!<arch>
/               0           0     0     0       686       `
     ’  ’  ’  ’  ’  ’  ’  ’  ’  ’  ’  ’  ’  m®  m®  m®  m®  £º  £º  ëö  ëö 6špst_graph_get_edge_difference_and_weight pst_graph_vertex_get_neighbour pst_graph_new pst_graph_add_vertex pst_graph_add_edge pst_graph_update_neighbours pst_graph_write_vertex pst_graph_write_edge pst_graph_write pst_graph_check_consistency pst_graph_spanning_forest pst_graph_mst_walk_recursive pst_graph_free pst_graph_compute_vertex_index pst_graph_restore_vertex_index pst_graph_interpolate_two_samples pst_graph_create_from_gradient_and_weight_maps pst_graph_build_integration_system pst_graph_solve_system pst_graph_integration_recursive pst_graph_estimate_from_shrunk pst_graph_shrink  //                                              100       `
pst_graph_from_maps.o/
pst_graph_integrate.o/
pst_graph_integrate_recursive.o/
pst_graph_shrink.o/

pst_graph.o/    0           0     0     644     27104     `
ELF          >                     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ÿÿÿò    ò^… ÿÿÿò…(ÿÿÿò…¸þÿÿò…0ÿÿÿò    ò^…0ÿÿÿò…8ÿÿÿò…(ÿÿÿòX…8ÿÿÿò…@ÿÿÿò    ò^…@ÿÿÿòEàò…Àþÿÿò…Hÿÿÿò…Èþÿÿò…Pÿÿÿò…HÿÿÿòX…PÿÿÿòEèò…Ðþÿÿò…Xÿÿÿò    ò^…Xÿÿÿò…`ÿÿÿò…Øþÿÿò…hÿÿÿò    ò^…hÿÿÿò…pÿÿÿò…`ÿÿÿòX…pÿÿÿò…xÿÿÿò    ò^…xÿÿÿòEð‹…|þÿÿƒøÿt‹…|þÿÿ‰…ˆþÿÿ‹…„þÿÿƒøÿt‹…„þÿÿ‰…ˆþÿÿòEàòXEðòE€òE€ò…�þÿÿòEàòYEØòEˆòEðòYEèòE�òEˆòXE�òE˜ò…�þÿÿòE òE˜ò^E òE¨òE¨ò…˜þÿÿò…�þÿÿòE°fïÀf.E°zgfïÀf.E°u\òEØòXEèòE¸òE¸ò    ò^ÁòEÀòEÀò…˜þÿÿë(H�    H‰Áºy   H�    H‰ÆH�    H‰Çè    H‹…Pþÿÿ‹•ˆþÿÿ‰ò…˜þÿÿòEÈH‹…HþÿÿòEÈò ò…�þÿÿòEÐH‹…@þÿÿòEÐò �H‹EødH+%(   tè    ÉÃóúUH‰åHƒì ‰}ì‰uè¿    è    H‰EøH‹EøÇ@    H‹EøÇ@    H‹Eø‹Uì‰PH‹Eø‹Uè‰P‹UìH‰ÐHÁàH)ÐHÁàH‰Çè    H‰ÂH‹EøH‰‹EèHÁàH‰Çè    H‰ÂH‹EøH‰PH‹EøÉÃóúUH‰åHƒì@H‰}Ø‰uÔ‰UÐ‰MÌH‹EØ‹PH‹EØ‹@9Âr(H�    H‰Áº�   H�    H‰ÆH�    H‰Çè    ƒ}Ð xƒ}Ì y4ƒ}Ðÿuƒ}Ìÿt(H�    H‰Áº�   H�    H‰ÆH�    H‰Çè    ‹EÔ‰Eà‹EÐ‰Eä‹EÌ‰EèÇEôÿÿÿÿ‹Eô‰Eì‹Eì‰Eø‹Eø‰EðH‹EØH‹H‹EØ‹@‰ÁH‰ÈHÁàH)ÈHÁàH�H‹EàH‹UèH‰H‰QH‹EìH‹UôH‰AH‰QH‹EØ‹@�PH‹EØ‰P�ÉÃóúUH‰åHƒìPH‰}Ø‰uÔ‰UÐòEÈòMÀ‰M¼H‹EØ‹PH‹EØ‹@9Âr(H�    H‰Áºœ   H�    H‰ÆH�    H‰Çè    H‹EØ‹@9EÔr(H�    H‰Áº�   H�    H‰ÆH�    H‰Çè    H‹EØ‹@9EÐr(H�    H‰Áºž   H�    H‰ÆH�    H‰Çè    ‹EÔ‰Eà‹EÐ‰EäòEÈòEèòEÀòEð‹E¼‰EøH‹EØH‹PH‹EØ‹@‰ÀHÁàH�H‹EàH‹UèH‰H‰QH‹EðH‹UøH‰AH‰QH‹EØ‹@�PH‹EØ‰P�ÉÃóúUH‰åHƒì H‰}èÇEô    é‘  H‹EèH‹@‹UôHcÒHÁâHÐ‹ ‰EøH‹EèH‹@‹UôHcÒHÁâHÐ‹@‰EüH‹Eè‹@9Eør(H�    H‰Áº®   H�    H‰ÆH�    H‰Çè    H‹Eè‹@9Eür(H�    H‰Áº¯   H�    H‰ÆH�    H‰Çè    H‹EèH‹@‹UôHcÒHÁâHÐ‹@…ÀuIH‹EèH‹‹UøH‰ÐHÁàH)ÐHÁàH�‹Eô‰BH‹EèH‹‹UüH‰ÐHÁàH)ÐHÁàH�‹Eô‰Bé‹   H‹EèH‹@‹UôHcÒHÁâHÐ‹@ƒøuFH‹EèH‹‹UøH‰ÐHÁàH)ÐHÁàH�‹Eô‰BH‹EèH‹‹UüH‰ÐHÁàH)ÐHÁàH�‹Eô‰Bë(H�    H‰Áº¹   H�    H‰ÆH�    H‰Çè    ƒEôH‹Eè‹@‹Uô9Â‚]þÿÿ��ÉÃóúUH‰åHƒìH‰}øH‰uðH‹EðD‹@H‹Eð‹xH‹Eð‹pH‹EðD‹HH‹EðD‹PH‹Eð‹HH‹Eð‹H‹EøHƒìAPWVE‰ÐH�5    H‰Ç¸    è    HƒÄ �ÉÃóúUH‰åHƒì H‰}èH‰uàH‹Eàò@òEðH‹Eàò@òEøH‹Eà‹HH‹Eà‹òEðH‹uøH‹Eèf(ÈfHnÆH�5    H‰Ç¸   è    �ÉÃóúUH‰åHƒì H‰}èH‰uàH‹Eà‹HH‹Eà‹PH‹EèH�5    H‰Ç¸    è    ÇEø    ëM‹UøH‹EèH�    H‰ÎH‰Ç¸    è    H‹EàH‹‹UøH‰ÐHÁàH)ÐHÁàH�H‹EèH‰ÖH‰Çè    ƒEøH‹Eà‹@9Eør§ÇEü    ëC‹UüH‹EèH�    H‰ÎH‰Ç¸    è    H‹EàH‹@‹UüHÁâHÂH‹EèH‰ÖH‰Çè    ƒEüH‹Eà‹@9Eür±��ÉÃóúUH‰åHƒì H‰}èH‰uàHƒ}è t H‹EèH‰Áº   ¾   H�    H‰Çè    ÇEð   ÇEô    éP  H‹EàH‹@‹UôHcÒHÁâHÐ‹ ‰EøH‹EàH‹@‹UôHcÒHÁâHÐ‹@‰EüH‹EàH‹‹UøH‰ÐHÁàH)ÐHÁàHÈ‹@9Eô…€   H‹EàH‹‹UüH‰ÐHÁàH)ÐHÁàHÈ‹@9Eô„%  ÇEð    Hƒ}è t$‹uü‹Mø‹UôH‹EèA‰ðH�5    H‰Ç¸    è    H‹EàH‹‹UüH‰ÐHÁàH)ÐHÁàH�‹Eô‰BéÌ   H‹EàH‹‹UøH‰ÐHÁàH)ÐHÁàHÈ‹@9Eôu}H‹EàH‹‹UüH‰ÐHÁàH)ÐHÁàHÈ‹@9Eô„‚   ÇEð    Hƒ}è t$‹uü‹Mø‹UôH‹EèA‰ðH�5    H‰Ç¸    è    H‹EàH‹‹UüH‰ÐHÁàH)ÐHÁàH�‹Eô‰Bë,ÇEð    Hƒ}è t‹Mø‹UôH‹EèH�5    H‰Ç¸    è    H‹EàH‹‹UüH‰ÐHÁàH)ÐHÁàHÈ‹@9Eô…€   H‹EàH‹‹UøH‰ÐHÁàH)ÐHÁàHÈ‹@9Eô„%  ÇEð    Hƒ}è t$‹uø‹Mü‹UôH‹EèA‰ðH�5    H‰Ç¸    è    H‹EàH‹‹UøH‰ÐHÁàH)ÐHÁàH�‹Eô‰BéÌ   H‹EàH‹‹UüH‰ÐHÁàH)ÐHÁàHÈ‹@9Eôu}H‹EàH‹‹UøH‰ÐHÁàH)ÐHÁàHÈ‹@9Eô„‚   ÇEð    Hƒ}è t$‹uø‹Mü‹UôH‹EèA‰ðH�5    H‰Ç¸    è    H‹EàH‹‹UüH‰ÐHÁàH)ÐHÁàH�‹Eô‰Bë,ÇEð    Hƒ}è t‹Mø‹UôH‹EèH�5    H‰Ç¸    è    ƒ}ð u+Hƒ}è t$‹uü‹Mø‹UôH‹EèA‰ðH�5    H‰Ç¸    è    ƒEôH‹Eà‹@‹Uô9Â‚žüÿÿƒ}ð t)Hƒ}è tIH‹EèH‰Áº   ¾   H�    H‰Çè    ë'Hƒ}è t H‹EèH‰Áº	   ¾   H�    H‰Çè    ‹EðÉÃóúUH‰åHƒì0H‰}ØH‹EØ‹@…Àt@H‹EØ‹@‰À¾   H‰Çè    H‰ÇL�    ¹  H�    H‰ÂH�    H‰Æè    ë¸    H‰EðH‹EØ‹@…Àt@H‹EØ‹@‰À¾   H‰Çè    H‰ÇL�    ¹  H�    H‰ÂH�    H‰Æè    ë¸    H‰EøÇEà    ë‹EàH�…    H‹EðHÐÇ     ƒEàH‹EØ‹@9EàrØÇEä    ë‹EäH�…    H‹EøHÐÇ     ƒEäH‹EØ‹@9EärØÇEè   ÇEì    ë=‹EìH�…    H‹EðHÐ‹ …Àu!‹}èH‹MøH‹Uð‹uìH‹EØA‰øH‰Çè    ƒEèƒEìH‹EØ‹@9Eìr·H‹EðH‰Çè    H‹EøÉÃóúUH‰åHƒìPH‰}È‰uÄH‰U¸H‰M°D‰EÀdH‹%(   H‰Eø1À‹EÄH�…    H‹E¸HÐ‹ …Àt(H�    H‰Áº1  H�    H‰ÆH�    H‰Çè    ‹EÄH�…    H‹E¸HÐÇ    ÇEØ    éH  ƒ}ØtPƒ}ØwZƒ}Øt4ƒ}ØwNƒ}Ø tƒ}Øtë@ÇEÜ    ÇEà   ëXÇEÜ    ÇEàÿÿÿÿëHÇEÜ   ÇEà    ë8ÇEÜÿÿÿÿÇEà    ë(H�    H‰Áº<  H�    H‰ÆH�    H‰Çè    L�MèL�EÔ‹Mà‹UÜ‹uÄH‹EÈHƒìH�}ðWH‰Çè    HƒÄ‹EÔƒøÿ„€  ‹EÔH˜H�…    H‹E¸HÐ‹ …À…b  ƒ}Ø„—   ƒ}Ø‡°   ƒ}Øtdƒ}Ø‡    ƒ}Ø tƒ}Øt+é�   H‹EÈH‹‹UÄH‰ÐHÁàH)ÐHÁàHÈ‹@‰Eäé‘   H‹EÈH‹‹UÄH‰ÐHÁàH)ÐHÁàHÈ‹@‰EäënH‹EÈH‹‹UÄH‰ÐHÁàH)ÐHÁàHÈ‹@‰EäëKH‹EÈH‹‹UÄH‰ÐHÁàH)ÐHÁàHÈ‹@‰Eäë(H�    H‰ÁºH  H�    H‰ÆH�    H‰Çè    ƒ}ä xH‹EÈ‹@‹Uä9Âr(H�    H‰ÁºJ  H�    H‰ÆH�    H‰Çè    ‹EäH˜H�…    H‹E°HÂ‹EÀ‰‹EÔ‰Ç‹uÀH‹M°H‹U¸H‹EÈA‰ð‰þH‰Çè    ƒEØƒ}Ø†®ýÿÿ�H‹EødH+%(   tè    ÉÃóúUH‰åHƒìH‰}øH‹EøH‹ H‰Çè    H‹EøH‹@H‰Çè    H‹EøH‰Çè    �ÉÃ  pst_graph.c invalid vertex index invaid edge index      vertex does not belong to the edge      diagonal vertices are inconsistent!     cannot search neighbour that is not close by g->NV < g->NV_max invalid pixel indices g->NE < g->NE_max (u >= 0) && (u < g->NV_max) (v >= 0) && (v < g->NV_max) (u >= 0) && (u < g->NV) (v >= 0) && (v < g->NV) invalid edge axis        ID %d I %d J %d XM %d XP %d YM %d YP %d
 U %d V %d D %9.6f W %9.6f
 %d %d
 [%d]  checking edge consistency...
  edge %d is VTXM at U %d but not registered properly at V %d
    edge %d is VTYM at U %d but not registered properly at V %d
    edge %d :is not registered at U =  %d
  edge %d :is VTXP at V %d but not registered properly at U %d
   edge %d :is VTYP V %d but not registered properly at U %d
      edge %d :is not registered at V =  %d
 failed Edge %d ( %d -> %d)  
 OK
 FAILED !
 no mem ! marked_vertices[vertex] FALSE (ed >= 0) && (ed < g->NE)     pst_graph_get_edge_difference_and_weight        pst_graph_vertex_get_neighbour  pst_graph_add_vertex            pst_graph_add_vertex            pst_graph_add_edge              pst_graph_update_neighbours     pst_graph_update_neighbours     pst_graph_spanning_forest       pst_graph_mst_walk_recursive           €              ð?      à?       @K                           Þ              Ö:                               )r   int     *A           ˜…       ™…   ©       ©       Ø1<      3r        6	¤       7	¤       8	¤       9	¤        :	¤   (    ;	¤   0    <	¤   8    =	¤   @    @	¤   H    A	¤   P    B	¤   X    DU  `    FZ  h    Hr   p    Ir   t    JŒ   x    MQ   €    NX   ‚    O_  ƒ    Qo  ˆ    Y˜   �    [y  ˜    \ƒ       ]Z  ¨    ^	H   °    _
.   ¸    `r   À    bˆ  Ä     µ        +    P  µ   	©   o  
:     H      t      ~  	©   ˜  
:    °   ˜  <  ¢          f       ³      y           !A                    $å  Þ      	r  id Ë   x ³  y ³      	³      	³      	³      	³       	       	Á  u Ë   v Ë  d Þ  w Þ      	³       	~       	"%      	#%       	$*  NV %Ë  NE &Ë      	'Ë      	(Ë   r  Á      	.Í  "    ¯N  H    #    
=H   x  H   ˜  ˜  ³  ˜       £H   ”  .   .        er   ±  §  �  $     EÒ  ˜  ˜  A   ˜        H   é  .        
1
  ˜  ˜  ³  ˜       R        >       œ5  g R"5  ‘h /      )        û      œO  g *5  ‘¸    +Ë  ‘´    ,O  ‘¨    -T  ‘     .Ë  ‘°    i  	        d 4Þ  ‘Xw 4Þ  ‘`        ^      k 5Ë  ‘H        D      dx 6³  ‘Ldy 6³  ‘P    >³  ‘D        b      ed B³  ‘T       Ë  	°   i  
:    Y  %    T          …      œD  g 25  ‘H    O  ‘`    T  	            T  ‘h    Ë  ‘X        1         i Ë  ‘P         1       $  i Ë  ‘T         R       i Ë  ‘\  	°   T  
:    D      ×                 œë  wr ×*¢  ‘Xg ×;5  ‘P&    Ú   ‘`        n      i Û³  ‘d        L      u ÝË  ‘hv ÞË  ‘l       Ê        ø       œa  wr Ê¢  ‘Xg Ê-5  ‘P        b       B  i ÍË  ‘h         X       i ÑË  ‘l      Å        j       œ—  wr Å!¢  ‘Xe Å1*  ‘P     ½        q       œÍ  wr ½#¢  ‘hv ½5%  ‘`     ©        Ã      œd	  g ©/5  ‘X    t	  	            t	  	                ¯      i «³  ‘d        �      u ¬Ë  ‘hv ­Ë  ‘l   	°   t	  
:    d	      š        7      œ
  g š&5  ‘Hu š2Ë  ‘Dv š>Ë  ‘@d šHÞ  ‘¸w šRÞ  ‘°    š]³  ‘¬    
  	        e ŸÁ  ‘P 	°   
  
:    
      �              œ˜
  g �(5  ‘Hid �4Ë  ‘Dx �@³  ‘@y �K³  ‘¼    ¨
  	            ¨
  	        v ‘r  ‘P 	°   ¨
  
:    ˜
      €5          �       œ÷
      €%Ë  ‘\    €6Ë  ‘Xg ‚5  ‘h     5        ø      œ¶  g 65  ‘Ø|vt0 7Ë  ‘Ô|dx 8³  ‘Ð|dy 8³  ‘Ì|vt1 9Æ  ‘À|d :  ‘¸|w ;  ‘°|vt >³  ‘ø|ed ?³  ‘ü|we @Þ  ‘€}de AÞ  ‘ˆ}    Æ  	                ã      h0 Y³  ‘è|h1 Y³  ‘ì|hd0 [Þ  ‘�}hd1 [Þ  ‘˜}hw0 [Þ  ‘ }hw1 [Þ  ‘¨}v0 b³  ‘ð|v1 b³  ‘ô|vd0 dÞ  ‘°}vd1 dÞ  ‘¸}vw0 dÞ  ‘À}vw1 dÞ  ‘È}hd lÞ  ‘Hhw mÞ  ‘Pvd nÞ  ‘Xvw oÞ  ‘`  	°   Æ  
:    ¶      $        °      œ9  g $<5  ‘Hv $HË  ‘De $S³  ‘@d $^  ‘¸w $i  ‘°    I  	         	°   I  
:   ( 9    :;9I8  4 :!;9I   :!;9I   I   !I   :;9I  $ >    	I  
! I/   :!	;9I8  4 I4  4 :!;9I  & I  .?:!;9!'@|  :;9   :!;9I  4 :!;9I   <  .?:;9'I<   :!;9I     :!;9I  7 I  (   .?:;9'‡<  .?:!;9!'@|  .?:!;9'I@|  %     $ >    :;9  !>I:;9  ".?:;9'<  #.?:;9'I<  $   %.?:;9'I@|  &4 :;9I   ,                     Þ                      É    ~   û                                                                                             	        $É º(gºº	wX Ö(‚È.Y‚Èž!‚È<Y‚ÈžX æ(‚ÈžÊ
<AåŸŸ»¼¬�.’ �‘žf‘, �3 ¬7 ò  .h �‘žf‘, �3 ¬7 ò  <h �‘žf‘, �3 ¬7 ò  .h �‘žf‘, �3 ¬7 ò  <	h1¬�.“ž¼ºää	æDf XLž¼ºää	æFf XJf X f) X ò(äK&("(tKäK&("(tLf X»f X¼äÉäää¬ÉÈ  X$ ä X	 ç
(å»»i$!×­­Ÿ"Ÿ ¬u  ƒK2ƒ  ( f f f f
(	gg'g!t<<<<<=t� ×
tŸ?#  ( º( º	(ggŸŸg‚�‚×
tŸ?ótY‚ÈY‚È	g º( º(‚È<Kt!Jgt!J®‚È<Yt!Jgt!J …$ r( J t¬M=Z?=S?=&t	/'É1t	& , J t\t	/%É,‚	t&  J t\M= tåutZ‚ÈY‚Èit<
<’t<<‘uu$t#J¯t<<Yt<<‘uu$t#J†u tËt<
<’t<<‘uu$t#J¯t<<Yt<<‘u! t$t#J†u t	Êg t% N$ J t6¬g t" tæ=1ò ¬ @ XK ¬ @ XKt; .?  & f J tYt8 .<  & f J tYut/<K»& G J t^»K	.Öå t( it	Z&!t't/!t't/!t't/!t't /	(*<"‘X„#5-t <<f#Y-t <<f#/-t <<f#/-t <<f /( f Ö("<Y" iò Jžiòtƒ‚ƒ» pst_edge_t teste _shortbuf _IO_lock_t edges _IO_buf_end __FUNCTION__ pst_graph_write _IO_write_end unsigned int _freeres_list _flags pst_graph_free __int32_t _markers axis calloc uint32_t TRUE _IO_save_end float _IO_codecvt malloc pst_graph_new programerror long long unsigned int pst_graph_spanning_forest NE_max vertex pst_graph_write_edge _IO_backup_base _offset pst_vertex_t checknotnull fprintf _fileno NV_max size_t neighbour bool_t _IO_read_base free pst_graph_t num_tree char _mode pst_graph_update_neighbours marked_edges _IO_marker _IO_read_ptr _IO_write_base long long int pst_graph_add_vertex _IO_save_base marked_vertices vtxm vtxp _freeres_buf __pad5 vtym vtyp _vtable_offset pst_graph_get_edge_difference_and_weight GNU C99 13.3.0 -mtune=generic -march=x86-64 -ggdb -std=gnu99 -fpcc-struct-return -ffloat-store -frounding-math -fasynchronous-unwind-tables -fstack-protector-strong -fstack-clash-protection -fcf-protection _IO_read_end short int pst_graph_add_edge long int _IO_wide_data FALSE pst_graph_mst_walk_recursive vertices _wide_data _lock long unsigned int _old_offset _IO_FILE int32_t pst_graph_vertex_get_neighbour __assert_fail unsigned char __uint32_t _IO_write_ptr pst_graph_write_vertex _codecvt __off_t signed char short unsigned int __PRETTY_FUNCTION__ double _chain FILE _flags2 _cur_column pst_graph_check_consistency __off64_t _unused2 _IO_buf_base pst_graph.c /home/stolfi/programs/c/JSLIBS/libpstzin1 /home/stolfi/programs/c/JSLIBS/libpstzin1 /usr/lib/gcc/x86_64-linux-gnu/13/include /usr/include/x86_64-linux-gnu/bits /usr/include/x86_64-linux-gnu/bits/types /home/stolfi/include . /usr/include pst_graph.c pst_graph.c stddef.h types.h struct_FILE.h FILE.h stdint-intn.h stdint-uintn.h bool.h pst_graph.h affirm.h stdlib.h stdio.h assert.h  GCC: (Ubuntu 13.3.0-6ubuntu2~24.04) 13.3.0            GNU   À                 zR x�            °   E†C§    <       ø   E†Cï    \       �    E†C„     |          E†C
    œ       7   E†C.    ¼       Ã   E†Cº    Ü       q    E†Ch     ü       j    E†Ca           ø    E†Cï     <         E†C    \      …   E†C|    |      û   E†Cò    œ      >    E†Cu                               ñÿ                                                                        )            Ð             +     ð             A                  P     0             f     P             |     p             ‹     �             š     °                                                                                                                           °             °      Ù                      æ     °      ø                               ¨	      �       $                     +    5
            @                     N    H      7      a          Ã      }    B      q       ”                     œ    ³      j       ±          ø       Á                Ý                     ä           …      þ                                              ¥      û      9                     /           >        pst_graph.c __FUNCTION__.8 __FUNCTION__.7 __PRETTY_FUNCTION__.6 __FUNCTION__.5 __PRETTY_FUNCTION__.4 __PRETTY_FUNCTION__.3 __FUNCTION__.2 __FUNCTION__.1 __PRETTY_FUNCTION__.0 pst_graph_get_edge_difference_and_weight programerror pst_graph_vertex_get_neighbour __stack_chk_fail pst_graph_new malloc pst_graph_add_vertex __assert_fail pst_graph_add_edge pst_graph_update_neighbours pst_graph_write_vertex fprintf pst_graph_write_edge pst_graph_write pst_graph_check_consistency fwrite pst_graph_spanning_forest calloc checknotnull pst_graph_mst_walk_recursive pst_graph_free   -             œ      <             üÿÿÿÿÿÿÿF                    N             üÿÿÿÿÿÿÿ†             œ      •             üÿÿÿÿÿÿÿŸ                    §             üÿÿÿÿÿÿÿ=            Ì      \            œ      k            üÿÿÿÿÿÿÿu            4       }            üÿÿÿÿÿÿÿ            üÿÿÿÿÿÿÿû            üÿÿÿÿÿÿÿR            üÿÿÿÿÿÿÿ            üÿÿÿÿÿÿÿo            üÿÿÿÿÿÿÿ             Ì      ¯            üÿÿÿÿÿÿÿ¹            \       Á            üÿÿÿÿÿÿÿ            Ü      6            Ü      f            ä      À            Ü      è            Ü                  ä      	            ì      #	            Ì      2	            üÿÿÿÿÿÿÿ<	            „       D	            üÿÿÿÿÿÿÿ¢	            üÿÿÿÿÿÿÿÀ	            üÿÿÿÿÿÿÿ
            üÿÿÿÿÿÿÿ 
            üÿÿÿÿÿÿÿc
            ì      r
            üÿÿÿÿÿÿÿ|
            ±       „
            üÿÿÿÿÿÿÿ£
                  ²
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                    H      À                   à             B                   ³                         @                  `                   €            ¥                           .symtab .strtab .shstrtab .rela.text .data .bss .rodata .rela.debug_info .debug_abbrev .rela.debug_aranges .rela.debug_line .debug_str .debug_line_str .comment .note.GNU-stack .note.gnu.property .rela.eh_frame                                                                                            @       Þ                                   @               ¸D      ¨                          &                                                          ,                                                          1                            ø                              >                            O                             9      @               `Q      p                          J                      g+      \                             ]                      Ã-      0                              X      @               Ð_      0          	                 q                      ó-      Í                             l      @                `                                }      0               À5      h                            ˆ      0               (;      Š                            ˜      0               ²<      ,                             ¡                      Þ<                                     ±                     à<                                     É                      =      ¸                             Ä      @               b      8                                                ¸>      À                          	                      xB      >                                                   Hc      Ó                              /0              0           0     0     644     13776     `
ELF          >                    0          @     @   óúUH‰å‰}ü‰uø‰Uô‰Mðƒ}ø x‹Eø;Eð~¸ÿÿÿÿë#ƒ}ü x‹Eü;Eô~¸ÿÿÿÿë‹Eø¯Eô‰Â‹EüÐ]ÃóúUH‰åHƒì ‰}ü‰uø‰UôH‰MèL‰Eàƒ}ø ~ƒ}ô (H�    H‰Áº&   H�    H‰ÆH�    H‰Çè    ƒ}ü x‹Eø¯Eô9Eü|H‹EàÇ ÿÿÿÿH‹Eà‹H‹Eè‰ë‹Eü™÷}øH‹Eè‰‹Eü™÷}ø‰ÂH‹Eà‰��ÉÃóúUH‰åH�ì°   H‰½hÿÿÿH‰µ`ÿÿÿ‰•\ÿÿÿ‰�XÿÿÿD‰…TÿÿÿD‰�PÿÿÿH‹…hÿÿÿH‹@‰EˆHƒ½`ÿÿÿ t=H‹…`ÿÿÿH‹P‹EˆH˜H9Ât(H�    H‰Áº6   H�    H‰ÆH�    H‰Çè    H‹…hÿÿÿH‹@‰EŒHƒ½`ÿÿÿ t=H‹…`ÿÿÿH‹P‹EŒH˜H9Ât(H�    H‰Áº8   H�    H‰ÆH�    H‰Çè    ƒ½Xÿÿÿ x]ƒ½Tÿÿÿ xT‹…Xÿÿÿ;Eˆ}I‹…Tÿÿÿ;EŒ}>‹�Tÿÿÿ‹•Xÿÿÿ‹µ\ÿÿÿH‹…hÿÿÿH‰Çè    f~À‰…xÿÿÿfïÀóZ…xÿÿÿòEÀë	fïÀòEÀòEÀòEàƒ½Pÿÿÿ xTƒ} xN‹…Pÿÿÿ;Eˆ}C‹E;EŒ};‹M‹•Pÿÿÿ‹µ\ÿÿÿH‹…hÿÿÿH‰Çè    f~À‰…|ÿÿÿfïÀóZ…|ÿÿÿòEÈë	fïÀòEÈòEÈòEèƒ½Xÿÿÿ xoƒ½Tÿÿÿ xf‹…Xÿÿÿ;Eˆ}[‹…Tÿÿÿ;EŒ}PHƒ½`ÿÿÿ t7‹�Tÿÿÿ‹•XÿÿÿH‹…`ÿÿÿ¾    H‰Çè    f~À‰E€fïÀóZE€òEÐëò    òEÐë	fïÀòEÐòEÐòEðƒ½Pÿÿÿ xfƒ} x`‹…Pÿÿÿ;Eˆ}U‹E;EŒ}MHƒ½`ÿÿÿ t4‹M‹•PÿÿÿH‹…`ÿÿÿ¾    H‰Çè    f~À‰E„fïÀóZE„òEØëò    òEØë	fïÀòEØòEØòEøòEðòYEàòE�òEøòYEèòE˜òE�òXE˜òE òE ò    ò^ÁòE¨H‹EòE¨ò òEðòXEøòE°òE°ò    ò^ÁòE¸H‹E òE¸ò �ÉÃóúUH‰åH�ì    H‰½hÿÿÿH‰µ`ÿÿÿdH‹%(   H‰Eø1ÀH‹…hÿÿÿH‹ Hƒøt(H�    H‰ÁºF   H�    H‰ÆH�    H‰Çè    H‹…hÿÿÿH‹@‰…|ÿÿÿH‹…hÿÿÿH‹@‰E€‹…|ÿÿÿƒÀ‰E„‹E€ƒÀ‰EˆHƒ½`ÿÿÿ „�   H‹…`ÿÿÿH‹ Hƒøt(H�    H‰ÁºN   H�    H‰ÆH�    H‰Çè    ‹…|ÿÿÿHcÐH‹…`ÿÿÿH‹@H9Âu‹E€HcÐH‹…`ÿÿÿH‹@H9Ât(H�    H‰ÁºO   H�    H‰ÆH�    H‰Çè    ‹E„¯Eˆ‰EŒ‹E„¯EˆÀ+E„+Eˆ‰E�‹U�‹EŒ‰Ö‰Çè    H‰EðÇ…tÿÿÿ    é¨  Ç…xÿÿÿ    éƒ  ‹Mˆ‹U„‹µtÿÿÿ‹…xÿÿÿ‰Çè    ‰E”ƒ}” x‹E”;EŒr(H�    H‰ÁºZ   H�    H‰ÆH�    H‰Çè    ‹u”‹�tÿÿÿ‹•xÿÿÿH‹EðH‰Çè    ‹…xÿÿÿD�@ÿ‹…tÿÿÿ�xÿ‹…xÿÿÿ�PÿH‹µ`ÿÿÿH‹…hÿÿÿHƒìH�M¨QH�M Q‹�tÿÿÿQE‰ÁA‰ø‰Ñº    H‰Çè    HƒÄ òE¨òEÀòEÀfïÉf/Á†’   ‹…xÿÿÿ�xÿ‹Mˆ‹U„‹…tÿÿÿ‰Æè    ‰E˜ƒ}˜ x‹E˜;EŒr(H�    H‰Áºb   H�    H‰ÆH�    H‰Çè    òE¨òEÈòE òEÐ‹U˜‹u”òEÈH‹}ÐH‹Eð¹    f(ÈfHnÇH‰Çè    ‹…tÿÿÿ�xÿ‹…tÿÿÿD�Pÿ‹…xÿÿÿ�PÿD‹…xÿÿÿH‹µ`ÿÿÿH‹…hÿÿÿHƒìH�M¸QH�M°QWE‰ÁE‰Ð‰Ñº   H‰Çè    HƒÄ òE¸òEØòEØfïÉf/Á†’   ‹…tÿÿÿ�pÿ‹Mˆ‹U„‹…xÿÿÿ‰Çè    ‰Eœƒ}œ x‹Eœ;EŒr(H�    H‰Áºk   H�    H‰ÆH�    H‰Çè    òE¸òEàòE°òEè‹Uœ‹u”òEàH‹}èH‹Eð¹   f(ÈfHnÇH‰Çè    ƒ…xÿÿÿ‹…xÿÿÿ;E„Œnýÿÿƒ…tÿÿÿ‹…tÿÿÿ;EˆŒIýÿÿH‹EðH‰Çè    H‹EðH‹UødH+%(   tè    ÉÃ           pst_graph_from_maps.c invalid image size W->sz[1] == NX W->sz[2] == NY IG->sz[0] == 2 IW->sz[0] == 1    (NX == IW->sz[1]) && (NY == IW->sz[2]) (ioo >= 0) && (ioo < NV_max) (imo >= 0) && (imo < NV_max) (iom >= 0) && (iom < NV_max)           pst_graph_restore_vertex_index                  pst_graph_interpolate_two_samples                               pst_graph_create_from_gradient_and_weight_maps        ð?       @q                           •                                      )d   int     *5       ,ƒ           -.       –   �           X       w       ®       k       Š               Þ       º       Þ       @[  sz [   st k  bp   0    {  8 	ø   k  
.    	  {  
.    ê             ð  id Ò    x ®   y ®       ®       ®       ®       ®        Œ       C  u Ò    v Ò   d ñ   w ñ       ®        ü       "©      #©       $®  NV %Ò   NE &Ò       'Ò       (Ò    ð  C      .O      ]Ð  Ð   ³      Aÿ  Ð  Ò   Ò   ñ   ñ   ®        58  8  8  ®   ®   ®   ®   ®   =  =   €  ñ       6b  Ð  Ò   ®   ®        0Ð  }  Ò   Ò        >ê   ¢  8  ®   ®   ®        	EÃ  ¢   ¢   5   ¢        
1ä  ¢   ¢   ®   ¢        DÐ          P      œ{  IG DL8  ‘Ø~IW D_8  ‘Ð~    ‹  	        NX G®   ‘ì~NY H®   ‘ð~    J®   ‘ô~    K®   ‘ø~    RÒ   ‘ü~    SÒ   ‘€g UÐ  ‘`        Æ      y W®   ‘ä~        ¡      x X®   ‘è~        |      ioo Y®   ‘„dxm ^ñ   ‘�wxm ^ñ   ‘˜dym gñ   ‘ wym gñ   ‘¨        ’       V  imo a®   ‘ˆ         ’       iom j®   ‘Œ     	�   ‹  
.   . {      -        \      œ†  I .8  ‘Ø~W .'8  ‘Ð~c /®   ‘Ì~x0 0®   ‘È~y0 0®   ‘Ä~x1 1®   ‘À~y1 1®   ‘ v 2=  ‘w 2=  ‘NX 5®   ‘ø~    –  	        NY 7®   ‘ü~v0 :ñ   ‘Pv1 ;ñ   ‘Xw0 <ñ   ‘`w1 =ñ   ‘h 	�   –  
.   ! †      $        ›       œ  id $-®   ‘lNX $9®   ‘hNY $E®   ‘dix $RÍ   ‘Xiy $_Í   ‘P      	         	�     
.          	®           N       œix 0®   ‘liy <®   ‘hNX H®   ‘dNY T®   ‘`   I   :!;9I  4 :!;9I   :;9I  $ >   :;9I8   :;9I8   !I  	I  
! I/  & I  :;9  .?:;9!'<  4 :!;9I    4 I4  .?:;9'I<  .?:;9'‡<  .?:!;9!'@|  %  $ >  .?:;9'I@|    .?:;9'I@z   ,                     •                      ,    g   û                                                                         	        = f* ‚X/ f* ‚X/�Y1» f f(  f tYžf„t'f#�g	J!7¬	= ž J!(¬	= ž JI( �) �7 ¬K ¬I + . 
�IŸ �) f7 ¬K ‚I ( . 
�IŸ �) �7 ¬I ¬\ 	žI 'Ö 
.È . �IŸ �) f7 ¬I ‚\ 	žI $Ö 
.È . �¡äää	XÉä	XÉ?ºå ò!(¬!g¬>»’	× ò( ‚ X&(t)=#t0.7<<>0žY	žY­ f ‚(¢Xž/× f ‚(=Yž/× f ‚(( l= t$ ã tä»K pst_graph_restore_vertex_index vtym pst_graph_create_from_gradient_and_weight_maps short int vertices __PRETTY_FUNCTION__ pst_graph_update_neighbours long long int float_image_t vtxm int64_t pst_graph_add_edge pst_graph_t pst_graph_interpolate_two_samples NY_Z float sample long int pst_vertex_t __FUNCTION__ axis NX_Z pst_graph_new ix_size_t unsigned char pst_interpolate_four_samples signed char uint64_t long long unsigned int uint32_t unsigned int pst_graph_add_vertex ix_step_t float_image_get_sample char int32_t short unsigned int __uint64_t vtyp long unsigned int ix_pos_t __uint32_t programerror vtxp NV_max __int32_t NE_max GNU C99 13.3.0 -mtune=generic -march=x86-64 -ggdb -std=gnu99 -fpcc-struct-return -ffloat-store -frounding-math -fasynchronous-unwind-tables -fstack-protector-strong -fstack-clash-protection -fcf-protection edges double __int64_t __assert_fail pst_edge_t pst_graph_compute_vertex_index pst_graph_from_maps.c /home/stolfi/programs/c/JSLIBS/libpstzin1 /home/stolfi/programs/c/JSLIBS/libpstzin1 /usr/include/x86_64-linux-gnu/bits /home/stolfi/include . /usr/include pst_graph_from_maps.c pst_graph_from_maps.c types.h stdint-intn.h stdint-uintn.h ix_types.h float_image.h pst_graph.h pst_interpolate.h assert.h affirm.h  GCC: (Ubuntu 13.3.0-6ubuntu2~24.04) 13.3.0                GNU   À                 zR x�            N    E†CE     <       ›    E†C’     \       \   E†CS    |       P   E†CG                             ñÿ                                                                 ð              &            "       <     `      /                                                                                                                     R             N       q     N       ›       �                      �     é       \      ¿                      Í                      ä     E      P                           !                     6                     S                     f                     ‚                      pst_graph_from_maps.c __FUNCTION__.2 __PRETTY_FUNCTION__.1 __PRETTY_FUNCTION__.0 pst_graph_compute_vertex_index pst_graph_restore_vertex_index programerror pst_graph_interpolate_two_samples __assert_fail float_image_get_sample pst_graph_create_from_gradient_and_weight_maps pst_graph_new pst_graph_add_vertex pst_interpolate_four_samples pst_graph_add_edge pst_graph_update_neighbours __stack_chk_fail      z             ì       ‰             üÿÿÿÿÿÿÿ“                    ›             üÿÿÿÿÿÿÿP                  _            üÿÿÿÿÿÿÿi            %       q            üÿÿÿÿÿÿÿ¥                  ´            üÿÿÿÿÿÿÿ¾            4       Æ            üÿÿÿÿÿÿÿ            üÿÿÿÿÿÿÿ            üÿÿÿÿÿÿÿ            üÿÿÿÿÿÿÿ             Œ      ƒ            üÿÿÿÿÿÿÿ¢            Œ      ö            ”      (            ”      „            \      “            üÿÿÿÿÿÿÿ�            C       ¥            üÿÿÿÿÿÿÿþ            \                  üÿÿÿÿÿÿÿ            R                   üÿÿÿÿÿÿÿU            \      d            üÿÿÿÿÿÿÿn            d       v            üÿÿÿÿÿÿÿ¡            üÿÿÿÿÿÿÿÜ            üÿÿÿÿÿÿÿô            \                  üÿÿÿÿÿÿÿ            ‹                   üÿÿÿÿÿÿÿ0            üÿÿÿÿÿÿÿ„            üÿÿÿÿÿÿÿÁ            üÿÿÿÿÿÿÿÙ            \      è            üÿÿÿÿÿÿÿò            ¨       ú            üÿÿÿÿÿÿÿ7            üÿÿÿÿÿÿÿŒ            üÿÿÿÿÿÿÿÉ            üÿÿÿÿÿÿÿá            \      ð            üÿÿÿÿÿÿÿú            Å                   üÿÿÿÿÿÿÿ?            üÿÿÿÿÿÿÿw            üÿÿÿÿÿÿÿ�            üÿÿÿÿÿÿÿ       
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ELF          >                    @B          @     @   óúUH‰åH�ì   H‰½þÿÿ‰µþÿÿ‰• þÿÿdH‹%(   H‰Eø1À‹…þÿÿ¯… þÿÿ‰…LþÿÿH‹…þÿÿ‹@…ÀtCH‹…þÿÿ‹@‰À¾   H‰Çè    H‰ÇL�    ¹   H�    H‰ÂH�    H‰Æè    ë¸    H‰E¨H‹…þÿÿ‹@…ÀtCH‹…þÿÿ‹@‰À¾P   H‰Çè    H‰ÇL�    ¹   H�    H‰ÂH�    H‰Æè    ë¸    H‰E°Ç… þÿÿ    Ç…$þÿÿ    éU  ‹• þÿÿH‰ÐHÁàHÐHÁàH‰ÂH‹E°HÐH‰EèÇ…(þÿÿ    H‹EèfïÀò@@H‹Eè‹•(þÿÿ‹�$þÿÿ‰L�H‹Eè‹•(þÿÿHƒÂò    òDÐƒ…(þÿÿ‹…$þÿÿH�…    H‹E¨HÂ‹… þÿÿ‰H‹…þÿÿH‹‹•$þÿÿH‰ÐHÁàH)ÐHÁàHÈH‰EðH‹Eð‹@ƒøÿ•À¶À‰…dþÿÿH‹Eð‹@ƒøÿ•À¶À‰…hþÿÿH‹Eð‹@ƒøÿ•À¶À‰…lþÿÿH‹Eð‹@ƒøÿ•À¶À‰…pþÿÿ‹•dþÿÿ‹…hþÿÿÂ‹…lþÿÿÂ‹…pþÿÿÐ‰…tþÿÿƒ½tþÿÿ „ø  ƒ½hþÿÿ „M  H�½xþÿÿH��þÿÿ‹µ$þÿÿH‹…þÿÿHƒìH�•€þÿÿRI‰ùI‰È¹    ºÿÿÿÿH‰Çè    HƒÄ‹…þÿÿƒøÿu(H�    H‰Áº2   H�    H‰ÆH�    H‰Çè    ‹…þÿÿ‰ÁH‹Eè‹•(þÿÿ‰L�ò…€þÿÿò…ˆþÿÿò…ˆþÿÿó~    fWÁò…�þÿÿH‹Eè‹•(þÿÿHƒÂò…�þÿÿòDÐH‹Eèò@@ò…˜þÿÿò…€þÿÿò… þÿÿò…xþÿÿò…¨þÿÿò… þÿÿòY…¨þÿÿò…°þÿÿò…˜þÿÿòX…°þÿÿò…¸þÿÿH‹Eèò…¸þÿÿò@@ƒ…(þÿÿƒ½dþÿÿ „M  H�½xþÿÿH��þÿÿ‹µ$þÿÿH‹…þÿÿHƒìH�•€þÿÿRI‰ùI‰È¹    º   H‰Çè    HƒÄ‹…þÿÿƒøÿu(H�    H‰Áº<   H�    H‰ÆH�    H‰Çè    ‹…þÿÿ‰ÁH‹Eè‹•(þÿÿ‰L�ò…€þÿÿò…Àþÿÿò…Àþÿÿó~    fWÁò…ÈþÿÿH‹Eè‹•(þÿÿHƒÂò…ÈþÿÿòDÐH‹Eèò@@ò…Ðþÿÿò…€þÿÿò…Øþÿÿò…xþÿÿò…àþÿÿò…ØþÿÿòY…àþÿÿò…èþÿÿò…ÐþÿÿòX…èþÿÿò…ðþÿÿH‹Eèò…ðþÿÿò@@ƒ…(þÿÿƒ½pþÿÿ „M  H�½xþÿÿH��þÿÿ‹µ$þÿÿH‹…þÿÿHƒìH�•€þÿÿRI‰ùI‰È¹ÿÿÿÿº    H‰Çè    HƒÄ‹…þÿÿƒøÿu(H�    H‰ÁºF   H�    H‰ÆH�    H‰Çè    ‹…þÿÿ‰ÁH‹Eè‹•(þÿÿ‰L�ò…€þÿÿò…øþÿÿò…øþÿÿó~    fWÁò… ÿÿÿH‹Eè‹•(þÿÿHƒÂò… ÿÿÿòDÐH‹Eèò@@ò…ÿÿÿò…€þÿÿò…ÿÿÿò…xþÿÿò…ÿÿÿò…ÿÿÿòY…ÿÿÿò… ÿÿÿò…ÿÿÿòX… ÿÿÿò…(ÿÿÿH‹Eèò…(ÿÿÿò@@ƒ…(þÿÿƒ½lþÿÿ „M  H�½xþÿÿH��þÿÿ‹µ$þÿÿH‹…þÿÿHƒìH�•€þÿÿRI‰ùI‰È¹   º    H‰Çè    HƒÄ‹…þÿÿƒøÿu(H�    H‰ÁºP   H�    H‰ÆH�    H‰Çè    ‹…þÿÿ‰ÁH‹Eè‹•(þÿÿ‰L�ò…€þÿÿò…0ÿÿÿò…0ÿÿÿó~    fWÁò…8ÿÿÿH‹Eè‹•(þÿÿHƒÂò…8ÿÿÿòDÐH‹Eèò@@ò…@ÿÿÿò…€þÿÿò…Hÿÿÿò…xþÿÿò…Pÿÿÿò…HÿÿÿòY…Pÿÿÿò…Xÿÿÿò…@ÿÿÿòX…Xÿÿÿò…`ÿÿÿH‹Eèò…`ÿÿÿò@@ƒ…(þÿÿfïÀòE Ç…,þÿÿ   é‡   H‹Eè‹•,þÿÿHƒÂòDÐò…hÿÿÿfïÀf/…hÿÿÿw(H�    H‰ÁºW   H�    H‰ÆH�    H‰Çè    H‹Eè‹•,þÿÿHƒÂòDÐò…pÿÿÿòE ò\…pÿÿÿòE ƒ…,þÿÿ‹…,þÿÿ;…(þÿÿ‚gÿÿÿòE fïÉf/Áw(H�    H‰ÁºX   H�    H‰ÆH�    H‰Çè    Ç…0þÿÿ   ëNH‹Eè‹•0þÿÿHƒÂòDÐò…xÿÿÿò…xÿÿÿò^E òE€H‹Eè‹•0þÿÿHƒÂòE€òDÐƒ…0þÿÿ‹…0þÿÿ;…(þÿÿr¤H‹Eèò@@òEˆòEˆò^E òE�H‹EèòE�ò@@H‹Eè‹•(þÿÿ‰ƒ… þÿÿë‹…$þÿÿH�…    H‹E¨HÐÇ ÿÿÿÿƒ…$þÿÿH‹…þÿÿ‹@9…$þÿÿ‚•÷ÿÿÇ…4þÿÿ    é`  ‹•4þÿÿH‰ÐHÁàHÐHÁàH‰ÂH‹E°HÐH‰EØH‹EØ‹ ‰…TþÿÿÇ…8þÿÿ    Ç…<þÿÿ    éô   H‹EØ‹•<þÿÿ‹D�‰…Xþÿÿ‹…XþÿÿH�…    H‹E¨HÐ‹ ‰…\þÿÿƒ½\þÿÿ ˆ¯   ‹…8þÿÿ‰…`þÿÿ‹�\þÿÿH‹EØ‹•`þÿÿHcÒ‰L�H‹EØ‹•<þÿÿHƒÂòDÐòE˜H‹EØ‹•`þÿÿHcÒHƒÂòE˜òDÐH‹EØ‹•`þÿÿHcÒHƒÂòDÐòEàòEàf.Eà{(H�    H‰Áºp   H�    H‰ÆH�    H‰Çè    ƒ…8þÿÿƒ…<þÿÿ‹…<þÿÿ;…Tþÿÿ‚úþÿÿH‹EØ‹•8þÿÿ‰ƒ…4þÿÿ‹…4þÿÿ;… þÿÿ‚Žþÿÿƒ½ þÿÿ t=‹… þÿÿ¾   H‰Çè    H‰ÇL�    ¹x   H�    H‰ÂH�    H‰Æè    ë¸    H‰E¸ƒ½ þÿÿ t=‹… þÿÿ¾   H‰Çè    H‰ÇL�    ¹y   H�    H‰ÂH�    H‰Æè    ë¸    H‰EÀƒ½Lþÿÿ t?‹…LþÿÿH˜¾   H‰Çè    H‰ÇL�    ¹z   H�    H‰ÂH�    H‰Æè    ë¸    H‰EÈÇ…@þÿÿ    ë"‹…@þÿÿH�…    H‹EÈHÐÇ ÿÿÿÿƒ…@þÿÿ‹…Lþÿÿ9…@þÿÿrÐÇ…Dþÿÿ    Ç…Hþÿÿ    éÂ  ‹…HþÿÿH�…    H‹E¨HÐ‹ …Àˆœ  ‹…HþÿÿH�…    H‹E¨HÐ‹ ‰…PþÿÿH‹…þÿÿH‹‹•HþÿÿH‰ÐHÁàH)ÐHÁàHÈ‹ ‰ÇH�µ€þÿÿH��xþÿÿ‹• þÿÿ‹…þÿÿI‰ð‰Æè    ‹…xþÿÿ…Àx‹…xþÿÿ9…þÿÿ(H�    H‰Áº‚   H�    H‰ÆH�    H‰Çè    ‹…€þÿÿ…Àx‹…€þÿÿ9… þÿÿ(H�    H‰Áºƒ   H�    H‰ÆH�    H‰Çè    ‹�xþÿÿ‹…DþÿÿH�…    H‹E¸HÐ‰Ê‰‹�€þÿÿ‹…DþÿÿH�…    H‹EÀHÐ‰Ê‰‹…PþÿÿÁø…Àt(H�    H‰Áº†   H�    H‰ÆH�    H‰Çè    H‹…þÿÿH‹‹•HþÿÿH‰ÐHÁàH)ÐHÁàHÈ‹ ‰ÀH�…    H‹EÈHÂ‹…Pþÿÿ‰ƒ…Dþÿÿƒ…HþÿÿH‹…þÿÿ‹@9…Hþÿÿ‚(þÿÿ‹…Dþÿÿ;… þÿÿt(H�    H‰Áº‹   H�    H‰ÆH�    H‰Çè    H‹E¨H‰Çè    L‹E¸H‹}ÈH‹M°‹• þÿÿ‹µ þÿÿ‹…þÿÿHƒìÿuÀM‰ÁI‰ø‰Çè    HƒÄH‰EÐH‹EÐH‹UødH+%(   tè    ÉÃóúUH‰åHƒì@H‰}èH‰uàH‰UØ‰MÔòEÈD‰EÐD‰MÄH‹Eà‹ ‰Çè    H‰EøH‹UøH‹MØH‹EàH‰ÎH‰Çè    D‹MÄD‹EÐH‹MÈ‹UÔH‹uøH‹EàHƒìj j ‹}WfHnÁ‰Ñº    H‰Çè    HƒÄ H‹UØH‹MøH‹EàH‰ÎH‰Çè    H‹EøH‰Çè    �ÉÃpst_graph_integrate.c no mem vxm != -1 vxp != -1 vym != -1 vyp != -1 eqk->cf[j] < 0 wtot > 0 !isnan(eqk->cf[j]) (x >= 0) && (x < NX_Z) (y >= 0) && (y < NY_Z) (k >> 30) == 0 count_idx == N     pst_graph_build_integration_system                              pst_graph_build_integration_system            ð?       €        ­
                           `              Ö:                               )r   int     *A       ,‘           -:       ¤   «           f       …       ¼       y       ˜           A   !                $  ÿ       –  id à    x ¼   y ¼       ¼       ¼       ¼       ¼        2       é  u à    v à   d ÿ   w ÿ       ¼        ¢       "O      #O       $T  NV %à   NE &à       'à       (à    –  é      .õ      ì       È       ì       @	È  sz 	È   st 	Ø  bp 	}  0    	è  8 e  Ø  :    q  è  :    ø       	‰  í      P
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#Û     j  à       
$v      
8ã    à   ÿ   !  à   -   Ë      ô"    -  ù       
?`    -  Æ  à   ÿ   !  !  !  à   `   ×      ó€    ù  -       Ð	-  –  à        
2  Ê  ¼   ¼   à   Á  Û   Æ  Æ       ¯Ý  H          ¼   ¼   ¼   Û   Û        E#  °   °   A   °        LR  R  à   ¼   ¼   Û   -  -   Y      =H   �  H   °   °   ¼   °        £H   �  .   .        ”        ±       œ5  g •R  ‘XS –  ‘POZ —ù  ‘H    ˜à   ‘D    ™ÿ   ‘¸    š!  ‘@    ›!  ‘´    œ!  ‘ Z ž-  ‘h               ¯      œ›
  g ?R  ‘ø{    J¼   ‘ô{    X¼   ‘ð{	    ¼   ‘¼|	    Û   ‘˜    «
  	        eq Á  ‘ N à   ‘�|    «
  	        col xÆ  ‘¨row yÆ  ‘°ix zÛ   ‘¸S �  ‘@
        z      0	  i à   ‘”|        N      eqk   Á  ‘Xnt "à   ‘˜|v &O  ‘`	    'à   ‘Ô|	    (à   ‘Ø|	    )à   ‘Ü|	    *à   ‘à|	    ,à   ‘ä|        ö      	    Vÿ   ‘�
        M      "  vxm /¼   ‘Œ|dxm 0ÿ   ‘è|wxm 0ÿ   ‘ð| 
        M      e  vxp 9¼   ‘Œ|dxp :ÿ   ‘è|wxp :ÿ   ‘ð| 
        M      ¨  vym C¼   ‘Œ|dym Dÿ   ‘è|wym Dÿ   ‘ð| 
        M      ë  vyp M¼   ‘Œ|dyp Nÿ   ‘è|wyp Nÿ   ‘ð| 
        ¨       	  j Wà   ‘œ|         h       j Yà   ‘ |    
        �      ü	  k bà   ‘¤|        Y      eqk c Á  ‘Hnt dà   ‘Ä|mt eà   ‘¨|              i fà   ‘¬|        í       xyi hà   ‘È|ki j¼   ‘Ì|        ¯       j m¼   ‘Ð|             c      	    |à   ‘´|
        <       @
  xy {à   ‘°|         ç      xy }à   ‘¸|        œ      k ¼   ‘À|x €¼   ‘è|y €¼   ‘ð|    «   «
  :   " ›
    I  4 :!;9I   :;9I8   :;9I  $ >   !I   :;9I8    	4 :!;9I  
   :!;9I  :;9  I  ! I/  .?:;9!'<   :!;9I  .?:;9'I<  & I  (   4 I4  %     $ >  >I:;9  '  .?:;9'<  .?:;9'‡<  .?:;9'I<  .?:;9'@|  .?:;9'I@|   ,                     `                      D    ‰   û                                                                                                     	        "å/ Ö C X!N Ö C XKŸž*Y f®ŸÉ&<0¬uJf/(ž<'utf'‘tf'‘tf'‘tf*’3Ö‚×ÉËC ¬(‚×,­!8)vËC ¬(‚×,­!8)vËC ¬(‚×,­!8)vËC ¬(‚×,­!8)v‘ž1 X *X (M ¬+  $ t! ä(ž8 .; ¬+ +$ t×Ö»»“J& @f t žÃ ºž*Y f­»Ÿ	žZ >JƒÊ»f%‚­ ((' ut  t " nº t  � = XK � = XK � ? XK	ž5 .: J- f" t×Ÿ	žYf#ƒJ:„DžHf.& ž Ö( ž Ö"(f"J ."/f"J ./ È(ž#fJ(äƒ, ut$ t" ž	º Ö(¼:KX(g;g» pst_graph_restore_vertex_index vtym FALSE vtyp short int size_t ind_ix pst_imgsys_solution_report_proc_t __PRETTY_FUNCTION__ has_xm float_image_t has_ym has_xp has_yp int64_t pst_imgsys_from_eqs pst_graph_solve_system pst_graph_t free para NY_Z float pst_slope_map_copy_height_map_to_sol_vec long long int sample long int num_neighbours __FUNCTION__ axis NX_Z convTol __int64_t maxIter unsigned char GNU C99 13.3.0 -mtune=generic -march=x86-64 -ggdb -std=gnu99 -fpcc-struct-return -ffloat-store -frounding-math -fasynchronous-unwind-tables -fstack-protector-strong -fstack-clash-protection -fcf-protection signed char uint64_t long long unsigned int uint32_t unsigned int pst_graph_build_integration_system pst_slope_map_copy_sol_vec_to_height_map pst_vertex_t short unsigned int pst_imgsys_equation_t NXY_Z char int32_t bool_t calloc szero wtot __uint64_t vertices verbose long unsigned int double pst_imgsys_t __uint32_t vtxm pst_graph_vertex_get_neighbour vtxp NV_max __int32_t ix_size_t NE_max pst_imgsys_solve count_idx edges ix_step_t TRUE rn_alloc __assert_fail checknotnull pst_edge_t ix_pos_t /home/stolfi/programs/c/JSLIBS/libpstzin1 pst_graph_integrate.c /home/stolfi/programs/c/JSLIBS/libpstzin1 /usr/lib/gcc/x86_64-linux-gnu/13/include /usr/include/x86_64-linux-gnu/bits /home/stolfi/include . /usr/include pst_graph_integrate.c pst_graph_integrate.c stddef.h types.h stdint-intn.h stdint-uintn.h bool.h pst_graph.h ix_types.h float_image.h pst_imgsys.h pst_slope_map.h rn.h stdlib.h pst_graph_from_maps.h assert.h affirm.h  GCC: (Ubuntu 13.3.0-6ubuntu2~24.04) 13.3.0                GNU   À                 zR x�            ¯   E†C¦    <       ±    E†C¨                              ñÿ                                                                 À       #       &            #                                                                                                                     <             ¯      _                      f                      s                      ’                                             ¿                      Ä                      Ø                      é     ¯      ±                             	                     2                     C                      pst_graph_integrate.c __FUNCTION__.1 __PRETTY_FUNCTION__.0 pst_graph_build_integration_system calloc checknotnull pst_graph_vertex_get_neighbour __assert_fail pst_graph_restore_vertex_index free pst_imgsys_from_eqs __stack_chk_fail pst_graph_solve_system rn_alloc pst_slope_map_copy_height_map_to_sol_vec pst_imgsys_solve pst_slope_map_copy_sol_vec_to_height_map     g             üÿÿÿÿÿÿÿq             ¼       }             üÿÿÿÿÿÿÿ‡                    �             üÿÿÿÿÿÿÿÁ             üÿÿÿÿÿÿÿË             ¼       ×             üÿÿÿÿÿÿÿá                    é             üÿÿÿÿÿÿÿp            $      ”            üÿÿÿÿÿÿÿª            ü       ¹            üÿÿÿÿÿÿÿÃ                   Ë            üÿÿÿÿÿÿÿ            ,      î            üÿÿÿÿÿÿÿ            ü                   üÿÿÿÿÿÿÿ            #       %            üÿÿÿÿÿÿÿ[            ,      H            üÿÿÿÿÿÿÿ^            ü       m            üÿÿÿÿÿÿÿw            -                   üÿÿÿÿÿÿÿµ            ,      ¢            üÿÿÿÿÿÿÿ¸            ü       Ç            üÿÿÿÿÿÿÿÑ            7       Ù            üÿÿÿÿÿÿÿ            ,      ù            ü                   üÿÿÿÿÿÿÿ            A                   üÿÿÿÿÿÿÿw            ü       †            üÿÿÿÿÿÿÿ�            P       ˜            üÿÿÿÿÿÿÿ“
            ü       ¢
            üÿÿÿÿÿÿÿ¬
            Y       ´
            üÿÿÿÿÿÿÿ            üÿÿÿÿÿÿÿ            ¼       +            üÿÿÿÿÿÿÿ5                   =            üÿÿÿÿÿÿÿd            üÿÿÿÿÿÿÿn            ¼       z            üÿÿÿÿÿÿÿ„                   Œ            üÿÿÿÿÿÿÿµ            üÿÿÿÿÿÿÿ¿            ¼       Ë            üÿÿÿÿÿÿÿÕ                   Ý            üÿÿÿÿÿÿÿÂ            üÿÿÿÿÿÿÿá            ü       ð            üÿÿÿÿÿÿÿú            l                   üÿÿÿÿÿÿÿ!            ü       0            üÿÿÿÿÿÿÿ:            ƒ       B            üÿÿÿÿÿÿÿ”            ü       £            üÿÿÿÿÿÿÿ­            š       µ            üÿÿÿÿÿÿÿ*            ü       9            üÿÿÿÿÿÿÿC            ©       K            üÿÿÿÿÿÿÿW            üÿÿÿÿÿÿÿ‰            üÿÿÿÿÿÿÿ©            üÿÿÿÿÿÿÿà            üÿÿÿÿÿÿÿû            üÿÿÿÿÿÿÿ2            üÿÿÿÿÿÿÿM            üÿÿÿÿÿÿÿY            üÿÿÿÿÿÿÿ       
                     
   	   �             
   
   *              
   
                                *       
              /       
   	   9       =       
   	   j      D       
   	   “      M       
   	   ‚      T       
   	   ù      [       
   	   ^      b       
   	   /       g       
   	   Ë      z       
   	   �      †       
   	   p      ”       
   	   9      ™       
   	   N      §       
   	   (      ¸       
   	   $      ½       
   	   -      É       
   	   §       ×       
   	   s      á       
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  H�}˜H��Xÿÿÿ‹µ|ÿÿÿH‹…HÿÿÿHƒìH�U RI‰ùI‰È¹    º   H‰Çè    HƒÄ‹…Xÿÿÿƒøÿu(H�    H‰Áºf   H�    H‰ÆH�    H‰Çè    H‹…HÿÿÿH‹‹…XÿÿÿHcÐH‰ÐHÁàH)ÐHÁàHÈ‹ ‰ÇH�µ`ÿÿÿH��\ÿÿÿ‹U„‹E€I‰ð‰Æè    òE˜òE¨òEðò\E¨òE°fïÀòZE°ó…hÿÿÿ‹�`ÿÿÿ‹•\ÿÿÿ‹µhÿÿÿH‹…8ÿÿÿfnÆ¾    H‰Çè    ƒ}� „
  H�}˜H��Xÿÿÿ‹µ|ÿÿÿH‹…HÿÿÿHƒìH�U RI‰ùI‰È¹   º    H‰Çè    HƒÄ‹…Xÿÿÿƒøÿu(H�    H‰Áºo   H�    H‰ÆH�    H‰Çè    H‹…HÿÿÿH‹‹…XÿÿÿHcÐH‰ÐHÁàH)ÐHÁàHÈ‹ ‰ÇH�µ`ÿÿÿH��\ÿÿÿ‹U„‹E€I‰ð‰Æè    òE˜òE¸òEðò\E¸òEÀfïÀòZEÀó…lÿÿÿ‹�`ÿÿÿ‹•\ÿÿÿ‹µlÿÿÿH‹…8ÿÿÿfnÆ¾    H‰Çè    ƒ}Œ „
  H�}˜H��Xÿÿÿ‹µ|ÿÿÿH‹…HÿÿÿHƒìH�U RI‰ùI‰È¹    ºÿÿÿÿH‰Çè    HƒÄ‹…Xÿÿÿƒøÿu(H�    H‰Áºx   H�    H‰ÆH�    H‰Çè    H‹…HÿÿÿH‹‹…XÿÿÿHcÐH‰ÐHÁàH)ÐHÁàHÈ‹ ‰ÇH�µ`ÿÿÿH��\ÿÿÿ‹U„‹E€I‰ð‰Æè    òE˜òEÈòEðò\EÈòEÐfïÀòZEÐó…pÿÿÿ‹�`ÿÿÿ‹•\ÿÿÿ‹µpÿÿÿH‹…8ÿÿÿfnÆ¾    H‰Çè    ƒ}” „  H�}˜H��Xÿÿÿ‹µ|ÿÿÿH‹…HÿÿÿHƒìH�U RI‰ùI‰È¹ÿÿÿÿº    H‰Çè    HƒÄ‹…Xÿÿÿƒøÿu(H�    H‰Áº�   H�    H‰ÆH�    H‰Çè    H‹…HÿÿÿH‹‹…XÿÿÿHcÐH‰ÐHÁàH)ÐHÁàHÈ‹ ‰ÇH�µ`ÿÿÿH��\ÿÿÿ‹U„‹E€I‰ð‰Æè    òE˜òEØòEðò\EØòEàfïÀòZEàó…tÿÿÿ‹�`ÿÿÿ‹•\ÿÿÿ‹µtÿÿÿH‹…8ÿÿÿfnÆ¾    H‰Çè    ë�ƒ…|ÿÿÿH‹…Hÿÿÿ‹@9…|ÿÿÿ‚õùÿÿ�H‹EødH+%(   tè    ÉÃ            graph-%02d.txt  reducing Graph level[%d] with [%d] vertices
 guess-%02d.fni end of Recursion - returning
       solving Graph level[%d] with [%d] vertices
 system-%02d.txt height-%02d.fni     pst_graph_integrate_recursive.c ind_vt < jg->NV (x != -1) && (y != -1) vxp != -1 vyp != -1 vxm != -1 vym != -1  pst_graph_estimate_from_shrunk  Í;fž ö?                               4
              Ö:                               )r   int     *A       ,‘           -:       ˜‘       ™‘   Á       Á   
    Ø1T      3r        6	¼       7	¼       8	¼       9	¼        :	¼   (    ;	¼   0    <	¼   8    =	¼   @    @	¼   H    A	¼   P    B	¼   X    Dm  `    Fr  h    Hr   p    Ir   t    J¤   x    MQ   €    NX   ‚    Ow  ƒ    Q‡  ˆ    Y°   �    [‘  ˜    \›       ]r  ¨    ^	H   °    _
.   ¸    `r   À    b   Ä     Í       +    h  Í   Á   ‡  :     `      Œ      –  Á   °  :    È   °  T  º      —º          f       …       ×      y       ˜           A   <                $!      	      	ã      	  
    @
«  sz 
«   st 
»  bp 
`  0    
Ë  8 H  »  :    T  Ë  :          
l    
    E  id û   x ×  y ×      ×      ×      ×      ×       á  
     ˜  u û   v û  d   w       ×       Q  
     "þ      #þ       $  NV %û  NE &û      'û      (û   E  ˜      .¤  Ð  
    Pe  nt û   ix e  cf u  rhs   @      H û  u  :      …  :          
    (Ü  N û   eq Ü  col !á  row "á  ix #ö    …  û      $‘  æ  	    
F    ×  ×  ×     	    LK  K  û  ×  ×  ö  Ü  Ü         
>  u    ×  ×  ×   	    š  ×  ×  ×  ö  ö       E»  °  °  A   °   	    5Ì  ò   	       K  ò    û    <  <  <   	    q  º  ò       ¯)  H        ò  I  K  ×  ×       
<f    ×     	    4w  K       
*�  º         Ÿ  ¥         
K  »  K       er   Ø  ¿  µ       ¸r   î  º   	    h  º  K       º    °  <       	¼   6  °        M        Š      œÕ
  g M2K  ‘¸~jg MBK  ‘°~OZ MU  ‘¨~    Oû  ‘è~    P×  ‘ð~    Q×  ‘ô~!    å
  	                      i Rû  ‘ì~        î      v Tþ  ‘Xx Z×  ‘À~y Z×  ‘Ä~z ]  ‘`    ^û  ‘ø~    _û  ‘ü~    `û  ‘€    aû  ‘„        
      ¹	  vxp c×  ‘È~dxp d  ‘ˆwxp d  ‘�ix g×  ‘Ì~iy g×  ‘Ð~         
      
  vyp l×  ‘È~dyp m  ‘ˆwyp m  ‘�ix p×  ‘Ì~iy p×  ‘Ð~         
      w
  vxm u×  ‘È~dxm v  ‘ˆwxm v  ‘�ix y×  ‘Ì~iy y×  ‘Ð~               vym ~×  ‘È~dym   ‘ˆwym   ‘�ix ‚×  ‘Ì~iy ‚×  ‘Ð~    È   å
  :    Õ
  "            ª      œg K  ‘ø~OZ   ‘ð~    û  ‘ì~      ‘à~    <  ‘è~     <  ‘Ü~    !<  ‘Ø~    "û  ‘     $¼   ‘°    %º  ‘¸S ;ò  ‘X    =¼   ‘`    >º  ‘h        t      jg +K  ‘@    ,û  ‘Œ    0¼   ‘H    1º  ‘P    I   :;9I8  4 :!;9I   :;9I   :;9I8   !I  4 :!;9I  $ >  	.?:;9!'<  
:;9  I  ! I/  .?:;9'I<   :!;9I   :!;9I     <  .?:;9'<    & I  7 I  (      %     $ >   :;9  4 :;9I?<  >I:;9  .?:;9'‡<  .?:;9'I<   .?:;9'@|  !4 I4  ".?:;9'@|   ,                     4
                      Ÿ    ¦   û                                                                                                                             	        #9»K/
¼t	‘%/ó)4 -	É]h»	K/»Ù# `%‚L.‚>»K»/¼»K»/¼H»?$å#Ÿ¬#=¬=žZ&ž<utt.
<ƒ/u  (ž"f*.&f0Ofå ¬ ¬( *%tf%gtf%gtf%gtf
g¡= ¬6(@žE�.Oå‚;¡= ¬6(@žE�.Oå‚;¡= ¬6(@žE�.Oå‚;¡= ¬6(@žE�.Oå‚%Q=&  t ž5º ix_pos_t pst_edge_t _shortbuf _IO_lock_t level stderr _IO_buf_end FALSE maxIter pst_graph_write _IO_write_end unsigned int _freeres_list _flags pst_graph_free __int32_t jsprintf pst_graph_solve_system _markers wr_dump pst_graph_integration_recursive axis has_ym NY_Z uint32_t TRUE _IO_save_end float pst_imgsys_t _IO_codecvt para long long unsigned int NE_max _IO_backup_base _offset pst_vertex_t float_image_set_sample _fileno NV_max size_t pst_imgsys_equation_t int64_t convTol bool_t _IO_read_base free __uint64_t pst_graph_t pst_graph_estimate_from_shrunk pst_graph_restore_vertex_index char _mode filename _IO_marker _IO_read_ptr pst_imgsys_write float_image_get_sample _IO_write_base long long int ix_size_t _IO_save_base filename_grph NX_Z wtot float_image_fill_channel vtxm vtxp _freeres_buf __pad5 pst_graph_build_integration_system vtym vtyp _vtable_offset has_xm __int64_t has_xp GNU C99 13.3.0 -mtune=generic -march=x86-64 -ggdb -std=gnu99 -fpcc-struct-return -ffloat-store -frounding-math -fasynchronous-unwind-tables -fstack-protector-strong -fstack-clash-protection -fcf-protection _IO_read_end short int long int has_yp maxIterSub pst_imgsys_free _IO_wide_data uint64_t fclose fprintf float_image_write ceil vertices pst_graph_shrink _wide_data _lock long unsigned int _old_offset _IO_FILE szero int32_t pst_graph_vertex_get_neighbour sample float_image_t unsigned char __uint32_t _IO_write_ptr wr_grph _codecvt __off_t verbose ix_step_t signed char open_write short unsigned int __assert_fail __PRETTY_FUNCTION__ double ind_vt _chain FILE _flags2 _cur_column edges __off64_t _unused2 _IO_buf_base /home/stolfi/programs/c/JSLIBS/libpstzin1 pst_graph_integrate_recursive.c /home/stolfi/programs/c/JSLIBS/libpstzin1 /usr/lib/gcc/x86_64-linux-gnu/13/include /usr/include/x86_64-linux-gnu/bits /usr/include/x86_64-linux-gnu/bits/types /home/stolfi/include . /usr/include pst_graph_integrate_recursive.c pst_graph_integrate_recursive.c stddef.h types.h struct_FILE.h FILE.h stdint-intn.h stdint-uintn.h bool.h ix_types.h float_image.h pst_graph.h pst_imgsys.h pst_graph_from_maps.h assert.h pst_graph_integrate.h stdlib.h mathcalls.h pst_graph_shrink.h stdio.h jsfile.h jsprintf.h  GCC: (Ubuntu 13.3.0-6ubuntu2~24.04) 13.3.0                 GNU   À                 zR x�            ª   E†C¡    <       Š   E†C�                             ñÿ                                                            !     0                                                                                                                           7             ª      W                      `                      k                      {                      ‚                      ‰                      ‘                      ¢                      §     ª      Š      Æ                      Ø                      ç                      î                                           â                      *                     ;                     R                     b                     p                     �                     ¦                     Å                     Ü                      pst_graph_integrate_recursive.c __PRETTY_FUNCTION__.0 pst_graph_integration_recursive jsprintf open_write pst_graph_write fclose stderr fprintf pst_graph_shrink ceil pst_graph_estimate_from_shrunk float_image_write pst_graph_free fwrite float_image_fill_channel pst_graph_build_integration_system pst_imgsys_write pst_graph_solve_system pst_imgsys_free __assert_fail pst_graph_restore_vertex_index float_image_get_sample pst_graph_vertex_get_neighbour float_image_set_sample __stack_chk_fail    A             üÿÿÿÿÿÿÿN             üÿÿÿÿÿÿÿc             üÿÿÿÿÿÿÿz             üÿÿÿÿÿÿÿ†             üÿÿÿÿÿÿÿ¤             üÿÿÿÿÿÿÿ®                    »             üÿÿÿÿÿÿÿÇ             üÿÿÿÿÿÿÿ            L      #            üÿÿÿÿÿÿÿP            L      ’         
   üÿÿÿÿÿÿÿ­            üÿÿÿÿÿÿÿ¹            9       Æ            üÿÿÿÿÿÿÿÛ            üÿÿÿÿÿÿÿò            üÿÿÿÿÿÿÿþ            üÿÿÿÿÿÿÿ
            üÿÿÿÿÿÿÿ            üÿÿÿÿÿÿÿ'            H       /            üÿÿÿÿÿÿÿ9            T      J            üÿÿÿÿÿÿÿX            üÿÿÿÿÿÿÿb            l       o            üÿÿÿÿÿÿÿ‘            üÿÿÿÿÿÿÿ¡            ˜       ®            üÿÿÿÿÿÿÿÃ            üÿÿÿÿÿÿÿÓ            üÿÿÿÿÿÿÿæ            üÿÿÿÿÿÿÿò            üÿÿÿÿÿÿÿþ            ¨                   üÿÿÿÿÿÿÿ             üÿÿÿÿÿÿÿ0            üÿÿÿÿÿÿÿC            üÿÿÿÿÿÿÿO            üÿÿÿÿÿÿÿ“            üÿÿÿÿÿÿÿ£            üÿÿÿÿÿÿÿp            ,                  ¼       ‰            Ü       ‘            üÿÿÿÿÿÿÿä            üÿÿÿÿÿÿÿ            ,                  ¼                   ì       "            üÿÿÿÿÿÿÿB            üÿÿÿÿÿÿÿì             üÿÿÿÿÿÿÿ            ,                  ¼                         #            üÿÿÿÿÿÿÿi            üÿÿÿÿÿÿÿ½         !   üÿÿÿÿÿÿÿ              üÿÿÿÿÿÿÿ            ,      %            ¼       /                  7            üÿÿÿÿÿÿÿ}            üÿÿÿÿÿÿÿÑ         !   üÿÿÿÿÿÿÿ             üÿÿÿÿÿÿÿ*            ,      9            ¼       C                  K            üÿÿÿÿÿÿÿ‘            üÿÿÿÿÿÿÿå         !   üÿÿÿÿÿÿÿ(	             üÿÿÿÿÿÿÿ>	            ,      M	            ¼       W	            !      _	            üÿÿÿÿÿÿÿ¥	            üÿÿÿÿÿÿÿù	         !   üÿÿÿÿÿÿÿ.
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                 	                      8)      í                                                   ÐC      Ó                              /79             0           0     0     644     10400     `
ELF          >                    à"          @     @   óúUH‰åH�ì°   H‰½XÿÿÿdH‹%(   H‰Eø1ÀH‹…Xÿÿÿ‹@…ÀtCH‹…Xÿÿÿ‹@‰À¾   H‰Çè    H‰ÇL�    ¹   H�    H‰ÂH�    H‰Æè    ë¸    H‰EèÇ…pÿÿÿ    Ç…tÿÿÿ    é¥   H‹…XÿÿÿH‹‹•tÿÿÿH‰ÐHÁàH)ÐHÁàHÈ‹@‰E�H‹…XÿÿÿH‹‹•tÿÿÿH‰ÐHÁàH)ÐHÁàHÈ‹@‰E”‹U�‹E”Ðƒà…Àu&‹…tÿÿÿH�…    H‹EèHÂ‹…pÿÿÿ‰ƒ…pÿÿÿë‹…tÿÿÿH�…    H‹EèHÐÇ ÿÿÿÿƒ…tÿÿÿH‹…Xÿÿÿ‹@9…tÿÿÿ‚Eÿÿÿ‹…pÿÿÿÀ‰Â‹…pÿÿÿ‰Ö‰Çè    H‰EðÇ…xÿÿÿ    éx  H‹…XÿÿÿH‹‹•xÿÿÿH‰ÐHÁàH)ÐHÁàHÈ‹@‰…|ÿÿÿH‹…XÿÿÿH‹‹•xÿÿÿH‰ÐHÁàH)ÐHÁàHÈ‹@‰E€‹•|ÿÿÿ‹E€Ðƒà…À…
  ‹…xÿÿÿH�…    H‹EèHÐ‹ ‰E„ƒ}„ ~‹E„;…pÿÿÿ|(H�    H‰Áº/   H�    H‰ÆH�    H‰Çè    ‹…|ÿÿÿ+E€‰ÂÁêÐÑøA‰À‹•|ÿÿÿ‹E€Ð‰ÂÁêÐÑø‰ÇH‹…XÿÿÿH‹‹•xÿÿÿH‰ÐHÁàH)ÐHÁàHÈ‹0H‹EðD‰Á‰úH‰Çè    H�}˜H��hÿÿÿ‹µxÿÿÿH‹…XÿÿÿHƒìH�U RI‰ùI‰È¹ÿÿÿÿºÿÿÿÿH‰Çè    HƒÄH�}¨H��lÿÿÿ‹µxÿÿÿH‹…XÿÿÿHƒìH�U°RI‰ùI‰È¹ÿÿÿÿº   H‰Çè    HƒÄòE òE¸òE¸fïÉf/Á†Ò   ‹…hÿÿÿ…Àx‹…hÿÿÿ9…pÿÿÿ(H�    H‰Áº;   H�    H‰ÆH�    H‰Çè    ‹…hÿÿÿH˜H�…    H‹EèHÐ‹ ‰Eˆƒ}ˆ x‹Eˆ;…pÿÿÿ|(H�    H‰Áº=   H�    H‰ÆH�    H‰Çè    òE òEÀòE˜òEÈ‹Uˆ‹u„òEÀH‹}ÈH‹Eð¹    f(ÈfHnÇH‰Çè    òE°òEÐòEÐfïÉf/Á†Ò   ‹…lÿÿÿ…Àx‹…lÿÿÿ9…pÿÿÿ(H�    H‰ÁºB   H�    H‰ÆH�    H‰Çè    ‹…lÿÿÿH˜H�…    H‹EèHÐ‹ ‰EŒƒ}Œ x‹EŒ;…pÿÿÿ|(H�    H‰ÁºD   H�    H‰ÆH�    H‰Çè    òE°òEØòE¨òEà‹UŒ‹u„òEØH‹}àH‹Eð¹   f(ÈfHnÇH‰Çè    ƒ…xÿÿÿH‹…Xÿÿÿ‹@9…xÿÿÿ‚rüÿÿH‹EèH‰Çè    H‹EðH‰Çè    H‹EðH‹UødH+%(   tè    ÉÃ pst_graph_shrink.c no mem       (ioo > 0) && (ioo < total_vertices)     (vtxm >= 0) && (vtxm < total_vertices)  (imo >= 0) && (imo < total_vertices)    (vtym >= 0) && (vtym < total_vertices)  (iom >= 0) && (iom < total_vertices)            pst_graph_shrink                pst_graph_shrink                            ?              Ö:                               )r   int     *A           Œ   “           f       ¤       y           Ï       7  id ¼    x ¤   y ¤       ¤       ¤       ¤       ¤        Û        „  u ¼    v ¼   d Ï   w Ï       ¤        C       "ã      #ã       $è  NV %¼   NE &¼       '¼       (¼    7  „      .�  	    ]	  	   í      ¯!  H    	    AJ  	  ¼   ¼   Ï   Ï   ¤    	    Lx  	  ¼   ¤   ¤   ·   Ö   Ö    	    6—  	  ¼   ¤   ¤        E¸  ˜   ˜   A   ˜        0	  Ó  ¼   ¼        	=H   ý  H   ˜   ˜   ¤   ˜        £H     .   .        	          ?      œù  g ,	  ‘È~
    ·   ‘X    	  	        
    ¤   ‘à~jg %	  ‘`    	  	                Ê       ê  i ¼   ‘ä~        ž       xi ¤   ‘€yi ¤   ‘„          �      i '¼   ‘è~        q      xi )¤   ‘ì~yi *¤   ‘ð~        
      ioo .¤   ‘ô~dxm 2Ï   ‘ˆwxm 2Ï   ‘�
    3¤   ‘Ø~dym 5Ï   ‘˜wym 5Ï   ‘ 
    6¤   ‘Ü~        Ò       Ô  imo <¤   ‘ø~         Ò       iom C¤   ‘ü~     “   	  :    ù    I  4 :!;9I  $ >   :!;9I8   :!;9I8   :;9I   !I    	.?:!;9!'<  
4 :!;9I  :!;9  & I  .?:;9'I<  4 I4    %     $ >  .?:;9'<  .?:;9'‡<  .?:;9'I<  .?:;9'I@|   :;9I  I  ! I/   ,                     ?                      Ó    f   û                              
                                           	        X&é Ö C XK žY!žfg!žfg‚<"K&JF‚"’&J% zf t žK	º‚LžZ!žf‘!žfh¬<0„JY f ¬J(�=º¬'¬1žf2==ž/ ž Ö4(fY f ¬(=ž/ ž Ö4(fY f ¬(& b= t ž#º»¼K size_t NE_max long long unsigned int free long long int signed char vertices long int pst_graph_add_vertex double checknotnull __uint32_t GNU C99 13.3.0 -mtune=generic -march=x86-64 -ggdb -std=gnu99 -fpcc-struct-return -ffloat-store -frounding-math -fasynchronous-unwind-tables -fstack-protector-strong -fstack-clash-protection -fcf-protection total_vertices unsigned int long unsigned int __FUNCTION__ short unsigned int correspondence_vector axis pst_graph_t __PRETTY_FUNCTION__ pst_graph_vertex_get_neighbour float __assert_fail pst_graph_update_neighbours int32_t unsigned char pst_graph_shrink short int uint32_t NV_max char __int32_t edges vtxm vtxp pst_vertex_t pst_graph_add_edge pst_edge_t calloc pst_graph_new vtym vtyp /home/stolfi/programs/c/JSLIBS/libpstzin1 pst_graph_shrink.c /home/stolfi/programs/c/JSLIBS/libpstzin1 /usr/lib/gcc/x86_64-linux-gnu/13/include /usr/include/x86_64-linux-gnu/bits . /usr/include /home/stolfi/include pst_graph_shrink.c pst_graph_shrink.c stddef.h types.h stdint-intn.h stdint-uintn.h pst_graph.h stdlib.h assert.h affirm.h  GCC: (Ubuntu 13.3.0-6ubuntu2~24.04) 13.3.0              GNU   À                 zR x�            ?   E†C6                             ñÿ                                                                 ð              #                                                                                                                                9             ?      J                      Q                      ^                      l                      z                      �                      ®                      Á                      Æ                      â                       pst_graph_shrink.c __FUNCTION__.1 __PRETTY_FUNCTION__.0 pst_graph_shrink calloc checknotnull pst_graph_new __assert_fail pst_graph_add_vertex pst_graph_vertex_get_neighbour pst_graph_add_edge free pst_graph_update_neighbours __stack_chk_fail      H             üÿÿÿÿÿÿÿR             ì       ^             üÿÿÿÿÿÿÿh                    p             üÿÿÿÿÿÿÿh            üÿÿÿÿÿÿÿ                  #            üÿÿÿÿÿÿÿ-                   5            üÿÿÿÿÿÿÿ”            üÿÿÿÿÿÿÿÍ            üÿÿÿÿÿÿÿ
            üÿÿÿÿÿÿÿJ                  Y            üÿÿÿÿÿÿÿc            D       k            üÿÿÿÿÿÿÿŸ                  ®            üÿÿÿÿÿÿÿ¸            l       À            üÿÿÿÿÿÿÿý            üÿÿÿÿÿÿÿ9                  H            üÿÿÿÿÿÿÿR            ”       Z            üÿÿÿÿÿÿÿŽ                  �            üÿÿÿÿÿÿÿ§            ¼       ¯            üÿÿÿÿÿÿÿì            üÿÿÿÿÿÿÿ            üÿÿÿÿÿÿÿ!            üÿÿÿÿÿÿÿ9            üÿÿÿÿÿÿÿ       
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