{VERSION 4 0 "IBM INTEL NT" "4.0" } {USTYLETAB {CSTYLE "Maple Input" -1 0 "Courier" 0 1 255 0 0 1 0 1 0 0 1 0 0 0 0 1 }{PSTYLE "Normal" -1 0 1 {CSTYLE "" -1 -1 "Times" 1 12 0 0 0 1 2 2 2 2 2 2 1 1 1 1 }1 1 0 0 0 0 1 0 1 0 2 2 0 1 }{PSTYLE "Maple Plot" -1 13 1 {CSTYLE "" -1 -1 "Times" 1 12 0 0 0 1 2 2 2 2 2 2 1 1 1 1 }3 1 0 0 0 0 1 0 1 0 2 2 0 1 }} {SECT 0 {EXCHG {PARA 0 "> " 0 "" {MPLTEXT 1 0 36 "with(stats):\nwith(s tats[statplots]):" }}}{EXCHG {PARA 0 "" 0 "" {TEXT -1 77 "The data in \+ a list; 1000 trials were taken from the polyaurn3.pl Perl script." }} {PARA 0 "> " 0 "" {MPLTEXT 1 0 4922 "data := [753, 561, 415, 28, 964, \+ 63, 704, 82, 241, 766, 811, 900, 359, 960, 839, 597, 916, 2, 578, 790, 861, 689, 320, 631, 551, 881, 714, 455, 891, 703, 125, 546, 176, 881, 976, 432, 273, 448, 660, 230, 815, 566, 439, 56, 195, 410, 706, 973, \+ 630, 370, 702, 982, 177, 491, 929, 610, 89, 305, 730, 476, 984, 440, 5 14, 90, 960, 959, 146, 917, 665, 689, 802, 375, 284, 762, 695, 381, 50 5, 848, 803, 371, 604, 141, 633, 859, 871, 708, 604, 140, 797, 289, 67 5, 850, 287, 392, 227, 714, 84, 171, 840, 947, 866, 496, 936, 767, 937 , 220, 961, 758, 518, 226, 737, 760, 90, 881, 629, 927, 416, 54, 793, \+ 195, 785, 556, 770, 307, 520, 597, 471, 856, 243, 818, 905, 113, 677, \+ 864, 859, 349, 637, 232, 330, 800, 811, 992, 886, 254, 17, 673, 979, 3 67, 728, 249, 415, 900, 914, 454, 495, 270, 689, 192, 865, 527, 782, 1 43, 24, 65, 307, 332, 619, 871, 636, 533, 411, 507, 229, 245, 63, 767, 876, 70, 268, 408, 858, 961, 55, 553, 538, 981, 559, 656, 232, 963, 4 48, 795, 330, 574, 956, 790, 475, 996, 373, 513, 716, 968, 139, 579, 5 7, 641, 817, 104, 156, 799, 784, 549, 736, 784, 451, 943, 744, 794, 68 2, 870, 425, 592, 156, 841, 228, 327, 916, 479, 351, 163, 129, 699, 88 5, 733, 689, 635, 682, 437, 980, 736, 155, 126, 461, 439, 550, 513, 43 9, 158, 950, 143, 590, 543, 747, 378, 717, 631, 763, 792, 260, 964, 89 9, 525, 306, 281, 407, 370, 917, 36, 458, 664, 849, 855, 978, 503, 14, 975, 381, 476, 839, 707, 942, 761, 868, 25, 952, 206, 321, 382, 192, \+ 835, 208, 79, 20, 760, 508, 574, 674, 81, 539, 506, 485, 901, 361, 922 , 898, 915, 72, 959, 925, 501, 150, 925, 887, 475, 864, 523, 453, 606, 684, 197, 10, 601, 189, 211, 74, 208, 312, 399, 992, 726, 566, 200, 1 84, 148, 183, 16, 652, 181, 440, 319, 611, 702, 593, 739, 705, 46, 329 , 770, 844, 853, 654, 150, 552, 412, 719, 375, 952, 142, 547, 842, 505 , 807, 822, 783, 994, 268, 178, 519, 125, 551, 345, 80, 761, 76, 131, \+ 893, 91, 465, 920, 730, 585, 327, 280, 531, 350, 670, 22, 299, 461, 78 , 501, 862, 138, 47, 933, 551, 893, 585, 809, 531, 263, 997, 958, 809, 856, 971, 48, 690, 75, 992, 219, 609, 209, 184, 428, 268, 926, 960, 9 94, 427, 341, 274, 74, 151, 280, 924, 383, 442, 641, 621, 109, 867, 82 5, 912, 530, 751, 264, 264, 304, 549, 886, 995, 136, 895, 566, 812, 88 8, 854, 558, 866, 830, 203, 577, 370, 505, 224, 406, 543, 29, 545, 530 , 71, 319, 413, 720, 445, 728, 204, 392, 338, 396, 375, 515, 820, 706, 112, 492, 959, 51, 979, 844, 701, 547, 509, 211, 848, 370, 738, 753, \+ 192, 374, 142, 588, 875, 595, 356, 240, 330, 663, 500, 515, 370, 392, \+ 345, 45, 188, 381, 615, 948, 821, 465, 349, 528, 844, 907, 250, 615, 9 97, 275, 718, 749, 490, 820, 422, 419, 568, 295, 569, 827, 32, 68, 790 , 488, 57, 535, 624, 434, 883, 77, 728, 900, 101, 432, 886, 471, 82, 1 95, 336, 694, 638, 297, 769, 167, 578, 572, 796, 585, 756, 255, 753, 5 99, 176, 761, 575, 871, 828, 561, 355, 191, 602, 671, 768, 31, 221, 98 1, 970, 118, 337, 546, 541, 474, 682, 170, 908, 68, 470, 43, 547, 379, 295, 665, 655, 753, 979, 471, 214, 353, 13, 694, 356, 118, 183, 909, \+ 238, 91, 443, 919, 679, 775, 904, 640, 61, 648, 235, 848, 754, 701, 53 8, 335, 849, 205, 74, 716, 517, 490, 521, 151, 200, 40, 911, 390, 112, 473, 344, 756, 195, 172, 733, 673, 809, 703, 511, 896, 371, 246, 365, 974, 633, 817, 382, 632, 913, 769, 14, 828, 870, 864, 892, 79, 123, 9 25, 995, 733, 862, 934, 856, 880, 813, 985, 320, 991, 742, 575, 662, 3 48, 118, 762, 946, 226, 553, 572, 952, 850, 88, 34, 632, 272, 658, 219 , 370, 40, 271, 431, 487, 594, 92, 455, 449, 990, 890, 12, 445, 227, 8 96, 241, 524, 875, 607, 353, 601, 940, 19, 957, 853, 874, 376, 516, 48 4, 928, 116, 767, 361, 169, 269, 734, 914, 308, 502, 940, 797, 689, 99 6, 906, 807, 128, 464, 585, 549, 373, 405, 908, 995, 647, 4, 472, 969, 200, 159, 130, 46, 38, 250, 789, 495, 775, 208, 452, 911, 773, 544, 7 97, 106, 554, 848, 773, 741, 851, 364, 742, 34, 545, 143, 919, 968, 72 7, 656, 707, 613, 99, 175, 782, 447, 29, 338, 127, 718, 65, 652, 696, \+ 987, 710, 146, 118, 985, 108, 821, 990, 196, 319, 346, 929, 167, 526, \+ 738, 657, 512, 679, 744, 554, 682, 142, 549, 471, 853, 682, 722, 673, \+ 781, 635, 783, 569, 103, 938, 656, 763, 338, 584, 257, 470, 407, 722, \+ 306, 318, 189, 878, 529, 297, 918, 222, 621, 322, 352, 757, 336, 823, \+ 912, 461, 844, 359, 667, 478, 329, 700, 334, 104, 442, 967, 294, 93, 5 13, 26, 120, 910, 39, 187, 324, 234, 90, 111, 113, 893, 661, 146, 880, 40, 262, 401, 538, 514, 667, 715, 253, 628, 979, 445, 778, 826, 452, \+ 242, 926, 672, 535, 662, 435, 969, 37, 241, 211, 82, 554, 138, 313, 36 7, 23, 513, 773, 402, 66, 618, 211, 553, 288, 555, 455, 888, 185, 817, 702, 688, 584, 863, 524, 121, 814, 844, 703, 323, 970, 806, 358, 91, \+ 579, 157, 997, 700, 746, 341, 541, 374, 345, 319, 836, 459, 273, 514, \+ 294, 265, 473, 745, 414, 853, 983, 946, 841, 249, 992, 55, 373, 540, 1 74, 613, 548, 63, 433, 960, 842, 353, 258, 26, 343, 887, 781, 576, 529 , 97, 799, 58, 720, 427, 643, 358, 730, 935, 712, 912, 762, 387, 722, \+ 35, 581, 165, 537, 377, 695, 734, 474, 498, 990, 563, 144]:" }}} {EXCHG {PARA 0 "" 0 "" {TEXT -1 274 "The histogram function displays t he frequency of each value. The number of red balls is charted along \+ the x-axis. The number of times this many red marbles was drawn is pl otted on the y-axis. There is no correlation in the data (the next gr aph demonstrates this further)." }}{PARA 0 "> " 0 "" {MPLTEXT 1 0 111 "histogram(data, area=count, numbars=100, labels=[\"Number of red marb les out of 1000\", \"Frequency\"], color=red);" }}{PARA 13 "" 1 "" {GLPLOT2D 400 300 300 {PLOTDATA 2 "6&-%)POLYGONSG6`q7&7$\"\"#\"\"!7$F( \"\"$7$#\"$R#\"#?F+7$F-F)7&F07$F-\"\")7$#\"$>#\"#5F37$F5F)7&F87$F5F77$ #\"$P'F/F77$F7$F<\"#67$#\"$4#\"\"&FA7$FCF)7&FF7$FC\"\"(7$#\"$2# \"\"%FI7$FKF)7&FN7$FKF37$#\"$<'F7F37$FRF)7&FT7$FRF77$#\"%L9F/F77$FXF)7 &FZ7$FX\"#77$#\"$3%FEFgn7$FinF)7&F[oFhn7$#\"%J=F/Fgn7$F^oF)7&F`o7$F^oF E7$#\"$.#F(FE7$FdoF)7&Ffo7$FdoFI7$#\"%HAF/FI7$FjoF)7&F\\p7$FjoFA7$#\"$ 2'FEFA7$F`pF)7&Fbp7$F`p\"\"*7$#\"%FEF/Fep7$FgpF)7&Fip7$Fgp\"\"'7$#\"%8 9F7F\\q7$F^qF)7&F`q7$F^q\"#:7$#\"$0'FMFcq7$FeqF)7&Fgq7$FeqF\\q7$#\"$1) FEF\\q7$F[rF)7&F]r7$F[rFI7$#\"%BMF/FI7$FarF)7&Fcr7$FarF37$#\"%6=F7F37$ FgrF)7&Fir7$FgrF77$#\"%@QF/F77$F]sF)7&F_s7$F]sFgn7$\"$,#Fgn7$FcsF)7&Fd s7$FcsF37$#\"%>UF/F37$FhsF)7&FjsFgs7$#\"%4AF7F37$F]tF)7&F_t7$F]tF77$# \"%)F/FI7$F\\[lF)7&F^[l7$F\\[lFep7$#\"%*>%F7Fep7$Fb[lF)7&Fd[l7$ Fb[lFE7$#\"%(f)F/FE7$Fh[lF)7&Fj[l7$Fh[lF77$#\"%*>#FEF77$F^\\lF)7&F`\\l 7$F^\\lFgn7$#\"%*z\"FMFgn7$Fd\\lF)7&Ff\\l7$Fd\\lF77$#\"%(f%F7F77$Fj\\l F)7&F\\]l7$Fj\\lF\\q7$#\"%$R*F/F\\q7$F`]lF)7&Fb]l7$F`]l\"#<7$#\"%)R#FE Fe]l7$Fg]lF)7&Fi]l7$Fg]lFM7$#\"%\"z*F/FM7$F]^lF)7&F_^l7$F]^lF37$#\"$** *F(F37$Fc^lF)7&Fe^l7$Fc^lFgn7$#\"&*=5F/Fgn7$Fi^lF)7&F[_l7$Fi^lFcq7$#\" %(f#FEFcq7$F__lF)7&Fa_l7$F__lFA7$#\"&(e5F/FA7$Fe_lF)7&Fg_l7$Fe_lFgn7$# \"%$R&F7Fgn7$F[`lF)7&F]`l7$F[`l\"#=7$#\"%(>#FMF``l7$Fb`lF)7&Fd`l7$Fb`l Fcq7$#\"%'z#FEFcq7$Fh`lF)7&Fj`l7$Fh`lFep7$#\"&$Q6F/Fep7$F^alF)7&F`al7$ F^alFgn7$#\"%\"z&F7Fgn7$FdalF)7&Ffal7$FdalF37$#\"&\"y6F/F37$FjalF)7&F \\bl7$FjalFI7$\"$*fFI7$F`blF)7&Fabl7$F`blF37$#\"&z@\"F/F37$FeblF)7&Fgb lFdbl7$#\"%*='F7F37$FjblF)7&F\\cl7$FjblFE7$#\"&xD\"F/FE7$F`clF)7&Fbcl7 $F`cl\"#87$#\"%%>$FEFecl7$FgclF)7&Ficl7$FgclF\\q7$#\"%&f#FMF\\q7$F]dlF )7&F_dl7$F]dlFep7$#\"%(e'F7Fep7$FcdlF)7&Fedl7$FcdlF77$#\"&tL\"F/F77$Fi dlF)7&F[el7$FidlFep7$#\"%$R$FEFep7$F_elF)7&FaelF^el7$#\"&rP\"F/Fep7$Fd elF)7&Ffel7$FdelFA7$#\"%(R\"F(FA7$FjelF)7&F\\fl7$FjelF``l7$#\"&pT\"F/F ``l7$F`flF)7&Fbfl7$F`flF77$#\"%#f$FEF77$FfflF)7&Fhfl7$FfflFA7$#\"&nX\" F/FA7$F\\glF)7&F^gl7$F\\glFecl7$#\"%$Q(F7Fecl7$FbglF)7&Fdgl7$FbglFep7$ #\"%$*HFMFep7$FhglF)7&Fjgl7$FhglFA7$#\"%\"z$FEFA7$F^hlF)7&F`hl7$F^hlFc q7$#\"&j`\"F/Fcq7$FdhlF)7&Ffhl7$FdhlF77$#\"%\"y(F7F77$FjhlF)7&F\\il7$F jhlFep7$#\"&hd\"F/Fep7$F`ilF)7&Fbil7$F`ilFgn7$\"$)zFgn7$FfilF)7&Fgil7$ FfilF37$#\"&fh\"F/F37$F[jlF)7&F]jl7$F[jlFgn7$#\"%z\")F7Fgn7$FajlF)7&Fc jl7$FajlF77$#\"&dl\"F/F77$FgjlF)7&Fijl7$FgjlFE7$#\"%*=%FEFE7$F][mF)7&F _[m7$F][mFgn7$#\"%\"R$FMFgn7$Fc[mF)7&Fe[m7$Fc[mF``l7$#\"%x&)F7F``l7$Fi [mF)7&F[\\m7$Fi[mFiy7$#\"&`t\"F/Fiy7$F_\\mF)7&Fa\\m7$F_\\mF77$#\"%)Q%F EF77$Fe\\mF)7&Fg\\m7$Fe\\mFecl7$#\"&^x\"F/Fecl7$F[]mF)7&F]]m7$F[]mFA7$ #\"%&z\"F(FA7$Fa]mF)7&Fc]m7$Fa]mF77$#\"&\\\"=F/F77$Fg]mF)7&Fi]m7$Fg]mF e]l7$#\"%(e%FEFe]l7$F]^mF)7&F_^m7$F]^mFgn7$#\"&Z&=F/Fgn7$Fc^mF)7&Fe^m7 $Fc^mF37$#\"%t$*F7F37$Fi^mF)7&F[_mFh^m7$#\"%*y$FMF37$F^_mF)7&F`_m7$F^_ mFI7$#\"%'y%FEFI7$Fd_mF)7&Ff_m7$Fd_mFiy7$#\"&V$>F/Fiy7$Fj_mF)7&F\\`m7$ Fj_mFA7$#\"%r(*F7FA7$F``mF)7&Fb`m7$F``mFiy7$#\"&T(>F/Fiy7$Ff`mF)7&Fh`m 7$Ff`mF``l7$\"$(**F``l7$F\\amF)-%+AXESLABELSG6$QBNumber~of~red~marbles ~out~of~10006\"Q*FrequencyFbam-%'COLOURG6&%$RGBG$\"*++++\"!\")$F)F)F[b m-%%VIEWG6$;$!0++++++v*!#8$\"0+++++l4\"!#6%(DEFAULTG" 1 2 0 1 10 0 2 6 1 4 2 1.000000 45.000000 45.000000 0 0 "Curve 1" }}}}{EXCHG {PARA 0 "" 0 "" {TEXT -1 157 "The previous plot had unconstrained axes (they w eren't related to one another). Notice further that there is no corre lation in the data from the next graph." }{MPLTEXT 1 0 0 "" }}{PARA 0 "> " 0 "" {MPLTEXT 1 0 132 "histogram(data, area=count, numbars=100, l abels=[\"Number of red marbles out of 1000\", \"Frequency\"], color=re d, scaling=constrained);" }}{PARA 13 "" 1 "" {GLPLOT2D 400 300 300 {PLOTDATA 2 "6'-%)POLYGONSG6`q7&7$\"\"#\"\"!7$F(\"\"$7$#\"$R#\"#?F+7$F -F)7&F07$F-\"\")7$#\"$>#\"#5F37$F5F)7&F87$F5F77$#\"$P'F/F77$F7$ F<\"#67$#\"$4#\"\"&FA7$FCF)7&FF7$FC\"\"(7$#\"$2#\"\"%FI7$FKF)7&FN7$FKF 37$#\"$<'F7F37$FRF)7&FT7$FRF77$#\"%L9F/F77$FXF)7&FZ7$FX\"#77$#\"$3%FEF gn7$FinF)7&F[oFhn7$#\"%J=F/Fgn7$F^oF)7&F`o7$F^oFE7$#\"$.#F(FE7$FdoF)7& Ffo7$FdoFI7$#\"%HAF/FI7$FjoF)7&F\\p7$FjoFA7$#\"$2'FEFA7$F`pF)7&Fbp7$F` p\"\"*7$#\"%FEF/Fep7$FgpF)7&Fip7$Fgp\"\"'7$#\"%89F7F\\q7$F^qF)7&F`q7$F ^q\"#:7$#\"$0'FMFcq7$FeqF)7&Fgq7$FeqF\\q7$#\"$1)FEF\\q7$F[rF)7&F]r7$F[ rFI7$#\"%BMF/FI7$FarF)7&Fcr7$FarF37$#\"%6=F7F37$FgrF)7&Fir7$FgrF77$#\" %@QF/F77$F]sF)7&F_s7$F]sFgn7$\"$,#Fgn7$FcsF)7&Fds7$FcsF37$#\"%>UF/F37$ FhsF)7&FjsFgs7$#\"%4AF7F37$F]tF)7&F_t7$F]tF77$#\"%)F/FI7$F\\[lF) 7&F^[l7$F\\[lFep7$#\"%*>%F7Fep7$Fb[lF)7&Fd[l7$Fb[lFE7$#\"%(f)F/FE7$Fh[ lF)7&Fj[l7$Fh[lF77$#\"%*>#FEF77$F^\\lF)7&F`\\l7$F^\\lFgn7$#\"%*z\"FMFg n7$Fd\\lF)7&Ff\\l7$Fd\\lF77$#\"%(f%F7F77$Fj\\lF)7&F\\]l7$Fj\\lF\\q7$# \"%$R*F/F\\q7$F`]lF)7&Fb]l7$F`]l\"#<7$#\"%)R#FEFe]l7$Fg]lF)7&Fi]l7$Fg] lFM7$#\"%\"z*F/FM7$F]^lF)7&F_^l7$F]^lF37$#\"$***F(F37$Fc^lF)7&Fe^l7$Fc ^lFgn7$#\"&*=5F/Fgn7$Fi^lF)7&F[_l7$Fi^lFcq7$#\"%(f#FEFcq7$F__lF)7&Fa_l 7$F__lFA7$#\"&(e5F/FA7$Fe_lF)7&Fg_l7$Fe_lFgn7$#\"%$R&F7Fgn7$F[`lF)7&F] `l7$F[`l\"#=7$#\"%(>#FMF``l7$Fb`lF)7&Fd`l7$Fb`lFcq7$#\"%'z#FEFcq7$Fh`l F)7&Fj`l7$Fh`lFep7$#\"&$Q6F/Fep7$F^alF)7&F`al7$F^alFgn7$#\"%\"z&F7Fgn7 $FdalF)7&Ffal7$FdalF37$#\"&\"y6F/F37$FjalF)7&F\\bl7$FjalFI7$\"$*fFI7$F `blF)7&Fabl7$F`blF37$#\"&z@\"F/F37$FeblF)7&FgblFdbl7$#\"%*='F7F37$Fjbl F)7&F\\cl7$FjblFE7$#\"&xD\"F/FE7$F`clF)7&Fbcl7$F`cl\"#87$#\"%%>$FEFecl 7$FgclF)7&Ficl7$FgclF\\q7$#\"%&f#FMF\\q7$F]dlF)7&F_dl7$F]dlFep7$#\"%(e 'F7Fep7$FcdlF)7&Fedl7$FcdlF77$#\"&tL\"F/F77$FidlF)7&F[el7$FidlFep7$#\" %$R$FEFep7$F_elF)7&FaelF^el7$#\"&rP\"F/Fep7$FdelF)7&Ffel7$FdelFA7$#\"% (R\"F(FA7$FjelF)7&F\\fl7$FjelF``l7$#\"&pT\"F/F``l7$F`flF)7&Fbfl7$F`flF 77$#\"%#f$FEF77$FfflF)7&Fhfl7$FfflFA7$#\"&nX\"F/FA7$F\\glF)7&F^gl7$F\\ glFecl7$#\"%$Q(F7Fecl7$FbglF)7&Fdgl7$FbglFep7$#\"%$*HFMFep7$FhglF)7&Fj gl7$FhglFA7$#\"%\"z$FEFA7$F^hlF)7&F`hl7$F^hlFcq7$#\"&j`\"F/Fcq7$FdhlF) 7&Ffhl7$FdhlF77$#\"%\"y(F7F77$FjhlF)7&F\\il7$FjhlFep7$#\"&hd\"F/Fep7$F `ilF)7&Fbil7$F`ilFgn7$\"$)zFgn7$FfilF)7&Fgil7$FfilF37$#\"&fh\"F/F37$F[ jlF)7&F]jl7$F[jlFgn7$#\"%z\")F7Fgn7$FajlF)7&Fcjl7$FajlF77$#\"&dl\"F/F7 7$FgjlF)7&Fijl7$FgjlFE7$#\"%*=%FEFE7$F][mF)7&F_[m7$F][mFgn7$#\"%\"R$FM Fgn7$Fc[mF)7&Fe[m7$Fc[mF``l7$#\"%x&)F7F``l7$Fi[mF)7&F[\\m7$Fi[mFiy7$# \"&`t\"F/Fiy7$F_\\mF)7&Fa\\m7$F_\\mF77$#\"%)Q%FEF77$Fe\\mF)7&Fg\\m7$Fe \\mFecl7$#\"&^x\"F/Fecl7$F[]mF)7&F]]m7$F[]mFA7$#\"%&z\"F(FA7$Fa]mF)7&F c]m7$Fa]mF77$#\"&\\\"=F/F77$Fg]mF)7&Fi]m7$Fg]mFe]l7$#\"%(e%FEFe]l7$F]^ mF)7&F_^m7$F]^mFgn7$#\"&Z&=F/Fgn7$Fc^mF)7&Fe^m7$Fc^mF37$#\"%t$*F7F37$F i^mF)7&F[_mFh^m7$#\"%*y$FMF37$F^_mF)7&F`_m7$F^_mFI7$#\"%'y%FEFI7$Fd_mF )7&Ff_m7$Fd_mFiy7$#\"&V$>F/Fiy7$Fj_mF)7&F\\`m7$Fj_mFA7$#\"%r(*F7FA7$F` `mF)7&Fb`m7$F``mFiy7$#\"&T(>F/Fiy7$Ff`mF)7&Fh`m7$Ff`mF``l7$\"$(**F``l7 $F\\amF)-%+AXESLABELSG6$QBNumber~of~red~marbles~out~of~10006\"Q*Freque ncyFbam-%(SCALINGG6#%,CONSTRAINEDG-%'COLOURG6&%$RGBG$\"*++++\"!\")$F)F )F_bm-%%VIEWG6$;$!0++++++v*!#8$\"0+++++l4\"!#6%(DEFAULTG" 1 2 0 1 10 0 2 6 1 4 1 1.000000 45.000000 45.000000 0 0 "Curve 1" }}}}}{MARK "0 0 0" 0 }{VIEWOPTS 1 1 0 1 1 1803 1 1 1 1 }{PAGENUMBERS 0 1 2 33 1 1 }