ELFl4dL4 (444ԀԀDDD8 @I@@/lib/ld-linux.so.2%="$) +!'6&3:  (% 4 ,;<1*59 7#.-/820 @#|9`h?1 E0PQ+"W"[z"`\>sL"x0"(̌<><L(,|7 ,̋K||l(,7CO]܌ny<g |"L"cc ܋̊>lZ"܊]"%P1$8\{?E!NX!`l gnu__gmon_start__libm.so.6_DYNAMIC_GLOBAL_OFFSET_TABLE__init_fini_IO_stderr_floorlogsqrtatexitlibX11.so.6freemallocfprintfexitstrcmp__ctype_b__strtol_internalsprintfXCreateGCXDestroyWindowXDisplayNamegetenvXDrawLineXDrawPointstrcatXFlushXAllocColorXIfEventXRootWindowXDefaultScreenXBlackPixelXWhitePixelXDefaultDepthXDefaultColormapXMapWindowXOpenDisplayXParseColorfopenfgetsXSetBackgroundXSetForegroundXSetStandardPropertiesXCreateWindowstrchrlibc.so.6__libc_init_first__strtod_internalsrandomrandom_IO_stdout_printfperrorfputc_environ__environenviron_start_etext_edata__bss_start_end<106 2.0#'3  ) -(%& /4 +*"! $,(,0$4 8US[Nt2]]5%%h%h%h%h%h %h(%h0%h8p%h@`%hHP%hP@%hX0%h` %hh%hp%hx%h%h%h%h%h%h%h%hp%h`%hP%h@%h0%h %h%h%h%h% h%h%h%h %h(% h0%$h8p%(h@`%,hHP%0hP@%4hX0%8h` 1tRX^^DPPRVhXbP USx=xtЃ;u]ÍvUÐUdEe[^_ÐUWVS]U }u 58uEu0PL4cvEu.@Eu.PEu.X DEu*l0Tut58uRSlv uRSUЋu5UCP$BP$e[^_ÐUEEE ʋEU ÐUWVSu19~:~=<t )PHPSjSЃC9ˍe[^_ÍvUWVSuE@tE }E Em$Ym9 uAE@te }E Em$ZmЋ9uB…|59 ~-|)9}%=<tF=)ljPRQЍe[^_UWVSE@tE }E Em$^m95uFE@te }E Em$[m9uCE@tE }E Em$Ym9 uAE@te }E Em$Zm9uBƒ=<tE(@=)ljE(PRQSVЍe[^_ÐU塘U,WVSM}9Mu9} uuWQ])y+]E )x 9v+E 9~u)y+u u )y+u EE?EV4$]1F9 MQ $M W $u}U Um$XmP}U Um$XmPM}}Ѓ CmEFMm9r؍e[^_ÉU WVSE@tE }E Em]mE9uHEE@te }E Em]mE9uHEE@tE }E Em]mE9uHEE@te }E Em]mE9uHE=<u H1PuuuuЃ=<u H1Puuuu졔Ѓ=<u H1Puuuu졔Ѓ=<u H1PuuuuоE(@9MAMMIM}O]C=<t Hv1PWSWuࡔЃ=<tH1PuSWSЃ=<tH1PuuuSЃ=<tH1PWuuuࡔЃEMOCFE(@9P=<u Hv1PU)REPRE)PЃ=<u Hv1PEPURE)PRЃ=<u Hv1PURE)PREPЃ=<u Hv1PE)PU)REPRЍe[^_ÍvUÍvUÍvUÍvUÐUh0p v8@FM 0M 4M ,@U REPZe[^_ÐUWVS} U|,9| Pv1ҡ,HP$R<$X`}U Um$Xm4@55D1 Bv1ۉ9}6PEP555DC@9|F@9|=Lt 5De[^_U,WVS}|,9E} E1E,P<$hp}U Um$Xm4@55D =@u*uuu u555DM9MM9M }|,9E}U vPv1ҡ,HP$R<$hp}U Um$Xm4@55D1 Cv1ۉ9}7E PEP555DC@9|F@9|=L5DgU+UyU+UE +Ex9 E+E 9~}+}y}+}} +}y}+} EE?EW4$]EEEIEMeMpEM Mp}U Um$Xm}M Mm$ZmE؉UԋE|,9}J1ҡ,HP$R<$hp}U Um$Xm4@55D 1 A1ۉ9}7EPEP555D'C@9|F@9|=Lt5DEEE]G9Ee[^_U`5Dwhxh0jhLEP5D2UÐUWVSu }h=Vuh/GPh!MP1ۃ9]~5V¡1҃9}vB9|C9]͉=M 5e[^_USUM ]|9~|9 | ]ÍvUVS195~919~%hPC9F95ȍe[^ÐUMU EX \`RQhÐU`+E PuhphdÐUVSUE ]u9du9ht `)PRhy `)PShd5he[^Uh_hUÐUWVSu }NjMP1ۃ9]~3V¡1҃9}vB9|C9]͉=M 5e[^_USUM ]|9~|9 | ]ÍvUVS195~;19~'PVShWC9F95ƍe[^ÐUSl=ltЃ;u]ÍvUÐUS[ó]]How to plot points.-termMagnification factor.-magInvert all colors?-invPlot frequency.-freqSecond weighting parameter.-k2First weighting parameter.-k1Infection progression rate.-gUse a wrap-around space?-wrapDiagonal cells are neighbors?-diagRandom seed for initial state.-seedNumber of simulated steps.-stepsNumber of cell states.-statesHeight of the plot in pixels.-heightWidth of the plot in pixels.-width@%sUsage: %s [ options ] Options with defaults in parentheses are: (%d) (%g) ("%s") (ON) (OFF) (no default) %s: unknown or incorrectly used option "%s". -helpmalloc failed to get %d bytes. AArUnable to open "%s": #P1File "%s" is not a pbm file. 01error: (%d, %d) read ascii(%d) = '%c' X11x11pspgmrawnone?x11plot%2xDISPLAYx11plot_init: could not open display %s. #%s%s%sNo such color %s _@?_@?>> Done. Click mouse on window to end program. << X11plot%2xUUUUUU?UUUUUU?@o@?UUUUUU?@DISPLAYX11plot_init: could not open display %s. #%s%s%sNo such color %s o@o@?o@?>> Done. Click mouse on window to end program. << P5 %d %d %d %%!PS-Adobe-2.0 EPSF-2.0 %%%%Creator: psplot %%%%DocumentFonts: %%%%BoundingBox: 0 0 %d %d %%%%EndComments /gnudict 40 dict def gnudict begin /gnulinewidth 1.000 def /M {moveto} bind def /L {lineto} bind def /V {rlineto} bind def /P { stroke [] 0 setdash currentlinewidth 2 div sub M 0 currentlinewidth V stroke } def /dl {10 mul} def /AL { stroke gnulinewidth 2 div setlinewidth } def end %%%%EndProlog gnudict begin gsave newpath %d %d P %d %d M %d %d L stroke grestore end showpage %%%%Trailer %d %d %d 22d@@A@The time evolution of the hodgepodge machine is simulated and plotted according to the specified parameters. The neighborhood of a cell can optionally include or not include diagonal cells in a 3x3 area; Moreover, the neighborhood can also wrap around the edges so that the grid is topologically toroidal. With a proper choice of parameters, this system resembles the Belousov-Zhabotinsky reaction which forms self-perpetuating spirals in a lattice. 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