#!/bin/sh
IXBIN=/usr/local/bin/iconx                                                    
IXLCL=`echo $0 | sed 's=[^/]*$=iconx='`

[ -n "$ICONX" ] && exec "$ICONX" $0 ${1+"$@"}
[ -x $IXLCL ] && exec $IXLCL $0 ${1+"$@"}
[ -x $IXBIN ] && exec $IXBIN $0 ${1+"$@"}
exec iconx $0 ${1+"$@"}

[executable Icon binary follows]
      

   k      I`  J  L  L  N  Q   c0  Q   Q0I9.0.00/32 Q          !?            !_     qʍ     !?        @           D   P                          =     B     E     I   b   C   @   E   T      E   T      E   M     K      b      b      N   C   4   E   T      E   T      K<   b      b      N   C      T   
   b   =       N   C   8   E   S       E   T      M     O   b   &   b      N   C  H   U   E   S      T   )   Q       b   =      b      N   C   C     U   S      6   C   \   -   C      M     [   8   :      M     a   b      N   F   T   	   b   =       :     C      -   C      M     d   8   :      M     k   b      N   F   E   E   S       b   9   
   T   *   T   )   Q       b   =      b   =      b      :  d   C      -   C      M     n   8   :      M     t   b      N   F   E   E   S       b   9      T   +   T   )   Q       b   =      b   =      b      :     C   |   -   M     w   b      N   F   E   E   S       b   9      T   +   T   )   Q       b   =      b   =      b      :  <   C      -   C      M     ~   8   :      M        b      N   F   E   E   S       b   9      T   )   Q       b   =      b      :     C      -   M        b      N   F   E   E   E   S       b   9      T   )   Q       b   =      b   &   T   )   Q       b   =      b      :     C      -   C      M        8   :      M        b      N   F   E   S       T   !   T   ,   T   )   Q       b   =      b   =      b   =      b      :  l   C      -   C      M        8   :      M        b      N   F   E   S       E   E   T      T   )   Q       b   =      b   &   b      b      :      C      -   M   	     b      N   F   C   |   T   "   E   S       E   E   T      T   -   T   )   Q       b   =      b   =      b   &   b      b      b   =      N   T   -   b   =       :      5   N   U   E   S      C      M     [   8   :      M     a   b   
   N   T   .   T   	   b   =       b   =      N   :   N   C   x   E   T      T   (   M        E   M        T      b      E   M        T      b      b   =      b      N   C   X   E   T      E   T   /   T      M        b   =      M        b   
   b      N   C     E   T      T      T      T      E   M           E   M           b   =      T      T      T      b   =      T      T      E   M           E   M           b   =      T      T      T      b   =      T      b   =      b   =      b      N   C       T   0   T      b   =      N   C      E   S      T      T      T      E   T      E   M           b      E   T      E   M           b      b   =      E   M           :   @   F   C   (   U   M        .   8   b   1   5   0   :   2   b   =      b      N   C   (   T   $   S      S       b   =      N   C       T   1   T      b   =      N   C       T   2   T      b   =      N   E   b   D      $  \                      ,   b   C   $   T   -   M   @     b   =      N   C   $   T   -   M   ,  !   b   =      N   C   $   T   -   M     N   b   =      N   C   $   T   -   M     W   b   =      N   C   $   T   -   M     u   b   =      N   C   $   T   -   M   !     b   =      N   C   $   T   -   M        b   =      N   C   $   T   -   M   /     b   =      N   C   $   T   -   M   '     b   =      N   C   $   T   -   M   .  )   b   =      N   C   $   T   -   M   C  X   b   =      N   C   $   T   -   M        b   =      N   C   $   T   -   M   :     b   =      N   C   $   T   -   M        b   =      N   C   $   T   -   M        b   =      N   C   $   T   -   M        b   =      N   C   $   T   -   M   #     b   =      N   C   $   T   -   M        b   =      N   C   $   T   -   M   &     b   =      N   C   L   U   T   -   M     B   T   3   T      b   =      b   =      F   5   N   C      T   .   b   =       N   E   b   D      $  H                   
   4   b   C   ,   E   T      T   4   b   =       b      N   C      E   E   T      M     O   b   &   T      E   M           E   M     H      E   M     K      M     N   T       E   E   M     V   M     X   b   A      b   A      b   =      b   =      b      N   C      E   E   T      M   
  g   b   &   T      E   M           E   M     H      E   M     K      M     N   T       E   E   M     V   M     r   b   A      b   A      b   =      b   =      b      N   C      E   E   T      M        b   &   T      E   M           E   M     H      E   M     K      M     N   T       E   E   M     V   M        b   A      b   A      b   =      b   =      b      N   C      E   E   T      M        b   &   T      E   M           E   M     H      E   M     K      M     N   T       E   E   M     V   M   	     b   A      b   A      b   =      b   =      b      N   C      E   E   T      M   	     b   &   T      E   M           E   M     H      E   M     K      M     N   T       E   E   M     V   M   	     b   A      b   A      b   =      b   =      b      N   C      E   E   T      M        b   &   T      E   M           E   M     H      E   M     K      M        T       E   E   M        M        b   A      E   M        M        b   A      b   A      b   =      b   =      b      N   C      E   E   T      M        b   &   T      E   M           E   M     H      E   M           M        T       E   E   M        M        b   A      E   M        M        b   A      b   A      b   =      b   =      b      N   C      E   E   T      M        b   &   T      E   M           E   M     H      E   M           M        T       E   E   M        M        b   A      E   M        M        b   A      b   A      b   =      b   =      b      N   C      E   E   T      M        b   &   T      E   M           E   M     H      E   M     K      M        T       E   E   M        M   +     b   A      E   M        M   +  G   b   A      b   A      b   =      b   =      b      N   E   b   D      4  @                  _           |   b   C   H   U   E   E   Q      b   %   E   M           b      N   b   D   N   C      C      T   <   E   E   E   E   Q       b   9      b   9      b   A      T      Q      E   E   Q       b   9      E   M           b   &   b   =      b   	   Y   b   G   D   N   E   b   D      <                      g                  b   C   4   E   S       T   =   Q       b   =      b      N   C   L   U   E   E   S       b      T   =   Q      b   =      b      F   5   N   C       C      S       b   G   D   N   E   b   D   ?                       L                      n                            b   C   <   E   S       T      Q       Q      b   =      b      N   C  (   U   E   S      E   E   M           Q       I   b   )   b      F   U   U   E   S      E   E   M           Q      I   b   )   b      F   U   E   E   E   S       S      b   &   S      b   &   C   0   E   S      S      b      N   KP   :      KL   b      N   5   N   5   N   C       C      S       b   G   D   N   E   b   D                 \                      v                                      b   C      U   E   E   S      E   E   Q       E   M           b   &   b   %   b      E   Q      b   %   b      N   T   .   M   #     b   =      N   C   t   E   S       T      E   Q       b   %   E   E   Q      E   M           b   &   b   %   b   =      b      N   C  8   U   E   S      E   E   M           E   Q       b   %   I   b   )   b      F   U   U   E   S      E   E   M           E   E   Q      E   M           b   &   b   %   I   b   )   b      F   U   C   H   E   E   E   S       S      b   &   S      b   &   K`   b      N   U   E   S      E   E   M           S      I   b   )   b      F   U   E   E   E   S       S      b   &   S      b   &   4   E   E   E   Q       S      b   &   S      b   &   E   E   Q      S      b   &   S      b   &   b      b         N   5   N   5   N   5   N   C       C      S       b   G   D   N   E   b   D      l                    
   |                                                 b   C     U   E   Q      b      N   C   ,   E   Q      T      b   =       b      N   C   `   E   E   Q      b   9      E   E   M           E   M           b   A      b      N   C      E   E   Q      b   9      E   T   +   T   /   Q       M        b   =      b   =      T   +   T   /   Q       M        b   =      b   =      b   A      b      N   E   E   Q      b   9      Q       b      N   C     E   S       E   T   7   E   E   E   Q      b   9      E   M           b   &   E   E   Q      b   9      E   M           b   &   b      b   =      E   E   Q      E   M           b   &   E   Q      E   M           b   &   b      b      b      N   C     E   S      E   T   7   E   E   E   Q      b   9      E   M           b   &   E   E   Q      b   9      E   M           b   &   b      b   =      E   E   Q      E   M           b   &   E   Q      E   M           b   &   b      b      b      N   C      E   S      E   T   7   E   E   Q      b   9      E   M           b   &   b   =      E   E   Q      E   M           b   &   S       b      b      b      N   C      E   S      E   T   7   E   E   Q      b   9      E   M           b   &   b   =      E   E   Q      E   M           b   &   S      b      b      b      N   C      E   S      E   T      T      S       S      b   =      T      S      S      b   =      b   =      b   A      b      N   C   L   C   <   T   
   Q      Q      Q      S      b   =      b   G   D   N   E   b   D      4  '@                          I        b   C   D   C   4   E   E   Q       b   9   
   Q      b      b   G   D   N   E   b   D      4  '                          I        b   C      T   8   E   E   E   Q       b   9   	   b   9      b   9      E   E   E   E   Q       b   9      b      b   /   b      b   =      N   C   P   T      E   Q       b   9   	   E   Q       b   9   
   Q      b   =      N   C   D   C   4   E   E   Q       b   9   
   Q      b      b   G   D   N   E   b   D      D  )\                         I     $             b   C   D   E   S       T   9   E   Q       b   9      b   =      b      N   C     E   S      E   E   E   E   Q       b   9   
   E   M           b   &   E   Q      T   :   S       b   =      b      b      E   E   E   Q       b   9   
   E   M           b   &   E   Q      T   ;   S       b   =      b      b      b   A      b      N   C   <   C   ,   T      Q       S      b   =      b   G   D   N   E   b   D      D  +X                         I     $             b   C   D   E   S       T   9   E   Q       b   9      b   =      b      N   C     E   S      E   E   E   E   Q       b   9   
   E   M           b   &   E   Q      T   :   S       b   =      b      b      E   E   E   Q       b   9   
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     
        b   C   `   U   E   T   ?   Q      b   =      M        b      N   T   .   M   &     b   =      N   C   $   E   S       M      8   b      N   C      Q       b   ,   U   E   S       4   C   T   E   E   Q      T   @   E   M           b   =      b   &   b      8   :   (   T   @   E   M           b   =      b         N   :P   b   7   N   C       C      S       b   G   D   N   E   b   D      <  8                              E     I   b   C   ,   E   S      T   4   b   =       b      N   C      U   E   S       E   Q       b      b      F   U   E   E   S      E   S       E   M           b   &   b   &   E   S       E   M           b   &   b      N   5   N   C       C      S      b   G   D   N   E   b   D      D  :H                         G     B     I   
  N   b   C      E   S       T      E   M           E   M     H      E   M     K      M      8   T   4   b   =       b   =      b      N   C  |   U   E   S      T   A   Q       b   =      b      N   C   C   h   E   S      :   @   F   C   (   T   '   S      b   =      b   1   5   0   :   2   b      N   U   T   5   E   S      b   /   b   =      6   C   t   -   M     Y   b      N   F   E   E   S       b   9   
   T   *   E   S      b   /   b   =      b      :     C   t   -   M     `   b      N   F   E   E   S       b   9      T   *   E   S      b   /   b   =      b      :     C   t   -   M     f   b      N   F   E   E   S       b   9      T   +   E   S      b   /   b   =      b      :     C   `   -   M     m   b      N   F   E   E   S       b   9      E   S      b   /   b      :      C      -   M     t   b      N   F   E   E   E   S       b   9      E   S      b   /   b   &   J   E   S      b   /   E   S      b   /   b   =      b      :      5   N   :   N   C       C      S       b   G   D   N   E   b   D      ,  >                  
       B   b   C   $   T   -   M   	  y   b   =      N   C   <   T   -   M        E   Q       b   9   
   b   =      N   C   <   T   -   M        E   Q       b   9      b   =      N   C   <   T   -   M        E   Q       b   9      b   =      N   C   <   T   -   M        E   Q       b   9      b   =      N   C      U   E   T   3   T   3   E   Q       b   9      b   =      b      F   U   T   -   M        T   3   M        E   E   Q       b   9      T   3   b   &   b   =      N   5   N   C      C      E   b   G   D   N   E   b   D      D  A4                         I          $     )   b   C      Q      b   ,   U   T   &   Q       T   @   E   M           b   =      Q      Q      b   =      N   :   b   7   N   C      C      E   b   G   D   N   E   b   D      4  B$                  	       I     B   b   C      T   %   Q       E   Q      b   9      E   Q      b   9      E   Q      b   9   
   E   Q      b   9      E   Q      b   9      b   =      N   E   b   D      T  C(                    )     I                    )     $   b   C   |   U   E   Q      E   M           b      N   C   <   T   #   Q       Q      Q      Q      b   =      b   G   D   N   C      Q      b   ,   U   T   %   Q       T      T   @   E   M           b   =      Q      b   =      Q      E   Q      E   M           b      Q      Q      b   =      N   :P   b   7   N   C      C      E   b   G   D   N   E   b   D      D  D                    2     I          $     )   b   C  8   U   Q      6   C   L   -   M     G   b      N   F   T      Q       Q      b   =      :      C   L   -   M        b      N   F   T      Q       Q      b   =      :   |   C   L   -   M        b      N   F   T      Q       Q      b   =      :   (   F   T      Q       Q      b   =      N   C      C      E   b   G   D   N   E   b   D                                          <  F                 
  7                  b   C   ,   E   E   Q      b      3p   b      N   C   ,   E   S       E   Q      b      b      N   C      Q       b   ,   U   T   B   T   C   S       b   =      b   =      N   C   U   E   M           b   ?   T   B   T   D   S       b   =      b   =      B   b   H   F   5   N   :P   b   7   N   E   b   D      ,  HH                 B     =   b   C   ,   T   E   Q       M        b   =      N   C   ,   T   E   Q       M      8   b   =      N   C      C   d   E   b   >   >   b      N   C   4   E   b   >   >   T   ,   Q       Y   b      b   G   D   :   (   C      T   ,   Q       Y   b   G   D   N   E   b   D         D                   B                T                   H                     d                   Q                  	         d                   X           
   	             t                             $     )     /     5                                                                                                      	              
   	                 $     )     /     5                                                                 8    $    Id    I    I԰    J        d             p    '    '    )    +    -    -    .L    0Ȱ    1Ȱ    4H    J\    6Ȱ    8    :    >    @    A    B԰    D    F    H      Ӱ        x        ܰ    װ    ʰ            ڰ  Ͱ    ԰  ̰      ذ                     	                                    #      ,   
   4      B      H      Q      X      _      g      n      v   
   |                                       	            	      	                              
          	       )     2   
  7     B     H     L     T     \     a     g     l   	  t     ~                                                                                                       P      s  7  9  HH    I`    I`     T  4     7    
 7     8     8     ;  (  =  0  =  d  ?  p  ?    A   ! A  8  B  X  B  | 1 B   - B   # B    C    C    1 C  , - C  8 # C  `  D    D   1 D   - D   # D    E  $  E  @ ) E  L # E  t  F    F   ( F   $ F   6 F   0 F  ,  G  h 5 G  t 1 G   , G    G    H   - H   ) H  $   H  ,  H  T  I   B J   > J   8 J   . J   + J   ' J    K  H  N  d 2 N  p * N   , Q   = Q    Q    	 Q  @  R  X $ R  ` 
 R   $ S   0 S  	( ! T  	L - T  	`  T  	l  S  	x  S  	  V  	   X  
  % X  
(  X  
x - X  
  X  
  X  
  Z  
 
 b    
 c  4  d  `  f   	 g   	 h   	 i   	 j  0 	 k  \ 	 l   	 m   	 n   	 o  
 	 p  
8 	 q  
d 	 r  
 	 s  
 	 t  
 	 u   	 v  @ 	 w  l 	 x   	 y    z    z    {     |  L  ~  l    x 
       ( ,   4 +   @ *   L #   X         ,    +     *   , "   8    h     ,    +     *           H     ,    +    *           (     ,    +    *    !            ,    9    +    *                ,    :    +    *                 ,    ,    +    *                                 $           D 8  d :   
:   :   <   <   <   ><  , H<  4 7<  @ $<  L <  ` =   s   
v   v    
w   w  $ 
w  P y  d z   |         T   \                  ,   `   t      (   0   8   L   T   t &                 <   H   P                        \   d                 (    +    $       X    l           !$   !0 
  !T 	  !   ! 
  ! 	  !    !   ", ?  "8 7  "D   "P 
  "l 	  "   "   "   "   # "  #    #(   #X ,  # 2  # /  # '  #   #   #   $   $0 "  $8   $@   $p ,  $ 2  $ /  $ '  $   $   %   %   %D !  %T $  %\   %d   %   %   %   % !  & $  &   &   &\   & 9  &   &   & 	  &   &   '   'D   'h   '|   '   '   '   '   (   (   (8   (D   (L   (T   (\   ( 
  (   (   (   (   )    )   )` (  ) +  ) +  ) 
+  ) ,  ) ,  *  ,  *, ,  *4 ,  *P %,  *p ),  * 5,  * 1,  * ,,  * 	,  * ,  * -  * -  + .  +\ 0  + 3  + 3  + 
3  + 4  + 4  , 4  ,( 4  ,0 4  ,L %4  ,l )4  , 54  , 14  , ,4  , 	4  , 4  , 5  , 5  - 6  -H 8  -l 9  - 9  - 9  - :  - <  . =  . =  .( =  .< >  .   .   .   .   .   /    /0 
  /t   /   / 
  /   0   0   0   0@   0l   0|   0   0   0   1   10   1<   1\ (  1l '  1x   1 
  1   1   2   2<   2x   2   2   3   3    30   3l   3   3   3   3   4   4   40   4D   4   4   4   5<   5H   5|   5   5 	  5 
  5   5   6 	  6 
  6L   6T   6p 	  6   6 
  6   6   7  -  7,  0  7D  0  7d  1  7  3  7  4  8   4  8  4  8  4  8D ) 4  8P  4  8h  4  8  6  8  7  8  ;  9  >  9  >  9@  ?  9H  ?  9 
 @  9  @  9  @  9  @  9  C  :   D  :L  O  :  R  :  R  :  R  ;  T  ;  T  ;` & U  ;l  U  ;  U  ;  W  ;  W  ;  X  <   X  <  ( X  <( ' X  <4  X  <\  Y  <|  Y  < ( Y  < ' Y  <  Y  <  Z  <  Z  = ( Z  =  ' Z  =,  Z  =T  [  =t  [  =   [  =  [  =  \  =  \  =  \  >   \  > 0 \  >, = \  >4 / \  >@ , \  >|  `  >  a  >  f  > 	 g  ?  h  ?( 	 h  ?`  i  ?l 	 i  ?  j  ? 	 j  ?  k  ? 	 k  @0  l  @<  l  @H  l  @ ' m  @ / m  @ 
 m  @  n  @  o  A8    AL    A    A    A    A    A    B(    BP    Bh    B '   B 1   B ;   B    B    C,    C\ 
   C "   C    C    D %   D     DL <   Dd    D|    D    D    D    E0    EX    E    E    E    F     F0    FT    Fh    F    F    G     G,    G4    GP    Gt    G    G    G    G    G    H    H    HL  D  Ht  E  H  F  H  G  H  G  H  H  I  H  I  H  IH  J  I\  Kmain win mono h w Window XMAX YMAX pre_defs helpmsg init_pre_defs point viewport window turtle DrwLine newmat Imatrix mmult set_window moveto lineto Line_Forward Move_Forward Right Left transform transform_points set_scale set_trans Lsys lsmap mk_map read_Lsystem write_Lsystem eval_cmd eval_lsys evaluate obey gen_tokens WOpen get integer numeric open write stop WAttrib EraseArea Event close key table map copy real Fg dtor cos sin DrawLine list put type move read tab upto many push x y ul lr screen ll ur vp xform_mat pos direction color order dist delta axiom rewrite args ls arg t 700 koch_island -help -h -order -o -dist -d -delta -axiom -a -map -file -f -name -n -describe label=L-System width= height= depth 1 0 2 red lsys.icn Usage: Lsys [[-o n] [-d r] [-delta r] [-axiom s] [-map c s]... ]         [-f file] [-n name] [-describe name]    where      -o n		-- order of system      -d r		-- line length      -delta r		-- angle for turns      -axiom s		-- initial axiom      -map c S		-- rewrite rule mapping c into s      -f file		-- read Lsystem from file      -n name		-- use predefined Lsystem 'name'      -describe name	-- describe (and use) predefined Lsystem 'name'      Options are processed in order from left to right, e.g.      Lsys -n koch_island -o 3    displays an order 3 koch_island.    Available predefined Lsystems are:
       10 90 F-F-F-F F F-F+F+FF-F-F+F box_swirls FF-F-F-F-F-F+F squares FF-F-F-F-FF soot FF-F--F-F box_flake F-FF--F-F dragon L L+R+ R -L-R triangle 60 R+L+R L-R-L flake L+R++R-L--LL-R+ -L+RR++R+L--L-R near_hilbert -R LL-R-R+L+L-R-RL+R+LLR-L+R+LL+R-LR-R-L+L+RR- +LL-R-R+L+LR+L-RR-L-R+LRR-L-RL+L+R-R-L+L+RR glib.icn pnts n m M r c m1 m2 m3 nk k Matrices are wrong size to multiply x_scale y_scale x_trans y_trans xfrm width height p angle pl i xformed z 3 4 s1 T s lsmap() - second argument not a table!  lsystem.icn a f line next_token order: dist: delta: axiom: map: L-system: 	order:  	 dist:  	delta:  	axiom:  	  map:   ->  Ls_map + - ws nws  	 g wopen.icn gpxop.icn gpxlib.icn 