0 2   =   e^ȉ
 
 M E N U _ F I L E _ 1 1 0   =   Sb _R;u. . . 
 
 M E N U _ F I L E _ 1 1 1   =   Sb _ы. . . 
 
 M E N U _ F I L E _ 1 1 2   =   Sb _et. . . 
 
 M E N U _ F I L E _ 1 2 0   =   OX[ы      C t r l + S 
 
 M E N U _ F I L E _ 1 2 1   =   OX[et  C t r l + S 
 
 M E N U _ F I L E _ 1 3 0   =   SX[:Nы. . . 
 
 M E N U _ F I L E _ 1 3 1   =   SX[:Net. . . 
 
 
 
 M E N U _ O P T I O N _ 0 0 0   =   	y
 
 M E N U _ O P T I O N _ 1 0 0   =   n. . . 
 
 M E N U _ O P T I O N _ 2 0 0   =   ꁨRS_jR4ge
 
 M E N U _ O P T I O N _ 3 0 0   =   zSnv
 
 
 
 M E N U _ W I N D O W _ 0 0 0   =   zS
 
 M E N U _ W I N D O W _ 1 0 0   =   4ls^cR
 
 M E N U _ W I N D O W _ 1 0 1   =   WvcR
 
 M E N U _ W I N D O W _ 1 0 2   =   B\S
 
 M E N U _ W I N D O W _ 1 0 3   =   cRVh
 
 
 
 M E N U _ H E L P _ 0 0 0   =   sQN
 
 M E N U _ H E L P _ 1 0 0   =   Hr,g. . . 
 
 
 
 M E N U _ P O P U P _ 0 0 0   =   9_Q܃US
 
 
 
 M E N U _ T I M I N G _ 0 0 0   =   et
 
 M E N U _ T I M I N G _ 1 0 0   =   s^yet. . . 
 
 M E N U _ T I M I N G _ 1 0 1   =   S^e(  _Yp) n. . . 
 
 M E N U _ T I M I N G _ 1 0 2   =   S^e( ~_gp) n. . . 
 
 M E N U _ T I M I N G _ 2 0 0   =   ceQL
 
 M E N U _ T I M I N G _ 2 0 1   =   ceQeL
 
 M E N U _ T I M I N G _ 2 0 2   =   ceQ[}vL
 
 M E N U _ T I M I N G _ 3 0 0   =    RdL
 
 M E N U _ T I M I N G _ 3 0 1   =    RdeL
 
 M E N U _ T I M I N G _ 3 0 2   =    Rd[}vL
 
 M E N U _ T I M I N G _ 4 0 0   =    RdQ[
 
 M E N U _ T I M I N G _ 5 0 0   =   ,{ N,{NL]R
 
 
 
 M E N U _ P R E V I E W _ 0 0 0   =   ȉ
 
 M E N U _ P R E V I E W _ 1 0 0   =   teȉ|nx^
 
 
 
 M E N U _ T R A N S L A T E _ 0 0 0   =   ы
 
 M E N U _ T R A N S L A T E _ 1 0 0   =   4Y>\r]R
 
 M E N U _ T R A N S L A T E _ 1 0 1   =   Lr_s
 
 M E N U _ T R A N S L A T E _ 1 0 2   =   4Y>\W[SO'Y\]R
 
 
 
 M D I _ S T A T U S _ 1 0 0   =   d>e/ f\P
 
 M D I _ S T A T U S _ 2 0 0   =   T 
 
 M D I _ S T A T U S _ 3 0 0   =   MRۏ
 
 M D I _ S T A T U S _ 4 0 0   =   ceQ _Yep
 
 M D I _ S T A T U S _ 5 0 0   =   ceQ~_gep
 
 M D I _ S T A T U S _ 6 0 0   =   OX[eN
 
 M D I _ S T A T U S _ 7 0 0   =   
 
 
 
 M D I _ M S G _ 1 0 0   =   T 
 
 M D I _ M S G _ 1 0 1   =   MRۏ
 
 M D I _ M S G _ 1 0 2   =   F 4 :     T 
 
 M D I _ M S G _ 1 0 3   =   F 6 :     MRۏ
 
 M D I _ M S G _ 1 0 4   =   y
 
 
 
 M D I _ M S G _ 2 0 0   =   S S A KmՋHreN3 ( 2 0 0 3 - 0 4 - 2 0 ) ( dkyv
N9eS) 
 
 
 
 M D I _ E R R _ 1 0 0   =   ыQ[ OQ
 
 M D I _ E R R _ 2 0 0   =   f
N/ecُyT 
TveN
 
 
 
 < T i m i n g   W i n d o w > 
 
 T I M I N G _ T I T L E _ 0 0 0   =   et
 
 T I M I N G _ B A N D _ C A P T I O N _ 1 0 0   =   d>ehV
 
 T I M I N G _ B A N D _ C A P T I O N _ 1 0 1   =   ы?z
 
 
 
 T I M I N G _ B U T T O N _ T I P _ 1 0 0   =   Sb _eN
 
 T I M I N G _ B U T T O N _ M E N U _ 1 0 0   =   S S A ( A S S ) et
 
 T I M I N G _ B U T T O N _ M E N U _ 1 0 1   =   ы
 
 T I M I N G _ B U T T O N _ M E N U _ 1 0 2   =   W[SO
 
 
 
 T I M I N G _ B U T T O N _ T I P _ 2 0 0   =   OX[( C t r l + S ) 
 
 T I M I N G _ B U T T O N _ M E N U _ 2 0 0   =   A S S <h_( C t r l + S ) 
 
 T I M I N G _ B U T T O N _ M E N U _ 2 0 1   =   ꁚ[IN. . . 
 
 
 
 T I M I N G _ B U T T O N _ T I P _ 3 0 0   =   lʑ
 
 T I M I N G _ B U T T O N _ T I P _ 4 0 0   =   W[SO
 
 
 
 
 
 T I M I N G _ B U T T O N _ T I P _ 5 0 0   =   S S A <h_
 
 T I M I N G _ B U T T O N _ M E N U _ 5 0 0   =   &  B\!k
 
 T I M I N G _ B U T T O N _ M E N U _ 5 0 1   =   &   _Ye
 
 T I M I N G _ B U T T O N _ M E N U _ 5 0 2   =   &  ~_ge
 
 T I M I N G _ B U T T O N _ M E N U _ 5 0 3   =   &  W[SO
 
 T I M I N G _ B U T T O N _ M E N U _ 5 0 4   =   &  ݋N
 
 T I M I N G _ B U T T O N _ M E N U _ 5 0 5   =   &  ]Yuzz
 
 T I M I N G _ B U T T O N _ M E N U _ 5 0 6   =   &  SYuzz
 
 T I M I N G _ B U T T O N _ M E N U _ 5 0 7   =   &  WvYuzz
 
 T I M I N G _ B U T T O N _ M E N U _ 5 0 8   =   &  Heg
 
 T I M I N G _ B U T T O N _ M E N U _ 5 0 9   =   - -   Heg(  _Yp) 
 
 T I M I N G _ B U T T O N _ M E N U _ 5 1 0   =   - -   Heg( ~_gp) 
 
 T I M I N G _ B U T T O N _ M E N U _ 5 1 1   =   - -   Heg( ^ߏ) 
 
 T I M I N G _ B U T T O N _ M E N U _ 5 1 2   =   - -   Heg( mQV) 
 
 T I M I N G _ B U T T O N _ M E N U _ 5 1 3   =   &  [}v
 
 T I M I N G _ B U T T O N _ M E N U _ 5 1 4   =   &  L{|W
 
 
 
 T I M I N G _ B U T T O N _ T I P _ 6 0 0   =   hget
 
 T I M I N G _ B U T T O N _ T I P _ 7 0 0   =   et- 0 . 1 y
 
 T I M I N G _ B U T T O N _ T I P _ 8 0 0   =   et+ 0 . 1 y
 
 T I M I N G _ B U T T O N _ T I P _ 9 0 0   =   USekf\P!j_
 
 T I M I N G _ B U T T O N _ T I P _ A 0 0   =   ;ubߍ*!j_
 
 T I M I N G _ B U T T O N _ T I P _ B 0 0   =   aSbO K !j_
 
 T I M I N G _ B U T T O N _ T I P _ C 0 0   =   et|^0 . 1 y!j_
 
 T I M I N G _ B U T T O N _ T I P _ D 0 0   =   <h_&{S
 
 T I M I N G _ B U T T O N _ T I P _ E 0 0   =   yrHe
 
 T I M I N G _ B U T T O N _ T I P _ F 0 0   =   ꁨRceQ~_gep!j_
 
 T I M I N G _ B U T T O N _ T I P _ G 0 0   =   vƉjR4g!j_
 
 T I M I N G _ B U T T O N _ C A P T I O N _ 1 0 0   =   ceQep
 
 
 
 T I M I N G _ C O L _ T I T L E _ 1 0 0   =   B\!k
 
 T I M I N G _ C O L _ T I T L E _ 2 0 0   =    _Ye
 
 T I M I N G _ C O L _ T I T L E _ 3 0 0   =   ~_ge
 
 T I M I N G _ C O L _ T I T L E _ 4 0 0   =   W[SO
 
 T I M I N G _ C O L _ T I T L E _ 5 0 0   =   ݋N
 
 T I M I N G _ C O L _ T I T L E _ 6 0 0   =   ]Yuzz
 
 T I M I N G _ C O L _ T I T L E _ 7 0 0   =   SYuzz
 
 T I M I N G _ C O L _ T I T L E _ 8 0 0   =   WvYuzz
 
 T I M I N G _ C O L _ T I T L E _ 9 0 0   =   Heg
 
 T I M I N G _ C O L _ L I S T _ 9 0 0   =   nf[}v
 
 T I M I N G _ C O L _ L I S T _ 9 0 1   =   aSbO K 
 
 T I M I N G _ C O L _ L I S T _ 9 0 2   =   NN0R
NnR
 
 T I M I N G _ C O L _ L I S T _ 9 0 3   =   N
N0RNnR
 
 T I M I N G _ C O L _ L I S T _ 9 0 4   =   NS0R]nR
 
 T I M I N G _ C O L _ L I S T _ 9 0 5   =   N]0RSnR
 
 T I M I N G _ C O L _ T I T L E _ A 0 0   =    _Yp
 
 T I M I N G _ C O L _ T I T L E _ B 0 0   =   ~_gp
 
 T I M I N G _ C O L _ T I T L E _ C 0 0   =   ^ߏ
 
 T I M I N G _ C O L _ T I T L E _ D 0 0   =   mQV
 
 T I M I N G _ C O L _ T I T L E _ E 0 0   =   [}v
 
 T I M I N G _ C O L _ T I T L E _ F 0 0   =   L{|W
 
 
 
 T I M I N G _ M S G _ 1 0 0   =   &
 
 T I M I N G _ M S G _ 1 0 1   =   &
 
 T I M I N G _ M S G _ 1 0 2   =   dkd\O\"N1Y0 . 0 1 yv|^MOnx[gbLT
 
 
 
 T I M I N G _ E R R _ 1 0 0   =   1 . nx[O(uv/f+o8nSN;   2 . Sl	gыzS
 
 T I M I N G _ E R R _ 1 0 1   =   !j_n
 
 T I M I N G _ E R R _ 1 0 2   =   etteQ
 
 T I M I N G _ E R R _ 1 0 3   =   KmՋOo`	b:SW_8^
 
 T I M I N G _ E R R _ 1 0 4   =   et	gelƋ+Rv<h_~~gbLT
 
 T I M I N G _ E R R _ 1 0 5   =   S M I eN~gRg
 
 T I M I N G _ E R R _ 1 0 6   =   SetQ
 
 T I M I N G _ E R R _ 1 0 7   =   S_ы?zQ
 
 T I M I N G _ E R R _ 1 0 8   =   
Y6Rы?zQ
 
 T I M I N G _ E R R _ 1 0 9   =   elS_epSl	g	bd>ehV
 
 T I M I N G _ E R R _ 1 1 0   =   n _YepQ
 
 T I M I N G _ E R R _ 1 1 1   =   n~_gepQ
 
 T I M I N G _ E R R _ 1 1 2   =   S_etQ[Su: 
 
 T I M I N G _ E R R _ 1 1 3   =   aSbO K ub
 
 T I M I N G _ E R R _ 1 1 4   =   netQ[eQ
 
 T I M I N G _ E R R _ 1 1 5   =   S_etQ[eQ
 
 
 
 < P r e v i e w   W i n d o w > 
 
 P R E V I E W _ T I T L E _ 0 0 0   =   ȉ
 
 P R E V I E W _ B A N D _ C A P T I O N _ 1 0 0   =   d>ehV
 
 P R E V I E W _ B A N D _ C A P T I O N _ 1 0 1   =   et
 
 
 
 P R E V I E W _ B U T T O N _ T I P _ 1 0 0   =   Sb _W[U^eN
 
 P R E V I E W _ B U T T O N _ T I P _ 1 0 1   =   ȉ!j_
 
 P R E V I E W _ B U T T O N _ T I P _ 1 0 2   =   et
 
 P R E V I E W _ B U T T O N _ T I P _ 1 0 3   =   aSbO K 
 
 P R E V I E W _ B U T T O N _ T I P _ 1 0 4   =   Heg
 
 P R E V I E W _ B U T T O N _ T I P _ 1 0 5   =   feW[U^( F 5 ) 
 
 
 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
 
 
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 
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 
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N9eS) 
 
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N9eS) 
 
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 
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N9eS) 
 
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 
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 
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 
 
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 
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 
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 
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 
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TW[
 
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 
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 
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T
 
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 
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 
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 
 
 
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 
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 
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N9eS) 
 
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 
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 
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 
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 
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 
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 
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 
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 
 
 
 C O M M _ M S G _ 2 0 0   =   eN
T
 
 C O M M _ M S G _ 2 0 1   =   	bW[U^eN( a s s , s s a , s m i , s r t , t x t ) 
 
 C O M M _ M S G _ 2 0 2   =   ы?z  ( * . t x t ; * . r t f ) | * . t x t ; * . r t f | vQN  ( * . * ) | * . * 
 
 C O M M _ M S G _ 2 0 3   =   W[U^eN  ( * . a s s ; * . s s a ; * . s m i ; * . s r t ; * . t x t ) | * . a s s ; * . s s a ; * . s m i ; * . s r t ; * . t x t | vQN  ( * . * ) | * . * 
 
 C O M M _ M S G _ 2 0 4   =   W[U^eN  ( * . a s s ; * . s s a ; * . s r t ; * . t x t ) | * . a s s ; * . s s a ; * . s r t ; * . t x t | vQN  ( * . * ) | * . * 
 
 C O M M _ M S G _ 2 0 5   =   R;u  ( * . a v i ; * . w m v ; * . m k v ) | * . a v i ; * . w m v ; * . m k v | vQN  ( * . * ) | * . * 
 
 C O M M _ M S G _ 2 0 6   =   e,geN  ( * . t x t ) | * . t x t | vQN  ( * . * ) | * . * 
 
 
 
 C O M M _ M S G _ 3 0 0   =   vQN
 
 C O M M _ M S G _ 3 0 1   =   yvW[U^eN
 
 