#!/bin/sh
IXBIN=/usr/local/lib/icon/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]
      

 C      8.  4/  0  l0  2  3  ?  3  3  I9.0.00/32  ^   H   (**bBbB<gBLdB    D  pX H*         ?              q=
ףp?         ?         ?         ?         ?   <                                          b   C   4   E   T      E   T      <     b      b      N   C   4   E   T      E   T      K   b      b      N   C   `   E   S      :   8   F   C       E   Q       b      b   1   5   0   :   2   b      N   C      U   E   S       E   S      b   /   b      N   C   U   E   S       C      M        8   :      M        b   
   N   T   !   T      b   =       b   =      N   :   LN   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   	   <       <       b   =      T   	   T      T      b   =      T   
   T   	   <       <       b   =      T   	   T      T      b   =      T      b   =      b   =      b      N   C       T   #   T      b   =      N   C   ,   T   $   T      M        b   =      N   C   p   T   
   T      T   	   K   K   b   =      T   	   K   K   lb   =      <      b   =      N   C   p   T   
   T      T   	   K   ,K   b   =      T   	   K   K   b   =      <      b   =      N   C   p   T   
   T      T   	   K   K   b   =      T   	   K   xK   |b   =      <      b   =      N   C   p   T   
   T      T   	   K   HK   @b   =      T   	   K   K   b   =      <      b   =      N   C   p   T   
   T      T   	   K   K   b   =      T   	   K   K   b   =      <      b   =      N   C   p   T   
   T      T   	   K   dK   Pb   =      T   	   K   4K   ,b   =      <      b   =      N   C   p   T   
   T      T   	   K   K   b   =      T   	   K   K   b   =      <      b   =      N   C   p   T   
   T      T   	   K   K   Hb   =      T   	   K   PK   <b   =      <      b   =      N   C   p   T   
   T      T   	   K   K   b   =      T   	   K   K   b   =      <      b   =      N   C       T   %   T      b   =      N   C       T   &   T      b   =      N   E   b   D      $   	                     #   b   C   $   T   '   M         b   =      N   C      C      E   b   G   D   N   E   b   D      T   	                	   H                             	     b   C   <   E   S      T      Q      Q      b   =      b      N   C   D   E   S       T      Q       Q      S      b   =      b      N   C   T   T      S       S      T      Q      Q      b   =      Q      b   =      N   C      C      E   b   G   D   N   E   b   D            @   D   4                    R                !       b   C   |  C   L  E   Q      <       b      N   C   `   T      Q       Q      E   Q      K   Hb      E   Q      <      b      b   =      N   C   (   T      Q       <   <   b   =      N   C   `   T      Q       Q      E   Q      K   b      E   Q      <      b      b   =      N   C   (   T      Q       <   x   b   =      N   C   `   T      Q       Q      E   Q      K   b      E   Q      <      b      b   =      N   C   (   T      Q       <   <   b   =      N   T      Q       Q      E   Q      K   b      E   Q      <      b      b   =      :   $   T      Q       Q      b   =      N   C      C      E   b   G   D   N   E   b   D      4                     W            %  b   C   <   U   E   E   Q      b   %   <      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      <      b   &   b   =      b   	   Y   b   G   D   N   E   b   D      <   h                   _           *     ,  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                      f           *     ,     .     0  b   C   <   E   S       T      Q       Q      b   =      b      N   C     U   E   S      E   <      Q       I   b   )   b      F   U   U   E   S      E   <      Q      I   b   )   b      F   U   E   E   E   S       S      b   &   S      b   &   C   0   E   S      S      b      N   K   h:      K   db      N   5   N   5   N   C       C      S       b   G   D   N   E   b   D                 \                      n      2     5     8     .     0     ;     >  b   C      U   E   E   S      E   E   Q       <      b   &   b   %   b      E   Q      b   %   b      N   T   !   M   #   @  b   =      N   C   h   E   S       T      E   Q       b   %   E   E   Q      <      b   &   b   %   b   =      b      N   C     U   E   S      E   <      E   Q       b   %   I   b   )   b      F   U   U   E   S      E   <      E   E   Q      <      b   &   b   %   I   b   )   b      F   U   C   H   E   E   E   S       S      b   &   S      b   &   K   b      N   U   E   S      E   <      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   D                
   t                           d     l     t     |       b   C     U   E   Q      b      N   C   ,   E   Q      T   
   b   =       b      N   C   H   E   E   Q      b   9      E   <       <       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   )   E   E   E   Q      b   9      <      b   &   E   E   Q      b   9      <      b   &   b      b   =      E   E   Q      <      b   &   E   Q      <      b   &   b      b      b      N   C      E   S      E   T   )   E   E   E   Q      b   9      <      b   &   E   E   Q      b   9      <      b   &   b      b   =      E   E   Q      <      b   &   E   Q      <      b   &   b      b      b      N   C      E   S      E   T   )   E   E   Q      b   9      <      b   &   b   =      E   E   Q      <      b   &   S       b      b      b      N   C      E   S      E   T   )   E   E   Q      b   9      <      b   &   b   =      E   E   Q      <      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                                     b   C      T   $   E   E   E   Q       b   9   	   b   9      b   9      E   E   E   E   Q       b   9      b      b   /   b      b   =      N   C   P   T      E   Q       b   9   	   E   Q       b   9   
   Q      b   =      N   C   D   C   4   E   E   Q       b   9   
   Q      b      b   G   D   N   E   b   D      D                                             b   C   D   E   S       T   *   E   Q       b   9      b   =      b      N   C      E   S      E   E   E   E   Q       b   9   
   <      b   &   E   Q      T   +   S       b   =      b      b      E   E   E   Q       b   9   
   <      b   &   E   Q      T   ,   S       b   =      b      b      b   A      b      N   C   <   C   ,   T      Q       S      b   =      b   G   D   N   E   b   D      4   `                                 b   C   L   C   <   E   E   Q       b   9      4   Q      b         b   G   D   N   E   b   D      4                                    b   C   L   C   <   E   E   Q       b   9      4   Q      b         b   G   D   N   E   b   D      D                                              b   C   `   U   E   E   Q       b   %   E   Q      b   %   b      N   T   !   M   *     b   =      N   C   4   E   S       T   (   Q       b   =      b      N   C      U   E   S      E   <      E   S       b   %   I   b   )   b      F   U   E   E   S       S      b   &   E   E   Q       S      b   &   E   Q      S      b   &   b      b      N   5   N   C       C      S       b   G   D   N   E   b   D      4   |"                
                b   C       E   S       <       b      N   C   T   U   E   S       4   E   E   Q       b      <      b      b         F   5   N   C   4   C   $   T   0   S       b   =      b   G   D   N   E   b   D      4   #                                 b   C   P   C   @   T      T      Q      Q       b   =      b   =      b   G   D   N   E   b   D      D   ,$                	                          b   C   \   E   S       E   E   Q      <      b   &   E   Q       <      b   &   b      b      N   C   \   E   S      E   E   Q      <      b   &   E   Q       <      b   &   b      b      N   C   P   C   @   T   1   T   2   S       S      b   =      b   =      b   G   D   N   E   b   D            ?   D   %                	              ,            b   C      U   T   3   E   E   S       E   E   b   A       b   A      b      <      b   &   C       E   Q       b      8   :      K    b   =      F   5   N   C   <   E   S       T      S       Q      b   =      b      N   C   4   E   Q       T   (   Q       b   =      b      N   C      U   E   S      E   <      E   Q       b   %   I   b   )   b      F   U   E   E   Q       S      b   &   E   E   S       <      b   &   S      b   &   b      N   5   N   C       C      Q       b   G   D   N   E   b   D      <   '                              ,       b   C      U   T   3   E   S       E   b   A       b      E   T      E   Q       b      Q      b   =      b      b   =      F   5   N   C       C      S       b   G   D   N   E   b   D      D   )                	         s     u          ,  b   C      E   S       C   D   E   Q      b      N   T      <      <      b   =      :   $   T      <      <      b   =      b      N   C   H   E   E   E   S       <      b   &   <      b   &   Q       b      N   C   H   E   E   E   S       <      b   &   <      b   &   Q      b      N   C   T   E   E   E   S       <      b   &   <      b   &   E   Q      b      b      N   C       C      S       b   G   D   N   E   b   D      D   +                	         s     u          ,  b   C      E   S       C   D   E   Q      b      N   T      <      <      b   =      :   $   T      <      <      b   =      b      N   C   T   E   E   E   S       E   S       b   %   b   &   <      b   &   Q       b      N   C   T   E   E   E   S       E   S       b   %   b   &   <      b   &   Q      b      N   C   `   E   E   E   S       E   S       b   %   b   &   <      b   &   E   Q      b      b      N   C       C      S       b   G   D   N   E   b   D      ,    -                         b   C   ,   T   4   Q       M        b   =      N   C   ,   T   4   Q       M       
  b   =      N   C      C   d   E   b   >   >   b      N   C   4   E   b   >   >   T   5   Q       Y   b      b   G   D   :   (   C      T   5   Q       Y   b   G   D   N   E   b   D         4                   +      s     u     <                   1      w     z     }     D                   :                  	        D                   A              	                                                        s     u     w     z     }                 	                	            T                                                          <.    p.    .    .    p	    
    
    ,    H    4            H    ,        \     H"    L#    #    h%    '    (    *    ,      y                                                      	                                    #      +      1      :      A   	   H      R      W      _      f      n   
   t                                 
            	      	            	      	                       	   
                    #     )     .     3     8     <     @     I     N     V     [     `     e     i     n        p	    ,    8.    8.       ,     /     / 
    0    0  D  2  L  2  l  2 
   3    3    4    4 2   4 * x  7 2   7 C   7    7 	   8    8 $   8 
 T  9 $ x  9 0   : !   : -   :    9    9    <  L  >    D    D .   D    E  (  E . <  E  |  F    F .   F    H    H . ,  H  l  I    I .   I    J    J .   J  \  L    L .   L    M    M .   M  L  N  p  N .   N    P 
   Q 
   R  	  T  4	  U 	 X	  V  l	  W  	    	    
    D
    P
    
    
    
    
    8    `  	             8   T   \               $
   `
  	 |
  	 
  	 
   
   
   $  8 D  : T  :
 `  :   <   <   <   <>   <H   <7   <$   < (  = l  s   v
   v   w
   w   w
   y ,  z   |             P   X                  $                       & P   p   x                      (   4   <   p                     0   @    `  ( p  + x  $          H   d        
   	      
   	 @    L   |  ?   7      
   	       $   <   P  " X   `     ,   2   /   '          $   8  " @   H   l  ,   2   /   '               ! ,  $ 4   <   x           !   $          @  9 L   X   d  	             ,   8   D   h   t   |           
          (   0   D     (   +   +   +
   ,    , D  , P  , X  , t  ,%   ,)   ,5   ,1   ,,   ,	   ,   -   - (  . d  8   9   9   9   :   <     = 8   = D   = X   >    Q    T    T    T  !  T 4!  V @!  V |!  W !  W !  W !  X	 !  X !  X !  X "  X
 0"  Z D"  [ "  g "  j "  k "  k "  k (#  l 4#  l H#  m #   #  ! #   #   #   0$   `$  
 |$   $   $  	 $  
 $   $   $  	 ,%   8%   D%   X%   %   %   %   %   &   $&    @&  
 &   &   &  
 &   '   '   '   D'   d'   t'   |'   '   '    (   ((   4(   T(  ( d(  ' p(   x(  
 (   (   )   4)   X)   )   )   )   )   )   *    *   0*   `*   p*   *   *   *   *   +   <+   `+   +   +   +   +   +  	 +  
 (,   0,   @,  	 P,  
 ,   ,   ,  	 ,   ,  
 ,   ,   $-  D  L-  E  -  F  -  G  -  G  -  H  -  H  -  H   .  J  4.  K  main win mono h w Window XMAX YMAX helpmsg point viewport window turtle koch_line koch DrwLine newmat Imatrix mmult set_window lineto Line_Forward Right Left sub_vectors len_vector distance Rel_angle transform transform_points set_scale set_trans WOpen stop WAttrib EraseArea Fg Event close write copy real dtor cos sin DrawLine list numeric sqrt rtod atan put push open x y ul lr screen ll ur vp xform_mat pos direction color koch.icn args arg nextarg -help -h label=Koch Snowflake width= height= depth 1 black Usage: Koch glib.icn A B n t dir len pnts 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 dist angle v1 v2 v3 i cannot subtract vectors of differing sizes v sum_sq p1 p2 rise run pl xformed z wopen.icn g  gpxop.icn gpxlib.icn 