@D* @ 0"b@ @(@# @(@(h/(" @K \@K O^a K`dh/H   @4 d  @+/t"@# h /H  @ p#|##b#0b#`d#  |  G        /usr/lib/ld.so/dev/zerocrt0: no /usr/lib/ld.so &crt0: /usr/lib/ld.so mapping failure crt0: no /dev/zero How to plot points.-termMagnification factor.-magInvert all colors?-invPrint statistics?-statsProbability of mutation.-muteProbability of noise.-noiseProbability of C for Random strategy.-rcpInitial population of All-D.-IalldInitial population of Pavlov.-IpavInitial population of Random.-IrandInitial population of TFT.-ItftInitial population of All-C.-IallcPunish Payoff.-DDTemptation Payoff.-DCSucker Payoff.-CDReward Payoff.-CCRandom seed for initial state.-seedNumber of rounds per step.-roundsNumber of steps to simulate.-stepsHeight of world.-heightWidth of world.-widthAll D :Pavlov :Random :Tit for Tat :All C :㿘       @ 0"     ``?  `0 000ȁp'''''Ժ . 1"  1"p0"@ @&n0b@ @&g0?,`@*`-`b@ ܨ@- -`: *` * @ "   @ :@ ` @0b聨  @&<2  +" @ ` # ```   @x0"     2  `?`?0b? @W0b聨  @%2  +" -@ ` # ```   @50"     2  `?`?  0 "0"0"0"@.`@D :@ 0 "0 "Ѐ 0"0"ԑ-@- @D:@ @,`* -`@`  +@@*,`* -`@`  +@*@*-@ *` * -`"    +@@* *` * -`"    +@*@*``㿐  1bȦ?90/0. ?"? @%H⤠@ @%C,  *@ = "#   @2` "#``"$Ӣ?-` none---------------------------------------------- time %.8d : average score population %s %.6f %.6f (@!010@(#   ' @$`8@ '00""0b1## 0" # 1@S##@  0@$"#0c0#J0H0D0cF LP!0" * Rbp 27#"`87 "`<7!"`@73 @(bx 27!x"`87" "`<7!"`@7"|@b 10/7 d"`87 l"`<7 t"`@7 |"`D788"#8"#8"#?'  8:#'8:c8:#8:#888888\`8:#㿘8c 7 @+8)1'8  #c " @ #㿐8#8#F?ƅƉ 8# BD'F'8#@8#8#C F1?ȉƅ0D8#DB'F'8# C?`8#@  1# 7 <8#"@  㿐8#\`8#Fd?ƅƉ 8# BD'F'8#8#8#@ F!1?ʉƅ#8D8#DB'F'8#8#8#@F 8?ƅƉ # BD'F'8#8#8#B F!1ȉƅ#8D8#DB'F'8#1#B 7 @8# "@@@㿘7 D` @  7<0X,&@  @ "@,&'@ ,"@' 1#@   1#H7?' '? '?1 #P'?37 ?艢 L1#@LB؅ LJЍLDFJB`<'L?'?Ƞ 㿐8#\`8#Fd?ƅƉ 8# BD'F'8#@8#8#E F1?ʉƅXD8#DB'F'8#8#8#E?F 8?ƅƉ # BD'F'8#8#8#D F1ȉƅXD8#DB'F'8#1#D 7 @8#? @@1# 7 @8#? @@1# 7 @8#? @@1# 7 @8#? @@ M17 @!1;8?# c? @@# c?  @@# c?  @@# c?  ?` @@#1#%@% 7 @8#? @@1%# 7 @8#? @@1%@# 7 @8#?  @@1%@ #% 7 @8#?  @@x11plot@ 'А '-1 %`+1%cd'#7bh7`H'7`)7 \'@"'#\#d#h*J#l#p  7 Lbh@#`#\#`  bh@   7bh@ l!7$"  bh@`bh"@ \%`%cd  !7"h@@"h07"h@ %2xDISPLAYx11plot_init: could not open display %s. #%s%s%sNo such color %s p@ߐ!@)7 %"h!3"#@٢b@@v @!7"h@$ H#7$`L"h@ H7"``"h@ H%7$\"h@ H7`L`"d2 7 d\ "@<"@7 d7 `!"  !$" F7 0Ю 7 d a@[,J@ "*@`@ $J@b0@Jhd@ hd@ $?77 \ $ `$3"b8@Ƞ 7" T7" X7" P1# @ @7"bȁ㿐7 P6?' '7 P?'1cpD1cxDB#7!77"'dbh*@  1c  (1 +7  1 @ǒ@¢@hbȐ "@  1c  1#h 7@"hX 7 P& ' 7 P1D1DB!7#77b'd"h*@ 1#  #\7"hbȘb@֚0_ @j0U,&@ @ @&@,&'@,&' 1   15?' '? '? 1'? ?艢 L1LB؅ LJЍLDFJB'L?'?Ƞ >> Done. 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Q.=`?SЈ? $W?(2?%sVO?iU%t@ӿ@Ӟ}@ Q.=`@48.@]?@+1Q@@ND@3@׻@A @d o@t5@9MH@V"@=Ҝ@RI?@.B9@mH5*U@kz@ɓQeJ@{:k@W.|9A@6,@hZ@B{s@)ԅ@[.o@_VV]@tw=@z;(@ }ѳ@ Aob;<7eN<>1E;־񫼍w\<<< wx;.`< :^}+9}iмAW;9?"CƼCjW?#7x͹^<B\Xּ?5@?ABHCEDE@F2GIIJK;LMNPOPWRUTUVBXYVZR[\]]a^A_6`abecMdGefQgZh0iFj<kldnmo4p:qNs=ttuv>w[xjzr{{|9}O~y}o~iY|x/c\JuqS^X7wKkglvnpsp a$-89@ Op\bjr{  g¨ ELrzIdRL -:Ij|Ygq}&q8 f q ]L  ˜ %T4 D=O`P^><l(y¼~||gfHtV<¸< H;0 )5@pQxdk v@  ( %°h,X<GTGO=]+<hpqixk\ hDsBn   %K/8HPY;ter } Fj x  &D´8Ex #¤+=sD=MT\l ry¬hdDt$΀fh! 1s 80A,GP=hZ8__tbl_log_hi_X11plot_line_isspace_sprintf_bad_option__exit___DTOR_LIST____tbl_log_lo_free_strcat_strcmp_lrand48_pgmplot_levels_options_plot_width_pgmplot_init_steps_XIfEvent_term_plot_set_range_XDefaultScreen_Ialld_ceil_etext_XMapWindow_plot_finish_x11plot_init_plot_height_XAllocColor_psplot_levels_rawplot_finish_psplot_width_isxdigit_XDrawPoint_ipd_XCreateGC_aint_fputc_mute_plot_ymax_psplot_line__mb_cur_max__DYNAMIC_anint_psplot_height_X11plot_init_fp_accrued_exceptions_environ_atof_Irand_rcp_x11plot_point_pgmplot_height_scan_peek_X11plot_point_random_gauss_help_string_mag_DC_sys_nerr_isupper_atoi_psplot_finish_psplot_init_SVID_libm_err_x11plot_line_CD_Iallc_stats___main_fprintf_plot_levels_stratname_scan_init___CTOR_LIST__start_float_XDrawLine__exit_dummy_ref___do_global_dtors_fopen_plot_xmin_read_pbm_file_pgmplot_width_XDefaultDepth_XWhitePixel_XDisplayName_CC_XSetStandardProperties_fp_direction_plot_inverse_oldy_XOpenDisplay_pd_invert_isalpha_sys_errlist_x11plot_finish_plot_line_getenv_random_range_beststrat_matherr_rawplot_init_strchr_log_toascii_islower_rawplot_height_pgmplot_finish_isascii_malloc_noise_srand48_nint_plot_init_perror_sqrt___do_global_ctors_rawplot_width.rem_plot_box_isalnum_XDestroyWindow_XFlush_isprint_scan_flush_XParseColor_plot_xmax_width_plot_point_XSetForeground_rawplot_point__exit_dummy_decl_plot_ymin_plot_mag_pay_rounds_XRootWindow_write_edata_plot_set_all_end_isgraph_isdigit_height_XDefaultColormap_irint_xmalloc_fgets_strlen_XSetBackgroundstart_errno_XCreateWindow_DD_exit_seed_x11_force_flush_X11plot_finish.umul_rint_printf_oldx__iob_on_exit_psplot_point_XBlackPixel__ctype__pgmplot_point_Itft_Ipav_rawplot_levels_floor_iscntrl_main_ispunct_scan_get_get_options.:/usr/X11/lib:/usr/local/lib/gcc-lib/sparc-sun-sunos4.1.4/2.7.2:/usr/local/sparc-sun-sunos4.1.4/lib:/usr/local/libtdx X11c $T\`xhz ,xh4`㿠㿠)㿠㿠㿠㿠㿠㿠㿠*㿠&㿠 㿠㿠㿠㿠㿠 㿠㿠%㿠㿠㿠㿠"㿠(㿠㿠 㿠!㿠'㿠㿠㿠㿠㿠㿠㿠㿠㿠㿠-㿠$㿠 㿠 㿠 㿠㿠~㿠{+㿠x#㿠u,dd@@???ə?ə?ə?ə?əThe spatial iterated Prisoner's Dilemma is simulated and plotted over time according to the specified parameters. Each cell in a grid plays a specific strategy against its eight neighbors for several rounds. At the end of the last round, each cell copies the strategy of its most succesful neighbor, which is then used for the next time step. Possible strategies include 'Always Cooperate,' 'Always Defect,' 'Random,' 'Pavlov,' and 'Tit-for-Tat.'%` %P%H¤%0%(¨%%´$$¬$$$$$$$h$`$P$H$($ $########X#P#8#0##¸""°""¼"" "%%%%x%h???@ A?ABX?????@_?@_???UUUUUU?UUUUUU@@o??UUUUUU@@o@o?@o??@(#)log.S 1.16 89/03/27 SMI?UUUUUU??@C0?.B=95y+?g\?1?a^?ѽX ?9?ؚ3B[?#쿘L?D{̏c?܏ǚ"?jġ?_?%R?r%*?T?_^p@?y^?3O?V*?Fr?]>?*-&[ū?@L5-@(#)sqrt.S 1.12 94/08/18 SMI<`CP>@????.MgkzfJ 5RI\n4~_E~=fkh>yMEaɉm{T*5,Nn.R3JQQ Y$@(#)rint.S 1.7 88/05/13 SMIC00??@(#)SVID_libm_err.c 1.9 89/02/27 SMI?.B9?.B=95y<=kBn H@WBX6BXEBX^l8xRL<T@V<DX]L`PadDfH"f0f=gLgZhiI}hixj j|PdPlPtP|     % 0 ;ELKGTVK`P6PEPj`}dhPhH`\LlddTX.P>HYVY6YEYjǠ}ǤY\aZ|ms t.>XHd~d6dEd $(g6gEgh   ix6ixEixx . = MkS6tb&po&p|n q8Tq Ts tts q8 rtdJp  =pp x6xExdx2dx>`rЀXvр  ; V r ʀ  .t ; E PB \C fD qE {F H I R Ҁu 1 x  -$4x Cp T J kx } $O  $`< h6hEhdh2dh>`rЀXvр  ; V r ʀ  .t ; E PB \C fD qE {F H I R Ҁu 1  h h eLq\ ddh#e,d5dD>d0GdPepYe|beketd}hh'|zz 8 88 __DYNAMIC/lib/crt0.o_mainstart_environsipd.ogcc2_compiled.___gnu_compiled_c_width_height_steps_seed_invert_rounds_stats_mag_CC_CD_DC_DD_rcp_noise_mute_Irand_Iallc_Ialld_Itft_Ipav_term_help_string_options_stratname_pd_random_range_pay_int2pos_pos2int_ipd_beststrat___main_get_options_plot_mag_plot_inverse_plot_init_plot_set_all_xmalloc_plot_point__iob_plot_finishmisc.o_format_string__ctype__display_options_bad_option_scan_init_scan_flush_scan_get_or_peek_scan_get_scan_peek_holding.24_hold.25_random_gauss_log_sqrt_read_pbm_fileplot.o_term_default__plot_init_x11plot_init__plot_point_x11plot_point__plot_line_x11plot_line__plot_finish_x11plot_finish_X11plot_init_X11plot_point_X11plot_line_X11plot_finish_psplot_init_psplot_point_psplot_line_psplot_finish_pgmplot_init_pgmplot_point_plot_line_internal_pgmplot_finish_rawplot_init_rawplot_point_rawplot_finish_none_init_none_point_none_line_none_finish_plot_levels_plot_width_plot_height_plot_xmin_plot_ymax_plot_xmax_plot_ymin_plot_set_range_plot_line_plot_boxx11plot.o_x_backgroundcolor_x_foregroundcolor_x11_force_flush_open_window_x_display_x_screen_x_whitepixel_x_blackpixel_x_depth_x_gcvalues_x_gc_x_colormap_x_grays_x11plot_width_x11plot_height_x11plot_levels_x_window_button_clickx11cplot.o_hsb_to_rgb_floor_x_colorspsplot.o_psplot_levels_psplot_width_psplot_height_oldx_oldypgmplot.o_pgmplot_data_pgmplot_levels_pgmplot_width_pgmplot_heightrawplot.o_rawplot_data_rawplot_levels_rawplot_width_rawplot_heightlog.o_SVID_libm_err__tbl_log_hi__tbl_log_losqrt.orint.o_anint_nint_rint_irint_aint_ceilSVID_libm_err.o_matherr_fp_direction_errno_fp_accrued_exceptions_tbl_log.omatherr.o__main.o/src/local2/gnu/gcc/gcc-2.7.2/./libgcc2.cint:t1=r1;-2147483648;2147483647;char:t2=r2;0;127;long int:t3=r1;-2147483648;2147483647;unsigned int:t4=r1;0;-1;long unsigned int:t5=r1;0;-1;long long int:t6=r1;01000000000000000000000;0777777777777777777777;long long unsigned int:t7=r1;0000000000000;01777777777777777777777;short int:t8=r1;-32768;32767;short unsigned int:t9=r1;0;65535;signed char:t10=r1;-128;127;unsigned char:t11=r1;0;255;float:t12=r1;4;0;double:t13=r1;8;0;long double:t14=r1;8;0;complex int:t15=s8real:1,0,32;imag:1,32,32;;complex float:t16=r16;4;0;complex double:t17=r17;8;0;complex long double:t18=r18;8;0;void:t19=19arch_type:T20=eARCH_32BIT:0,ARCH_64BIT:1,;reg_class:T21=eNO_REGS:0,GENERAL_REGS:1,FP_REGS:2,ALL_REGS:3,LIM_REG_CLASSES:4,;machine_mode:T22=eVOIDmode:0,QImode:1,HImode:2,PSImode:3,SImode:4,PDImode:5,DImode:6,TImode:7,OImode:8,QFmode:9,HFmode:10,TQFmode:11,SFmode:12,DFmode:13,XFmode:14,TFmode:15,SCmode:16,DCmode:17,XCmode:18,TCmode:19,CQImode:20,CHImode:21,CSImode:22,CDImode:23,CTImode:24,COImode:25,BLKmode:26,CCmode:27,CCXmode:28,CC_NOOVmode:29,CCX_NOOVmode:30,CCFPmode:31,CCFPEmode:32,MAX_MACHINE_MODE:33,;mode_class:T23=eMODE_RANDOM:0,MODE_INT:1,MODE_FLOAT:2,MODE_PARTIAL_INT:3,MODE_CC:4,MODE_COMPLEX_INT:5,MODE_COMPLEX_FLOAT:6,MAX_MODE_CLASS:7,;ptrdiff_t:t1size_t:t5wchar_t:t9UQItype:t11SItype:t1USItype:t4DItype:t6UDItype:t7SFtype:t12DFtype:t13word_type:t1DIstruct:T24=s8high:1,0,32;low:1,32,32;;DIunion:t25=u8s:24,0,64;ll:6,0,64;;func_ptr:t26=*27=f19___do_global_dtors___DTOR_LIST____do_global_dtors:F19__exit_dummy_ref_exit_dummy_ref:G28=*1__exit_dummy_decl___do_global_ctors___CTOR_LIST____do_global_ctors:F19_initialized.6__main:F19_exit.o_exit_dummy_decl:G1iob.octype_.o_isxdigit_toascii__mb_cur_max_isalpha_isspace_isgraph_isascii_iscntrl_isalnum_islower_isupper_isprint_ispunct_isdigiterrno.oerrlst.o_sys_errlist_sys_nerr__etext_etext__end__edata__bss_start_edata_end