commit 9fe02d248fb33a44432b502acb58b32d78957003 Author: Lukas Cremer Date: Tue Feb 3 21:09:26 2026 +0100 initial commit diff --git a/1.hpgl b/1.hpgl new file mode 100755 index 0000000..d9bc914 --- /dev/null +++ b/1.hpgl @@ -0,0 +1 @@ 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449,10929;PD50232,10950;PD49981,10965;PD49710,10975;PD49180,10984;PD48771,10986;PD48771,11042;PD48812,11047;PD48851,11055;PD48887,11069;PD48921,11087;PD48952,11109;PD48981,11135;PD49008,11166;PD49033,11201;PD49056,11239;PD49077,11282;PD49114,11378;PD49144,11489;PD49168,11613;PD49187,11750;PD49201,11899;PD49211,12059;PD49218,12230;PD49224,12599;PD49225,13000;PD49224,13608;PD49219,14102;PD49213,14310;PD49205,14493;PD49194,14654;PD49179,14794;PD49159,14913;PD49135,15015;PD49105,15100;PD49069,15169;PD49027,15225;PD49003,15249;PD48978,15269;PD48921,15302;PD48856,15325;PD48856,15382;PD48856,15382;PU57502,15382;PD57502,15325;PD57438,15308;PD57381,15284;PD57331,15253;PD57286,15215;PD57247,15171;PD57213,15121;PD57184,15063;PD57160,14999;PD57140,14928;PD57123,14851;PD57111,14767;PD57101,14677;PD57090,14475;PD57087,14248;PD57089,13906;PD57095,13591;PD57115,13049;PD57134,12639;PD57143,12376;PD57141,12270;PD57136,12169;PD57128,12073;PD57116,11981;PD57100,11894;PD57081,11811;PD57059,11733;PD57033,11658;PD57003,11588;PD56970,11522;PD56934,11460;PD56894,11402;PD56850,11347;PD56803,11297;PD56753,11249;PD56699,11206;PD56641,11165;PD56580,11128;PD56515,11094;PD56447,11063;PD56375,11035;PD56300,11010;PD56220,10988;PD56138,10969;PD55962,10938;PD55771,10917;PD55566,10905;PD55347,10901;PD55165,10905;PD54951,10921;PD54833,10934;PD54710,10952;PD54582,10976;PD54449,11005;PD54371,11126;PD54268,11266;PD54146,11418;PD54011,11574;PD53868,11728;PD53723,11871;PD53580,11998;PD53512,12053;PD53446,12101;PD53534,12211;PD53574,12268;PD53607,12328;PD53677,12270;PD53773,12197;PD53893,12118;PD53963,12077;PD54038,12038;PD54120,11999;PD54207,11964;PD54300,11931;PD54398,11903;PD54502,11879;PD54611,11861;PD54726,11850;PD54846,11846;PD54935,11849;PD55020,11858;PD55100,11871;PD55176,11890;PD55246,11914;PD55312,11941;PD55373,11973;PD55429,12008;PD55481,12046;PD55528,12088;PD55571,12131;PD55609,12177;PD55642,12225;PD55671,12274;PD55696,12324;PD55716,12376;PD55739,12475;PD55753,12576;PD55761,12681;PD55763,12792;PD55532,12841;PD55165,12914;PD54638,13023;PD53928,13179;PD53793,13213;PD53667,13251;PD53550,13293;PD53442,13339;PD53343,13389;PD53253,13444;PD53172,13503;PD53100,13566;PD53037,13633;PD52982,13705;PD52936,13781;PD52898,13861;PD52869,13946;PD52848,14036;PD52836,14130;PD52832,14229;PD52836,14328;PD52847,14422;PD52865,14510;PD52890,14594;PD52921,14673;PD52958,14747;PD53001,14816;PD53048,14881;PD53100,14941;PD53157,14998;PD53217,15050;PD53281,15098;PD53347,15143;PD53417,15184;PD53489,15221;PD53562,15256;PD53714,15315;PD53868,15362;PD54022,15399;PD54172,15426;PD54316,15446;PD54450,15458;PD54571,15465;PD54675,15467;PD54788,15348;PD54908,15233;PD55034,15120;PD55166,15010;PD55305,14902;PD55451,14796;PD55603,14691;PD55763,14588;PD55762,14818;PD55756,15020;PD55739,15226;PD55706,15467;PD55816,15442;PD55946,15422;PD56096,15407;PD56264,15396;PD56450,15389;PD56653,15385;PD57105,15382;PD57502,15382;PD57502,15382;PU54250,13907;PD54254,13840;PD54266,13778;PD54286,13720;PD54312,13666;PD54345,13616;PD54384,13570;PD54428,13528;PD54477,13489;PD54530,13453;PD54587,13421;PD54648,13391;PD54711,13365;PD54844,13319;PD54982,13283;PD55120,13255;PD55255,13234;PD55498,13205;PD55679,13187;PD55735,13179;PD55763,13170;PD55762,13539;PD55759,13694;PD55753,13830;PD55744,13948;PD55731,14049;PD55712,14132;PD55687,14200;PD55663,14241;PD55635,14279;PD55602,14314;PD55565,14346;PD55526,14375;PD55484,14402;PD55395,14446;PD55303,14480;PD55212,14503;PD55128,14517;PD55053,14522;PD54971,14519;PD54891,14511;PD54814,14497;PD54740,14479;PD54670,14455;PD54604,14427;PD54542,14394;PD54485,14356;PD54433,14314;PD54387,14268;PD54347,14217;PD54313,14163;PD54286,14104;PD54266,14042;PD54254,13976;PD54250,13907;PU0,5928;PD282,5910;PD575,5898;PD873,5892;PD1172,5890;PD1457,5892;PD1754,5898;PD2053,5910;PD2344,5928;PD2344,5842;PD2300,5840;PD2259,5832;PD2221,5818;PD2185,5799;PD2152,5775;PD2121,5746;PD2092,5711;PD2065,5672;PD2041,5627;PD2019,5577;PD1980,5464;PD1948,5330;PD1922,5178;PD1902,5008;PD1887,4819;PD1877,4614;PD1870,4391;PD1863,3895;PD1862,3337;PD1912,3326;PD1932,3320;PD2023,3318;PD2057,3320;PD2091,3325;PD2159,3345;PD2226,3378;PD2293,3422;PD2359,3477;PD2425,3541;PD2491,3615;PD2557,3696;PD2691,3879;PD2828,4084;PD3120,4528;PD3429,5003;PD3694,5424;PD4027,5965;PD4173,5946;PD4321,5930;PD4618,5906;PD4915,5894;PD5209,5890;PD5393,5891;PD5578,5899;PD5909,5928;PD5909,5842;PD5859,5836;PD5810,5822;PD5760,5801;PD5709,5774;PD5656,5739;PD5602,5697;PD5546,5647;PD5487,5590;PD5358,5452;PD5213,5281;PD5048,5078;PD4859,4840;PD4632,4547;PD4414,4256;PD4018,3708;PD3700,3263;PD3579,3100;PD3488,2987;PD3594,2966;PD3711,2938;PD3838,2901;PD3970,2856;PD4107,2802;PD4244,2737;PD4381,2662;PD4514,2576;PD4578,2528;PD4641,2478;PD4701,2424;PD4759,2367;PD4814,2306;PD4866,2243;PD4914,2175;PD4959,2104;PD4999,2030;PD5035,1952;PD5067,1869;PD5093,1783;PD5115,1693;PD5130,1599;PD5140,1501;PD5143,1399;PD5138,1272;PD5125,1152;PD5104,1041;PD5076,937;PD5041,840;PD4999,750;PD4951,667;PD4898,590;PD4840,519;PD4777,454;PD4711,395;PD4641,341;PD4569,292;PD4494,249;PD4417,209;PD4339,174;PD4260,144;PD4181,117;PD4025,73;PD3873,42;PD3731,21;PD3602,9;PD3491,2;PD3337,0;PD3020,4;PD2711,17;PD2412,35;PD2127,56;PD1852,83;PD1595,104;PD1356,117;PD1134,122;PD878,118;PD586,113;PD0,85;PD0,170;PD42,174;PD81,183;PD118,196;PD152,215;PD184,238;PD214,267;PD242,300;PD267,339;PD291,383;PD312,432;PD332,487;PD350,547;PD380,684;PD405,843;PD424,1026;PD438,1233;PD449,1464;PD456,1720;PD462,2309;PD463,3006;PD462,3703;PD456,4294;PD449,4550;PD438,4782;PD424,4989;PD405,5172;PD380,5332;PD350,5469;PD332,5529;PD312,5584;PD291,5633;PD267,5677;PD242,5716;PD214,5749;PD184,5777;PD152,5800;PD118,5818;PD81,5831;PD42,5839;PD0,5842;PD0,5928;PD0,5928;PU1862,2978;PD1863,2563;PD1867,1885;PD1878,1134;PD1887,790;PD1900,501;PD2050,473;PD2204,449;PD2359,431;PD2514,425;PD2627,430;PD2736,447;PD2842,474;PD2944,512;PD3041,561;PD3133,620;PD3219,689;PD3299,769;PD3372,859;PD3437,958;PD3493,1068;PD3541,1187;PD3579,1316;PD3607,1454;PD3624,1601;PD3630,1758;PD3628,1852;PD3623,1942;PD3613,2027;PD3600,2107;PD3584,2183;PD3564,2254;PD3541,2322;PD3515,2385;PD3486,2444;PD3453,2500;PD3418,2552;PD3379,2600;PD3338,2645;PD3294,2686;PD3248,2724;PD3199,2759;PD3147,2791;PD3093,2820;PD2979,2870;PD2856,2910;PD2725,2940;PD2587,2962;PD2442,2977;PD2292,2985;PD2136,2987;PD1971,2982;PD1862,2978;PU22942,5928;PD22942,5871;PD22878,5853;PD22821,5829;PD22770,5798;PD22725,5761;PD22686,5717;PD22652,5666;PD22623,5609;PD22599,5545;PD22579,5474;PD22562,5397;PD22550,5313;PD22540,5222;PD22529,5021;PD22525,4793;PD22528,4451;PD22534,4136;PD22554,3595;PD22573,3184;PD22582,2921;PD22580,2815;PD22575,2714;PD22567,2618;PD22555,2526;PD22539,2439;PD22520,2357;PD22498,2278;PD22472,2204;PD22442,2134;PD22409,2068;PD22373,2006;PD22333,1947;PD22289,1893;PD22242,1842;PD22192,1795;PD22138,1751;PD22080,1711;PD22019,1673;PD21954,1639;PD21886,1609;PD21814,1581;PD21739,1556;PD21660,1534;PD21577,1514;PD21401,1483;PD21210,1462;PD21005,1450;PD20786,1446;PD20604,1450;PD20390,1466;PD20272,1480;PD20149,1498;PD20020,1521;PD19888,1550;PD19810,1672;PD19707,1812;PD19586,1964;PD19450,2120;PD19307,2273;PD19162,2417;PD19019,2544;PD18951,2599;PD18886,2647;PD18973,2757;PD19013,2813;PD19046,2874;PD19116,2815;PD19212,2743;PD19333,2663;PD19402,2623;PD19478,2583;PD19559,2545;PD19646,2509;PD19739,2477;PD19837,2448;PD19941,2425;PD20050,2407;PD20165,2396;PD20285,2392;PD20375,2394;PD20459,2403;PD20539,2417;PD20615,2436;PD20685,2459;PD20751,2487;PD20812,2518;PD20869,2553;PD20920,2592;PD20967,2633;PD21010,2677;PD21048,2723;PD21081,2770;PD21110,2820;PD21135,2870;PD21155,2921;PD21178,3021;PD21192,3122;PD21200,3227;PD21202,3337;PD20971,3387;PD20604,3460;PD20077,3568;PD19368,3725;PD19232,3759;PD19106,3796;PD18989,3838;PD18881,3885;PD18782,3935;PD18692,3989;PD18611,4048;PD18539,4111;PD18476,4178;PD18421,4250;PD18375,4326;PD18337,4407;PD18308,4492;PD18287,4581;PD18275,4675;PD18271,4774;PD18275,4873;PD18286,4967;PD18304,5056;PD18329,5139;PD18360,5218;PD18397,5292;PD18440,5361;PD18487,5426;PD18539,5487;PD18596,5543;PD18656,5595;PD18720,5644;PD18786,5688;PD18856,5729;PD18928,5767;PD19001,5801;PD19153,5860;PD19307,5907;PD19461,5944;PD19611,5972;PD19755,5992;PD19889,6004;PD20010,6011;PD20115,6013;PD20228,5894;PD20347,5778;PD20473,5665;PD20605,5555;PD20744,5447;PD20890,5341;PD21042,5237;PD21202,5133;PD21201,5364;PD21195,5566;PD21178,5772;PD21145,6013;PD21255,5987;PD21385,5967;PD21535,5952;PD21703,5942;PD21889,5935;PD22092,5930;PD22544,5928;PD22942,5928;PD22942,5928;PU19689,4453;PD19693,4386;PD19705,4323;PD19725,4265;PD19751,4212;PD19784,4162;PD19823,4116;PD19867,4073;PD19916,4034;PD19969,3999;PD20027,3966;PD20087,3937;PD20150,3910;PD20283,3865;PD20421,3829;PD20559,3800;PD20694,3779;PD20938,3751;PD21118,3733;PD21174,3725;PD21202,3715;PD21201,4085;PD21198,4240;PD21192,4376;PD21183,4494;PD21170,4594;PD21151,4678;PD21126,4746;PD21102,4787;PD21074,4825;PD21041,4860;PD21005,4892;PD20965,4921;PD20923,4947;PD20834,4992;PD20742,5025;PD20652,5049;PD20567,5063;PD20493,5067;PD20410,5064;PD20331,5056;PD20254,5043;PD20180,5024;PD20109,5001;PD20043,4972;PD19981,4939;PD19924,4902;PD19872,4860;PD19826,4813;PD19786,4763;PD19752,4708;PD19725,4650;PD19705,4588;PD19693,4522;PD19689,4453;PU39872,5928;PD39872,5871;PD39803,5856;PD39743,5834;PD39690,5805;PD39645,5767;PD39606,5719;PD39573,5660;PD39545,5590;PD39523,5506;PD39505,5407;PD39492,5294;PD39481,5164;PD39474,5016;PD39467,4663;PD39465,4226;PD39470,3932;PD39482,3555;PD39522,2687;PD39569,1894;PD39590,1610;PD39607,1446;PD39489,1466;PD39359,1483;PD39212,1498;PD39042,1510;PD38845,1519;PD38615,1526;PD38037,1531;PD37754,1531;PD37754,1588;PD37803,1595;PD37849,1605;PD37891,1619;PD37930,1638;PD37965,1662;PD37997,1692;PD38025,1728;PD38051,1771;PD38072,1821;PD38091,1880;PD38107,1947;PD38119,2023;PD38129,2108;PD38136,2204;PD38142,2429;PD38140,3463;PD38137,3831;PD38130,4117;PD38118,4332;PD38102,4488;PD38091,4547;PD38078,4596;PD38064,4637;PD38047,4670;PD37999,4746;PD37947,4809;PD37890,4861;PD37827,4903;PD37758,4934;PD37683,4956;PD37599,4969;PD37508,4973;PD37362,4966;PD37295,4959;PD37233,4948;PD37176,4934;PD37122,4918;PD37073,4898;PD37027,4876;PD36985,4851;PD36946,4823;PD36911,4792;PD36879,4758;PD36850,4722;PD36824,4683;PD36801,4641;PD36780,4597;PD36746,4500;PD36720,4394;PD36701,4277;PD36689,4151;PD36682,4015;PD36678,3871;PD36676,3554;PD36678,3208;PD36684,2885;PD36693,2585;PD36708,2309;PD36727,2057;PD36752,1829;PD36782,1625;PD36818,1446;PD36679,1466;PD36534,1483;PD36378,1498;PD36206,1510;PD36011,1519;PD35789,1526;PD35239,1531;PD34993,1531;PD34993,1588;PD35053,1604;PD35106,1626;PD35153,1654;PD35193,1689;PD35227,1734;PD35256,1790;PD35281,1857;PD35300,1938;PD35316,2033;PD35329,2144;PD35338,2273;PD35344,2420;PD35351,2776;PD35352,3224;PD35349,3530;PD35343,3837;PD35336,4142;PD35334,4443;PD35337,4569;PD35346,4688;PD35360,4801;PD35380,4907;PD35405,5007;PD35434,5101;PD35468,5188;PD35505,5271;PD35547,5347;PD35592,5419;PD35639,5485;PD35690,5546;PD35743,5603;PD35798,5655;PD35855,5702;PD35914,5746;PD35974,5785;PD36034,5820;PD36157,5880;PD36279,5927;PD36398,5962;PD36513,5986;PD36619,6002;PD36716,6010;PD36799,6013;PD36884,6010;PD36969,6002;PD37139,5984;PD37236,5860;PD37340,5735;PD37452,5612;PD37571,5489;PD37695,5369;PD37824,5252;PD37957,5138;PD38094,5029;PD38091,5546;PD38082,5815;PD38075,5927;PD38066,6013;PD38183,5985;PD38311,5963;PD38452,5948;PD38608,5938;PD38784,5932;PD38982,5929;PD39456,5928;PD39872,5928;PD39872,5928;PU50396,5928;PD50645,5904;PD50906,5890;PD51167,5882;PD51417,5880;PD51675,5884;PD51926,5893;PD52176,5908;PD52428,5928;PD52428,5871;PD52379,5868;PD52335,5857;PD52295,5838;PD52259,5808;PD52228,5765;PD52200,5709;PD52176,5638;PD52155,5549;PD52138,5442;PD52123,5315;PD52112,5166;PD52103,4993;PD52091,4571;PD52088,4037;PD52090,3747;PD52096,3501;PD52106,3295;PD52119,3125;PD52134,2990;PD52152,2887;PD52171,2811;PD52192,2760;PD52218,2723;PD52250,2689;PD52286,2658;PD52326,2630;PD52370,2605;PD52415,2582;PD52509,2545;PD52601,2518;PD52684,2500;PD52751,2489;PD52797,2486;PD52898,2490;PD52987,2502;PD53064,2522;PD53099,2536;PD53130,2553;PD53159,2572;PD53186,2594;PD53211,2619;PD53233,2648;PD53253,2679;PD53271,2714;PD53302,2793;PD53325,2888;PD53343,2998;PD53356,3124;PD53365,3268;PD53373,3612;PD53374,4037;PD53373,4568;PD53368,4983;PD53363,5151;PD53355,5295;PD53344,5418;PD53329,5521;PD53310,5606;PD53286,5676;PD53257,5732;PD53222,5776;PD53181,5810;PD53133,5835;PD53078,5855;PD53015,5871;PD53015,5928;PD53269,5908;PD53530,5893;PD53791,5884;PD54045,5880;PD54294,5882;PD54545,5890;PD54794,5904;PD55038,5928;PD55038,5871;PD54978,5860;PD54925,5839;PD54880,5807;PD54841,5762;PD54808,5705;PD54781,5634;PD54758,5550;PD54740,5450;PD54726,5335;PD54715,5204;PD54703,4890;PD54698,4502;PD54697,4037;PD54698,3656;PD54703,3292;PD54709,3134;PD54717,3002;PD54729,2904;PD54736,2869;PD54745,2845;PD54774,2791;PD54807,2743;PD54842,2700;PD54880,2662;PD54919,2628;PD54961,2599;PD55003,2574;PD55047,2552;PD55092,2534;PD55137,2520;PD55229,2500;PD55319,2489;PD55406,2486;PD55497,2491;PD55578,2505;PD55649,2530;PD55682,2546;PD55712,2565;PD55740,2587;PD55766,2611;PD55813,2670;PD55853,2741;PD55886,2825;PD55914,2923;PD55935,3035;PD55952,3162;PD55965,3304;PD55974,3462;PD55979,3636;PD55983,4037;PD55982,4411;PD55978,4751;PD55964,5054;PD55953,5190;PD55938,5315;PD55919,5429;PD55895,5531;PD55866,5621;PD55832,5699;PD55791,5763;PD55767,5790;PD55743,5813;PD55716,5833;PD55687,5849;PD55657,5862;PD55624,5871;PD55624,5928;PD55883,5908;PD56130,5893;PD56377,5884;PD56636,5880;PD56881,5884;PD57140,5893;PD57397,5908;PD57638,5928;PD57638,5871;PD57608,5862;PD57580,5849;PD57553,5832;PD57529,5811;PD57506,5785;PD57484,5755;PD57465,5720;PD57447,5681;PD57414,5587;PD57388,5472;PD57366,5334;PD57348,5174;PD57335,4988;PD57324,4777;PD57312,4273;PD57308,3651;PD57307,2902;PD57303,2727;PD57292,2563;PD57272,2410;PD57244,2268;PD57207,2137;PD57160,2018;PD57133,1962;PD57103,1909;PD57071,1860;PD57036,1812;PD56999,1768;PD56958,1727;PD56915,1688;PD56870,1653;PD56821,1620;PD56769,1590;PD56714,1562;PD56657,1538;PD56596,1516;PD56532,1498;PD56464,1482;PD56394,1469;PD56243,1452;PD56078,1446;PD55943,1448;PD55808,1456;PD55673,1470;PD55539,1493;PD55368,1717;PD55281,1825;PD55190,1934;PD55091,2047;PD54979,2167;PD54852,2297;PD54707,2439;PD54704,2325;PD54696,2217;PD54681,2116;PD54659,2020;PD54629,1932;PD54589,1851;PD54540,1776;PD54480,1708;PD54408,1648;PD54324,1596;PD54227,1551;PD54116,1513;PD53991,1484;PD53849,1463;PD53691,1450;PD53515,1446;PD53381,1448;PD53247,1457;PD53115,1474;PD53050,1487;PD52986,1503;PD52890,1641;PD52797,1766;PD52705,1882;PD52610,1992;PD52509,2099;PD52398,2207;PD52275,2319;PD52135,2439;PD52137,1907;PD52143,1673;PD52154,1446;PD52005,1474;PD51849,1495;PD51689,1510;PD51527,1521;PD51206,1530;PD50906,1531;PD50310,1531;PD50310,1588;PD50352,1594;PD50390,1605;PD50426,1620;PD50460,1640;PD50492,1665;PD50521,1695;PD50548,1729;PD50573,1768;PD50596,1812;PD50617,1860;PD50653,1970;PD50683,2099;PD50707,2245;PD50726,2409;PD50740,2590;PD50750,2789;PD50757,3005;PD50763,3488;PD50764,4037;PD50763,4303;PD50758,4598;PD50745,4904;PD50733,5054;PD50718,5198;PD50699,5336;PD50674,5462;PD50644,5577;PD50609,5676;PD50588,5719;PD50566,5757;PD50543,5791;PD50517,5819;PD50490,5841;PD50460,5857;PD50429,5867;PD50396,5871;PD50396,5928;PU; diff --git a/2.hpgl b/2.hpgl new file mode 100755 index 0000000..adf733a --- /dev/null +++ b/2.hpgl @@ -0,0 +1 @@ +IN;SP1;PU4232,13680;PD4230,13564;PD4225,13432;PD4213,13286;PD4193,13131;PD4162,12968;PD4118,12803;PD4091,12720;PD4059,12637;PD4024,12555;PD3983,12475;PD3938,12396;PD3888,12319;PD3833,12245;PD3772,12173;PD3705,12105;PD3632,12041;PD3552,11981;PD3466,11925;PD3373,11875;PD3272,11829;PD3164,11790;PD3048,11757;PD2924,11730;PD2792,11711;PD2651,11699;PD2501,11695;PD2392,11697;PD2283,11704;PD2173,11716;PD2064,11732;PD1956,11752;PD1848,11777;PD1741,11807;PD1636,11841;PD1532,11880;PD1429,11923;PD1329,11970;PD1231,12021;PD1135,12077;PD1042,12137;PD952,12202;PD865,12270;PD781,12343;PD701,12420;PD625,12501;PD553,12586;PD486,12675;PD423,12769;PD365,12866;PD312,12967;PD264,13072;PD222,13181;PD186,13294;PD155,13411;PD132,13532;PD114,13656;PD104,13785;PD100,13917;PD101,13988;PD108,14096;PD123,14235;PD149,14399;PD191,14582;PD219,14679;PD251,14779;PD289,14881;PD333,14984;PD383,15088;PD439,15192;PD503,15295;PD574,15396;PD653,15496;PD740,15592;PD836,15685;PD942,15773;PD1056,15856;PD1181,15934;PD1316,16005;PD1462,16069;PD1619,16125;PD1788,16172;PD1968,16210;PD2161,16238;PD2367,16255;PD2587,16261;PD2757,16257;PD2927,16252;PD3059,16089;PD3198,15933;PD3346,15785;PD3502,15644;PD3667,15512;PD3840,15388;PD4022,15272;PD4213,15165;PD4186,15115;PD4163,15063;PD4144,15008;PD4128,14947;PD4071,14983;PD3995,15026;PD3900,15071;PD3786,15116;PD3654,15157;PD3504,15190;PD3423,15203;PD3337,15213;PD3248,15219;PD3154,15221;PD3020,15218;PD2894,15209;PD2776,15195;PD2665,15175;PD2560,15151;PD2463,15121;PD2372,15087;PD2287,15050;PD2208,15008;PD2135,14963;PD2067,14915;PD2005,14863;PD1948,14809;PD1895,14753;PD1848,14695;PD1804,14635;PD1765,14574;PD1730,14511;PD1698,14448;PD1670,14384;PD1623,14256;PD1588,14128;PD1561,14005;PD1542,13888;PD1518,13680;PD4232,13680;PD4232,13680;PU1518,13397;PD1519,13288;PD1528,13114;PD1537,13010;PD1551,12899;PD1570,12784;PD1596,12667;PD1629,12553;PD1671,12444;PD1721,12344;PD1750,12298;PD1781,12255;PD1816,12215;PD1853,12180;PD1893,12149;PD1936,12122;PD1983,12101;PD2032,12086;PD2086,12076;PD2142,12073;PD2202,12075;PD2258,12082;PD2312,12094;PD2362,12109;PD2410,12128;PD2455,12151;PD2497,12177;PD2537,12207;PD2574,12239;PD2609,12274;PD2671,12351;PD2725,12436;PD2770,12527;PD2807,12622;PD2838,12718;PD2862,12815;PD2880,12911;PD2893,13002;PD2902,13088;PD2908,13236;PD2906,13284;PD2900,13321;PD2891,13349;PD2876,13369;PD2857,13383;PD2832,13391;PD2802,13396;PD2766,13397;PD1518,13397;PD1518,13397;PU34181,16176;PD34591,16150;PD34794,16142;PD34994,16138;PD35193,16140;PD35391,16147;PD35590,16158;PD35788,16176;PD35788,16091;PD35741,16086;PD35691,16069;PD35641,16041;PD35593,16000;PD35548,15947;PD35508,15880;PD35474,15799;PD35448,15704;PD35423,15566;PD35401,15411;PD35381,15241;PD35364,15059;PD35338,14671;PD35319,14271;PD35307,13881;PD35300,13526;PD35297,13009;PD35297,11336;PD35315,11336;PD35379,11501;PD35471,11718;PD35724,12282;PD36043,12968;PD36396,13717;PD36749,14471;PD37070,15171;PD37209,15483;PD37328,15759;PD37423,15993;PD37490,16176;PD37707,16150;PD37817,16142;PD37925,16138;PD38026,16142;PD38128,16150;PD38331,16176;PD38392,16003;PD38478,15777;PD38587,15507;PD38715,15201;PD39014,14506;PD39345,13752;PD39993,12306;PD40430,11336;PD40449,11336;PD40449,13255;PD40448,13920;PD40442,14496;PD40435,14750;PD40424,14983;PD40410,15194;PD40390,15382;PD40365,15548;PD40334,15692;PD40316,15756;PD40296,15814;PD40274,15867;PD40250,15914;PD40224,15955;PD40196,15991;PD40165,16022;PD40133,16047;PD40097,16066;PD40060,16080;PD40020,16088;PD39977,16091;PD39977,16176;PD40558,16150;PD40849,16142;PD41139,16138;PD41432,16142;PD41726,16150;PD42312,16176;PD42312,16091;PD42270,16086;PD42232,16078;PD42195,16064;PD42161,16047;PD42130,16025;PD42100,15998;PD42073,15966;PD42048,15930;PD42025,15888;PD42003,15842;PD41984,15790;PD41966,15732;PD41935,15601;PD41910,15446;PD41890,15267;PD41875,15063;PD41864,14833;PD41857,14576;PD41850,13975;PD41848,13255;PD41851,12501;PD41862,11884;PD41872,11623;PD41885,11392;PD41903,11189;PD41924,11014;PD41951,10864;PD41982,10739;PD42020,10637;PD42041,10594;PD42064,10556;PD42088,10523;PD42115,10495;PD42143,10472;PD42172,10453;PD42204,10438;PD42238,10428;PD42274,10421;PD42312,10418;PD42312,10333;PD41811,10359;PD41559,10368;PD41310,10371;PD41100,10368;PD40863,10359;PD40373,10333;PD40322,10500;PD40249,10706;PD40156,10946;PD40047,11215;PD39924,11506;PD39789,11815;PD39498,12464;PD39196,13118;PD38904,13733;PD38647,14266;PD38445,14673;PD37948,13678;PD37673,13122;PD37395,12546;PD37127,11964;PD37000,11676;PD36879,11392;PD36766,11114;PD36662,10843;PD36569,10583;PD36488,10333;PD35991,10359;PD35743,10368;PD35495,10371;PD35240,10368;PD34985,10359;PD34474,10333;PD34474,10418;PD34547,10429;PD34611,10447;PD34667,10473;PD34715,10507;PD34755,10549;PD34788,10601;PD34816,10662;PD34838,10733;PD34855,10814;PD34868,10907;PD34877,11010;PD34884,11126;PD34889,11394;PD34890,11714;PD34885,12132;PD34867,12674;PD34838,13295;PD34818,13619;PD34794,13946;PD34767,14269;PD34736,14582;PD34701,14880;PD34663,15156;PD34620,15405;PD34572,15621;PD34547,15715;PD34521,15798;PD34493,15870;PD3446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15860;PD55155,15873;PD55078,15881;PD54994,15883;PD54914,15881;PD54836,15873;PD54762,15862;PD54690,15846;PD54621,15826;PD54555,15802;PD54492,15774;PD54431,15744;PD54373,15710;PD54317,15673;PD54264,15633;PD54214,15591;PD54121,15501;PD54038,15404;PD53964,15303;PD53900,15198;PD53845,15091;PD53798,14986;PD53761,14883;PD53732,14784;PD53711,14691;PD53698,14607;PD53585,14620;PD53471,14626;PD53493,14760;PD53504,14895;PD53509,15030;PD53509,15165;PD53504,15394;PD53488,15624;PD53461,15849;PD53424,16063;PD53577,16102;PD53710,16134;PD53873,16169;PD54059,16204;PD54262,16233;PD54475,16254;PD54583,16259;PD54691,16261;PD54876,16255;PD55063,16236;PD55250,16203;PD55436,16158;PD55528,16131;PD55618,16100;PD55708,16066;PD55795,16029;PD55881,15989;PD55965,15945;PD56046,15898;PD56125,15848;PD56201,15794;PD56273,15737;PD56343,15677;PD56408,15614;PD56470,15548;PD56528,15478;PD56582,15404;PD56631,15328;PD56675,15248;PD56714,15165;PD56748,15079;PD56776,14989;PD56798,14896;PD56814,14800;PD56824,14700;PD56828,14597;PD56823,14483;PD56809,14377;PD56785,14279;PD56751,14187;PD56706,14100;PD56650,14018;PD56583,13938;PD56504,13861;PD56413,13785;PD56309,13708;PD56192,13631;PD56062,13551;PD55918,13468;PD55760,13381;PD55400,13189;PD55204,13080;PD55021,12969;PD54936,12912;PD54855,12854;PD54780,12795;PD54711,12735;PD54648,12674;PD54592,12613;PD54544,12550;PD54503,12487;PD54470,12422;PD54446,12357;PD54431,12291;PD54426,12224;PD54430,12161;PD54440,12099;PD54457,12039;PD54480,11981;PD54508,11924;PD54541,11869;PD54578,11815;PD54620,11762;PD54714,11658;PD54818,11556;PD55046,11353;PD55161,11250;PD55273,11143;PD55378,11032;PD55426,10974;PD55472,10915;PD55513,10854;PD55551,10790;PD55584,10725;PD55612,10658;PD55634,10588;PD55651,10515;PD55662,10440;PD55665,10362;PD55662,10294;PD55654,10230;PD55640,10169;PD55621,10113;PD55597,10060;PD55569,10010;PD55537,9964;PD55500,9921;PD55461,9881;PD55417,9844;PD55371,9810;PD55322,9779;PD55218,9725;PD55106,9680;PD54989,9644;PD54870,9615;PD54750,9594;PD54632,9579;PD54518,9568;PD54412,9562;PD54228,9558;PD54084,9561;PD53946,9567;PD53815,9578;PD53691,9592;PD53466,9627;PD53273,9668;PD53116,9709;PD52997,9746;PD52886,9785;PD52836,9819;PD52734,9902;PD52395,10179;PD52170,10354;PD51916,10541;PD51639,10733;PD51493,10828;PD51344,10920;PD51344,13037;PD51341,13936;PD51336,14312;PD51329,14642;PD51319,14929;PD51305,15177;PD51288,15388;PD51266,15564;PD51240,15709;PD51209,15826;PD51191,15875;PD51172,15918;PD51151,15955;PD51129,15986;PD51105,16013;PD51080,16035;PD51053,16053;PD51024,16067;PD50993,16077;PD50961,16085;PD50890,16091;PD50890,16176;PU3063,3602;PD3163,3592;PD3271,3583;PD3258,3453;PD3252,3309;PD3254,3116;PD3259,2958;PD3267,2828;PD3279,2720;PD3294,2627;PD3312,2543;PD3356,2373;PD3271,2367;PD3155,2352;PD2857,2306;PD2688,2282;PD2513,2261;PD2340,2246;PD2174,2240;PD2058,2242;PD1955,2248;PD1862,2259;PD1772,2276;PD1683,2298;PD1589,2328;PD1370,2410;PD1045,2546;PD694,2701;PD538,2774;PD408,2839;PD316,2889;PD288,2908;PD274,2921;PD246,2971;PD220,3040;PD196,3123;PD174,3218;PD157,3319;PD143,3422;PD135,3524;PD132,3621;PD136,3780;PD150,3924;PD171,4054;PD201,4171;PD239,4277;PD283,4371;PD335,4455;PD394,4531;PD459,4598;PD531,4657;PD608,4711;PD690,4759;PD778,4802;PD870,4842;PD1068,4916;PD1435,5040;PD1770,5156;PD1912,5211;PD2030,5263;PD2079,5288;PD2120,5313;PD2151,5337;PD2174,5360;PD2205,5417;PD2225,5462;PD2246,5521;PD2266,5594;PD2282,5682;PD2293,5787;PD2297,5909;PD2293,6033;PD2287,6085;PD2278,6131;PD2265,6171;PD2248,6205;PD2226,6235;PD2199,6260;PD2166,6280;PD2128,6297;PD2082,6310;PD2030,6319;PD1902,6331;PD1739,6334;PD1673,6332;PD1606,6327;PD1473,6306;PD1341,6272;PD1211,6227;PD1085,6170;PD964,6105;PD849,6031;PD741,5949;PD641,5861;PD550,5767;PD471,5669;PD403,5568;PD348,5465;PD326,5413;PD308,5360;PD293,5308;PD282,5256;PD276,5204;PD274,5152;PD186,5165;PD85,5171;PD98,5353;PD104,5549;PD102,5748;PD97,5910;PD88,6043;PD76,6154;PD62,6251;PD44,6342;PD0,6533;PD77,6555;PD182,6591;PD310,6636;PD459,6684;PD627,6730;PD809,6769;PD905,6785;PD1005,6797;PD1106,6804;PD1210,6807;PD1374,6802;PD1534,6787;PD1689,6763;PD1840,6731;PD1985,6692;PD2126,6647;PD2261,6597;PD2392,6542;PD2830,6348;PD3118,6217;PD3217,6167;PD3292,6123;PD3346,6082;PD3384,6041;PD3416,5993;PD3446,5942;PD3497,5832;PD3538,5717;PD3570,5599;PD3593,5484;PD3609,5376;PD3618,5280;PD3621,5200;PD3619,5123;PD3613,5050;PD3603,4982;PD3589,4917;PD3572,4856;PD3552,4798;PD3528,4744;PD3501,4693;PD3471,4645;PD3438,4600;PD3403,4558;PD3365,4518;PD3281,4446;PD3189,4382;PD3089,4325;PD2983,4274;PD2871,4227;PD2755,4184;PD2514,4102;PD2269,4018;PD2094,3956;PD1927,3893;PD1849,3860;PD1774,3824;PD1703,3784;PD1637,3740;PD1577,3691;PD1523,3635;PD1476,3573;PD1436,3503;PD1404,3425;PD1381,3337;PD1366,3238;PD1361,3129;PD1366,2977;PD1372,2913;PD1381,2858;PD1393,2809;PD1409,2768;PD1428,2733;PD1451,2704;PD1478,2680;PD1509,2660;PD1544,2645;PD1584,2634;PD1629,2627;PD1679,2622;PD1796,2618;PD1899,2622;PD2005,2633;PD2113,2650;PD2221,2675;PD2329,2706;PD2434,2744;PD2535,2789;PD2631,2841;PD2722,2899;PD2804,2964;PD2877,3035;PD2941,3113;PD2968,3154;PD2992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56;PD34426,4798;PD34403,4744;PD34376,4693;PD34346,4645;PD34313,4600;PD34278,4558;PD34240,4518;PD34156,4446;PD34064,4382;PD33964,4325;PD33858,4274;PD33746,4227;PD33630,4184;PD33389,4102;PD33143,4018;PD32969,3956;PD32802,3893;PD32723,3860;PD32649,3824;PD32578,3784;PD32512,3740;PD32452,3691;PD32398,3635;PD32351,3573;PD32311,3503;PD32279,3425;PD32255,3337;PD32241,3238;PD32236,3129;PD32240,2977;PD32247,2913;PD32256,2858;PD32268,2809;PD32284,2768;PD32303,2733;PD32326,2704;PD32352,2680;PD32384,2660;PD32419,2645;PD32459,2634;PD32504,2627;PD32554,2622;PD32671,2618;PD32774,2622;PD32880,2633;PD32988,2650;PD33096,2675;PD33203,2706;PD33308,2744;PD33410,2789;PD33506,2841;PD33596,2899;PD33679,2964;PD33752,3035;PD33815,3113;PD33843,3154;PD33867,3197;PD33888,3242;PD33905,3288;PD33919,3336;PD33929,3385;PD33936,3436;PD33938,3488;PD33938,3602;PD33938,3602;PU43672,6807;PD43809,6642;PD43941,6495;PD44074,6360;PD44212,6237;PD44285,6179;PD44361,6122;PD44442,6066;PD44527,6012;PD44714,5904;PD44929,5795;PD44875,5695;PD44852,5642;PD44835,5587;PD44773,5628;PD44701,5663;PD44622,5694;PD44538,5720;PD44451,5740;PD44363,5755;PD44276,5764;PD44192,5767;PD44100,5765;PD44009,5760;PD43920,5751;PD43833,5739;PD43748,5723;PD43665,5704;PD43584,5682;PD43506,5656;PD43429,5627;PD43355,5594;PD43283,5558;PD43214,5520;PD43148,5477;PD43084,5432;PD43022,5384;PD42964,5332;PD42908,5277;PD42856,5219;PD42807,5159;PD42760,5095;PD42717,5028;PD42677,4958;PD42641,4885;PD42608,4810;PD42579,4731;PD42553,4650;PD42531,4565;PD42513,4478;PD42499,4389;PD42489,4296;PD42483,4201;PD42480,4103;PD42484,3973;PD42493,3848;PD42507,3729;PD42526,3617;PD42549,3511;PD42575,3412;PD42604,3320;PD42634,3235;PD42666,3159;PD42698,3090;PD42729,3030;PD42760,2978;PD42789,2935;PD42815,2902;PD42839,2878;PD42859,2864;PD42921,2839;PD42991,2822;PD43069,2811;PD43152,2808;PD43253,2811;PD43353,2823;PD43451,2842;PD43546,2869;PD43638,2903;PD43727,2944;PD43810,2991;PD43888,3045;PD43960,3105;PD44024,3172;PD44081,3244;PD44129,3322;PD44168,3406;PD44196,3494;PD44214,3588;PD44220,3687;PD44215,3745;PD44211,3810;PD44310,3819;PD44409,3829;PD44451,3631;PD44495,3454;PD44542,3289;PD44596,3133;PD44660,2977;PD44736,2817;PD44829,2646;PD44939,2458;PD44818,2404;PD44730,2368;PD44619,2331;PD44479,2297;PD44397,2281;PD44307,2268;PD44208,2256;PD44100,2248;PD43981,2242;PD43852,2240;PD43716,2246;PD43550,2265;PD43359,2299;PD43149,2347;PD43038,2378;PD42924,2413;PD42808,2452;PD42691,2496;PD42573,2545;PD42454,2598;PD42336,2657;PD42219,2721;PD42105,2791;PD41992,2866;PD41883,2946;PD41778,3033;PD41677,3125;PD41582,3224;PD41492,3329;PD41409,3441;PD41333,3559;PD41265,3684;PD41206,3816;PD41156,3955;PD41116,4101;PD41087,4255;PD41069,4416;PD41062,4585;PD41066,4702;PD41076,4817;PD41093,4930;PD41117,5042;PD41146,5150;PD41182,5257;PD41224,5361;PD41272,5463;PD41325,5562;PD41384,5658;PD41448,5751;PD41517,5841;PD41590,5927;PD41669,6011;PD41752,6091;PD41839,6167;PD41930,6240;PD42025,6309;PD42124,6374;PD42227,6435;PD42333,6492;PD42442,6545;PD42555,6593;PD42670,6636;PD42788,6675;PD42908,6710;PD43030,6739;PD43155,6763;PD43282,6782;PD43410,6796;PD43540,6804;PD43672,6807;PU52303,6722;PD52549,6702;PD52794,6687;PD53039,6678;PD53286,6674;PD53541,6678;PD53797,6687;PD54052,6702;PD54307,6722;PD54307,6665;PD54256,6649;PD54210,6629;PD54171,6602;PD54138,6567;PD54109,6523;PD54086,6466;PD54066,6396;PD54051,6310;PD54039,6208;PD54029,6086;PD54019,5777;PD54015,5370;PD54014,4850;PD54018,4614;PD54033,4196;PD54045,3975;PD54062,3777;PD54083,3623;PD54095,3569;PD54109,3535;PD54130,3505;PD54155,3476;PD54183,3450;PD54214,3425;PD54285,3383;PD54364,3349;PD54450,3323;PD54542,3304;PD54637,3293;PD54733,3290;PD54836,3294;PD54926,3308;PD55004,3332;PD55039,3348;PD55072,3367;PD55101,3389;PD55128,3414;PD55153,3441;PD55176,3472;PD55214,3543;PD55245,3627;PD55270,3724;PD55288,3837;PD55301,3964;PD55310,4107;PD55318,4443;PD55319,4850;PD55318,5287;PD55313,5657;PD55307,5818;PD55299,5964;PD55287,6095;PD55271,6211;PD55251,6313;PD55226,6401;PD55196,6476;PD55159,6538;PD55116,6588;PD55092,6608;PD55065,6625;PD55037,6639;PD55007,6651;PD54940,6665;PD54940,6722;PD55466,6691;PD55732,6679;PD55999,6674;PD56241,6678;PD56482,6687;PD56723,6702;PD56964,6722;PD56964,6665;PD56907,6651;PD56858,6632;PD56815,6605;PD56778,6567;PD56747,6514;PD56721,6444;PD56700,6353;PD56683,6240;PD56669,6099;PD56659,5929;PD56652,5726;PD56648,5487;PD56643,4890;PD56642,4112;PD56640,3660;PD56633,3459;PD56620,3275;PD56598,3106;PD56583,3028;PD56566,2954;PD56545,2883;PD56521,2817;PD56493,2754;PD56460,2695;PD56424,2640;PD56383,2589;PD56338,2541;PD56287,2498;PD56231,2457;PD56169,2421;PD56102,2388;PD56028,2359;PD55948,2333;PD55861,2311;PD55768,2292;PD55667,2277;PD55559,2265;PD55443,2256;PD55319,2251;PD55186,2250;PD55108,2252;PD55030,2257;PD54952,2266;PD54874,2278;PD54795,2396;PD54701,2522;PD54596,2653;PD54483,2785;PD54365,2916;PD54246,3043;PD54127,3162;PD54014,3271;PD54018,2905;PD54030,2465;PD54049,1982;PD54073,1486;PD54102,1010;PD54134,582;PD54168,235;PD54185,102;PD54203,0;PD54108,28;PD54008,52;PD53904,70;PD53797,83;PD53688,93;PD53578,99;PD53362,104;PD52237,104;PD52237,151;PD52317,157;PD52386,167;PD52447,183;PD52474,195;PD52499,210;PD52522,228;PD52543,249;PD52562,275;PD52580,305;PD52596,341;PD52610,381;PD52634,479;PD52653,604;PD52667,757;PD52677,943;PD52683,1164;PD52690,1725;PD52691,2467;PD52690,3554;PD52685,4455;PD52679,4840;PD52670,5183;PD52658,5486;PD52642,5750;PD52622,5978;PD52596,6169;PD52565,6327;PD52547,6394;PD52527,6453;PD52506,6504;PD52482,6548;PD52458,6585;PD52431,6614;PD52402,6637;PD52371,6653;PD52338,6662;PD52303,6665;PD52303,6722;PU; diff --git a/3.hpgl b/3.hpgl new file mode 100755 index 0000000..524ad97 --- /dev/null +++ b/3.hpgl @@ -0,0 +1 @@ +IN;SP1;PU50862,13680;PD50860,13564;PD50855,13432;PD50843,13286;PD50823,13131;PD50792,12968;PD50748,12803;PD50721,12720;PD50689,12637;PD50654,12555;PD50613,12475;PD50568,12396;PD50518,12319;PD50463,12245;PD50402,12173;PD50335,12105;PD50262,12041;PD50182,11981;PD50096,11925;PD50003,11875;PD49902,11829;PD49794,11790;PD49678,11757;PD49554,11730;PD49422,11711;PD49281,11699;PD49131,11695;PD49022,11697;PD48913,11704;PD48804,11716;PD48694,11732;PD48586,11752;PD48478,11777;PD48371,11807;PD48266,11841;PD48162,11880;PD48059,11923;PD47959,11970;PD47861,12021;PD47765,12077;PD47672,12137;PD47582,12202;PD47495,12270;PD47411,12343;PD47331,12420;PD47255,12501;PD47183,12586;PD47116,12675;PD47053,12769;PD46995,12866;PD46942,12967;PD46894,13072;PD46852,13181;PD46816,13294;PD46786,13411;PD46762,13532;PD46744,13656;PD46734,13785;PD46730,13917;PD46732,13988;PD46738,14096;PD46753,14235;PD46780,14399;PD46821,14582;PD46849,14679;PD46881,14779;PD46919,14881;PD46963,14984;PD47013,15088;PD47069,15192;PD47133,15295;PD47204,15396;PD47283,15495;PD47370,15592;PD47467,15684;PD47572,15773;PD47686,15856;PD47811,15934;PD47946,16005;PD48092,16068;PD48249,16124;PD48418,16172;PD48598,16210;PD48792,16238;PD48998,16255;PD49217,16261;PD49387,16257;PD49557,16252;PD49689,16089;PD49828,15933;PD49976,15785;PD50133,15644;PD50297,15512;PD50471,15388;PD50652,15272;PD50843,15165;PD50816,15115;PD50793,15063;PD50774,15008;PD50758,14947;PD50701,14983;PD50625,15026;PD50530,15071;PD50416,15116;PD50284,15157;PD50134,15190;PD50053,15203;PD49967,15213;PD49878,15219;PD49784,15221;PD49650,15218;PD49525,15209;PD49406,15195;PD49295,15175;PD49190,15151;PD49093,15121;PD49002,15087;PD48917,15050;PD48838,15008;PD48765,14963;PD48697,14915;PD48635,14863;PD48578,14809;PD48525,14753;PD48478,14695;PD48434,14635;PD48395,14574;PD48360,14511;PD48328,14448;PD48300,14384;PD48254,14256;PD48218,14128;PD48191,14005;PD48172,13888;PD48148,13680;PD50862,13680;PD50862,13680;PU48148,13397;PD48150,13288;PD48158,13114;PD48168,13010;PD48181,12899;PD48201,12784;PD48226,12667;PD48260,12553;PD48301,12444;PD48351,12344;PD48380,12298;PD48412,12254;PD48446,12215;PD48483,12180;PD48523,12149;PD48567,12122;PD48613,12101;PD48663,12086;PD48716,12076;PD48772,12073;PD48832,12075;PD48889,12082;PD48942,12094;PD48993,12109;PD49040,12128;PD49085,12151;PD49128,12177;PD49167,12207;PD49204,12239;PD49239,12274;PD49301,12351;PD49355,12436;PD49400,12527;PD49437,12622;PD49468,12718;PD49492,12815;PD49510,12911;PD49523,13002;PD49532,13088;PD49538,13236;PD49536,13283;PD49530,13321;PD49521,13349;PD49506,13369;PD49487,13383;PD49462,13391;PD49432,13396;PD49396,13397;PD48148,13397;PD48148,13397;PU52497,16176;PD52746,16153;PD52994,16138;PD53242,16131;PD53490,16129;PD53753,16132;PD54015,16142;PD54277,16157;PD54540,16176;PD54540,16119;PD54489,16116;PD54444,16106;PD54403,16086;PD54367,16056;PD54335,16014;PD54307,15958;PD54283,15886;PD54263,15798;PD54246,15691;PD54232,15564;PD54221,15415;PD54212,15242;PD54202,14820;PD54199,14285;PD54201,13689;PD54207,13460;PD54217,13274;PD54234,13126;PD54245,13066;PD54259,13014;PD54275,12971;PD54294,12935;PD54316,12907;PD54341,12886;PD54419,12839;PD54497,12803;PD54574,12776;PD54648,12757;PD54719,12745;PD54785,12738;PD54899,12735;PD54988,12738;PD55069,12750;PD55142,12771;PD55206,12802;PD55263,12843;PD55314,12896;PD55357,12962;PD55394,13042;PD55425,13136;PD55451,13246;PD55472,13373;PD55488,13517;PD55500,13679;PD55508,13860;PD55512,14062;PD55513,14285;PD55513,14668;PD55508,15012;PD55494,15315;PD55483,15451;PD55469,15575;PD55449,15687;PD55426,15788;PD55397,15876;PD55362,15951;PD55321,16014;PD55298,16040;PD55273,16063;PD55246,16082;PD55217,16098;PD55187,16111;PD55154,16119;PD55154,16176;PD55402,16157;PD55650,16142;PD55899,16132;PD56147,16129;PD56389,16131;PD56634,16138;PD56878,16153;PD57120,16176;PD57120,16119;PD57071,16104;PD57027,16082;PD56989,16051;PD56972,16031;PD56957,16006;PD56929,15944;PD56906,15860;PD56888,15750;PD56872,15611;PD56861,15439;PD56852,15229;PD56842,14681;PD56838,13936;PD56837,12962;PD56834,12838;PD56824,12717;PD56807,12599;PD56782,12485;PD56747,12375;PD56701,12270;PD56645,12172;PD56613,12125;PD56577,12080;PD56538,12037;PD56496,11996;PD56450,11958;PD56401,11921;PD56348,11887;PD56292,11855;PD56231,11826;PD56167,11800;PD56098,11776;PD56026,11755;PD55949,11737;PD55867,11722;PD55781,11710;PD55690,11702;PD55595,11697;PD55495,11695;PD55391,11697;PD55292,11705;PD55195,11723;PD55098,11752;PD54994,11889;PD54893,12015;PD54792,12131;PD54687,12241;PD54576,12348;PD54455,12456;PD54321,12568;PD54171,12688;PD54177,12482;PD54190,12177;PD54203,11879;PD54209,11695;PD54066,11723;PD53918,11744;PD53765,11759;PD53610,11769;PD53303,11779;PD53017,11780;PD52422,11780;PD52422,11837;PD52463,11843;PD52502,11853;PD52538,11869;PD52572,11889;PD52603,11914;PD52632,11944;PD52659,11978;PD52684,12017;PD52707,12061;PD52728,12109;PD52765,12219;PD52795,12348;PD52819,12494;PD52838,12658;PD52852,12839;PD52862,13038;PD52868,13254;PD52875,13736;PD52876,14285;PD52875,14551;PD52870,14847;PD52856,15152;PD52844,15302;PD52828,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5859;PD18996,5850;PD18919,5837;PD18845,5819;PD18775,5795;PD18708,5767;PD18647,5734;PD18589,5696;PD18538,5654;PD18491,5607;PD18451,5557;PD18417,5502;PD18390,5444;PD18371,5382;PD18358,5316;PD18354,5247;PU33123,6722;PD33370,6702;PD33615,6687;PD33859,6678;PD34106,6674;PD34361,6678;PD34617,6687;PD34872,6702;PD35127,6722;PD35127,6665;PD35076,6649;PD35031,6629;PD34991,6602;PD34958,6567;PD34929,6523;PD34906,6466;PD34886,6396;PD34871,6310;PD34859,6208;PD34850,6086;PD34839,5777;PD34835,5370;PD34834,4850;PD34838,4614;PD34853,4196;PD34866,3975;PD34882,3777;PD34903,3623;PD34915,3569;PD34929,3535;PD34950,3505;PD34975,3476;PD35003,3450;PD35034,3425;PD35105,3383;PD35184,3349;PD35271,3323;PD35362,3304;PD35457,3293;PD35553,3290;PD35656,3294;PD35746,3308;PD35825,3332;PD35859,3348;PD35892,3367;PD35921,3389;PD35948,3413;PD35973,3441;PD35996,3472;PD36035,3542;PD36066,3627;PD36090,3724;PD36108,3837;PD36121,3964;PD36130,4107;PD36138,4443;PD36139,4850;PD36138,5287;PD36133,5657;PD36127,5818;PD36119,5964;PD36107,6095;PD36092,6211;PD36072,6313;PD36047,6401;PD36016,6476;PD35979,6538;PD35936,6588;PD35912,6608;PD35886,6625;PD35857,6639;PD35827,6651;PD35761,6665;PD35761,6722;PD36287,6691;PD36552,6679;PD36820,6674;PD37061,6678;PD37302,6687;PD37543,6702;PD37784,6722;PD37784,6665;PD37727,6651;PD37678,6632;PD37635,6605;PD37598,6567;PD37567,6514;PD37541,6444;PD37520,6353;PD37503,6240;PD37489,6099;PD37479,5929;PD37472,5726;PD37468,5487;PD37463,4890;PD37463,4112;PD37460,3660;PD37453,3459;PD37440,3275;PD37418,3106;PD37403,3028;PD37386,2954;PD37365,2883;PD37341,2817;PD37313,2754;PD37281,2695;PD37244,2640;PD37203,2589;PD37158,2541;PD37107,2497;PD37051,2457;PD36989,2421;PD36922,2388;PD36848,2359;PD36768,2333;PD36682,2311;PD36588,2292;PD36487,2277;PD36379,2265;PD36263,2256;PD36139,2251;PD36007,2250;PD35929,2251;PD35851,2257;PD35773,2266;PD35695,2278;PD35615,2396;PD35522,2522;PD35417,2653;PD35303,2785;PD35185,2916;PD35066,3043;PD34948,3162;PD34834,3271;PD34838,2905;PD34850,2464;PD34869,1981;PD34893,1486;PD34922,1010;PD34954,582;PD34988,235;PD35006,102;PD35023,0;PD34928,28;PD34828,52;PD34724,70;PD34617,83;PD34508,93;PD34398,99;PD34182,104;PD33057,104;PD33057,151;PD33137,157;PD33207,167;PD33267,183;PD33294,195;PD33319,210;PD33342,228;PD33363,249;PD33382,275;PD33400,305;PD33416,340;PD33430,381;PD33454,479;PD33473,604;PD33487,757;PD33497,943;PD33503,1164;PD33510,1725;PD33511,2467;PD33510,3554;PD33505,4455;PD33499,4840;PD33490,5183;PD33478,5486;PD33462,5750;PD33442,5978;PD33416,6169;PD33385,6327;PD33367,6394;PD33347,6453;PD33326,6504;PD33303,6548;PD33278,6585;PD33251,6614;PD33222,6637;PD33191,6653;PD33158,6662;PD33123,6665;PD33123,6722;PD33123,6722;PU49933,6722;PD50183,6698;PD50443,6684;PD50704,6676;PD50954,6674;PD51212,6678;PD51463,6687;PD51713,6702;PD51965,6722;PD51965,6665;PD51916,6662;PD51872,6651;PD51832,6632;PD51797,6602;PD51765,6559;PD51737,6503;PD51713,6432;PD51693,6344;PD51675,6236;PD51661,6109;PD51649,5960;PD51640,5787;PD51629,5366;PD51625,4831;PD51627,4541;PD51633,4295;PD51643,4089;PD51656,3920;PD51671,3785;PD51689,3681;PD51708,3605;PD51729,3554;PD51755,3517;PD51787,3483;PD51823,3452;PD51864,3424;PD51907,3399;PD51952,3376;PD52046,3339;PD52138,3312;PD52221,3294;PD52289,3283;PD52334,3280;PD52436,3284;PD52525,3296;PD52602,3316;PD52636,3330;PD52668,3347;PD52697,3366;PD52724,3388;PD52748,3414;PD52770,3442;PD52790,3473;PD52808,3508;PD52839,3587;PD52863,3682;PD52881,3792;PD52893,3918;PD52902,4062;PD52910,4406;PD52911,4831;PD52910,5363;PD52905,5777;PD52900,5945;PD52892,6089;PD52881,6212;PD52866,6315;PD52847,6401;PD52823,6470;PD52794,6526;PD52759,6570;PD52718,6604;PD52670,6630;PD52615,6649;PD52552,6665;PD52552,6722;PD52806,6702;PD53067,6687;PD53328,6678;PD53583,6674;PD53832,6676;PD54082,6684;PD54331,6698;PD54575,6722;PD54575,6665;PD54515,6655;PD54463,6633;PD54417,6601;PD54378,6557;PD54345,6499;PD54318,6429;PD54295,6344;PD54277,6244;PD54263,6129;PD54253,5998;PD54240,5684;PD54235,5297;PD54235,4831;PD54235,4451;PD54241,4086;PD54246,3928;PD54255,3796;PD54266,3698;PD54274,3663;PD54282,3640;PD54312,3586;PD54345,3537;PD54380,3494;PD54417,3456;PD54457,3422;PD54498,3393;PD54541,3368;PD54584,3346;PD54629,3329;PD54674,3314;PD54766,3294;PD54856,3283;PD54944,3280;PD55034,3285;PD55115,3299;PD55186,3324;PD55219,3340;PD55249,3359;PD55277,3381;PD55304,3406;PD55351,3464;PD55390,3535;PD55424,3619;PD55451,3717;PD55473,3829;PD55490,3956;PD55502,4098;PD55511,4256;PD55517,4430;PD55520,4831;PD55520,5205;PD55515,5546;PD55502,5848;PD55490,5984;PD55476,6110;PD55457,6223;PD55433,6326;PD55404,6416;PD55369,6493;PD55328,6557;PD55305,6584;PD55280,6607;PD55253,6627;PD55224,6643;PD55194,6656;PD55161,6665;PD55161,6722;PD55420,6702;PD55667,6687;PD55914,6678;PD56173,6674;PD56419,6678;PD56677,6687;PD56935,6702;PD57175,6722;PD57175,6665;PD57145,6656;PD57117,6643;PD57090,6626;PD57066,6605;PD57043,6579;PD57022,6549;PD57002,6515;PD56984,6475;PD56952,6381;PD56925,6266;PD56903,6128;PD56885,5968;PD56872,5782;PD56862,5571;PD56849,5067;PD56845,4445;PD56844,3696;PD56840,3521;PD56829,3357;PD56809,3204;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5944;PD7179,15966;PD7153,15981;PD7125,15991;PD7094,15994;PD7062,15991;PD7034,15981;PD7008,15966;PD6986,15944;PD6968,15917;PD6955,15884;PD6947,15844;PD6944,15800;PD6947,15755;PD6955,15716;PD6968,15683;PD6986,15655;PD7007,15634;PD7033,15618;PD7061,15609;PD7092,15606;PD7124,15609;PD7153,15618;PD7178,15634;PD7200,15655;PD7218,15683;PD7231,15716;PD7239,15755;PD7242,15800;PD7239,15844;PD7231,15884;PU7372,15672;PD7347,15618;PD7313,15573;PD7270,15536;PD7218,15509;PD7159,15492;PD7092,15487;PD7027,15492;PD6969,15509;PD6917,15536;PD6874,15573;PD6840,15618;PD6814,15672;PD6798,15733;PD6793,15800;PD6798,15867;PD6814,15928;PD6839,15982;PD6873,16027;PD6916,16064;PD6968,16091;PD7027,16108;PD7094,16113;PD7159,16108;PD7217,16091;PD7269,16064;PD7312,16027;PD7346,15982;PD7372,15928;PD7387,15867;PD7393,15800;PD7388,15733;PD7372,15672;PU7909,16127;PD7905,16163;PD7895,16194;PD7879,16221;PD7855,16242;PD7826,16259;PD7791,16270;PD7750,16278;PD7704,16280;PD7656,16278;PD7610,16273;PD7566,16264;PD7525,16252;PD7525,16371;PD7559,16382;PD7605,16391;PD7658,16397;PD7716,16399;PD7767,16397;PD7815,16391;PD7860,16381;PD7901,16366;PD7938,16347;PD7971,16324;PD7998,16297;PD8021,16265;PD8035,16234;PD8046,16199;PD8052,16157;PD8055,16109;PD8055,15501;PD7927,15501;PD7920,15568;PD7918,15568;PD7887,15536;PD7848,15510;PD7803,15492;PD7751,15487;PD7702,15492;PD7654,15507;PD7610,15533;PD7571,15568;PD7538,15614;PD7513,15670;PD7496,15735;PD7491,15811;PD7496,15886;PD7512,15949;PD7537,16001;PD7569,16043;PD7607,16074;PD7649,16096;PD7695,16109;PD7742,16113;PD7794,16108;PD7840,16094;PD7878,16074;PD7909,16052;PD7911,16052;PD7909,16083;PD7909,16113;PD7909,16127;PD7909,16127;PU7719,15984;PD7695,15967;PD7676,15945;PD7661,15918;PD7650,15885;PD7644,15847;PD7642,15805;PD7643,15767;PD7648,15733;PD7665,15680;PD7676,15660;PD7689,15644;PD7719,15621;PD7749,15609;PD7778,15605;PD7815,15610;PD7851,15624;PD7883,15645;PD7909,15671;PD7909,15937;PD7886,15958;PD7856,15977;PD7820,15991;PD7778,15997;PD7746,15993;PD7719,15984;PU1066,15886;PD1089,15889;PD1110,15895;PD1129,15906;PD1145,15920;PD1158,15936;PD1167,15956;PD1173,15977;PD1175,16000;PD1172,16022;PD1165,16042;PD1155,16060;PD1140,16076;PD1123,16090;PD1104,16099;PD1083,16106;PD1061,16107;PD1039,16105;PD1019,16098;PD1001,16087;PD985,16074;PD972,16057;PD962,16038;PD956,16018;PD955,15995;PD957,15973;PD964,15952;PD974,15933;PD988,15917;PD1005,15904;PD1023,15894;PD1044,15888;PD1066,15886;PU800,16063;PD782,16057;PD778,16051;PD775,16041;PD775,16020;PD776,15431;PD772,15391;PD766,15376;PD758,15363;PD746,15353;PD731,15346;PD689,15335;PD707,15329;PD736,15317;PD758,15298;PD772,15272;PD777,15242;PD776,14747;PD770,14702;PD763,14682;PD753,14664;PD740,14648;PD724,14635;PD684,14614;PD650,14606;PD614,14603;PD287,14599;PD277,14600;PD270,14604;PD267,14621;PD266,15403;PD266,16080;PD266,16099;PD450,16099;PD450,15416;PD548,15416;PD570,15419;PD585,15428;PD593,15443;PD596,15467;PD596,16056;PD598,16075;PD606,16088;PD620,16096;PD640,16098;PD803,16096;PD825,16096;PD826,16078;PD824,16068;PD816,16064;PD800,16063;PU598,15037;PD597,15219;PD595,15240;PD588,15253;PD575,15261;PD555,15263;PD448,15264;PD448,14768;PD501,14768;PD563,14769;PD580,14772;PD590,14779;PD596,14790;PD597,14807;PD598,15037;PU; diff --git a/Command.py b/Command.py new file mode 100755 index 0000000..8a055e9 --- /dev/null +++ b/Command.py @@ -0,0 +1,82 @@ +# -*- coding: utf-8 -*- + + +class Command: + inicoms= ("IN", "SP", "LT") # nicht benutzt + scalecoms=("PA", "PD", "PR", "PU", "CI" ) # Liste skalierbarer HPGL-Befehle + movecoms=("PA", "PD", "PU" ) # Liste verschiebbarer HPGL-Befehle + + def __init__(self, name, *args): + self.name = name # Befehlname + self.args = args # Argsliste + + @property + def scalable(self): + return True \ + if self.name in Command.scalecoms and self.args else \ + False + + @property + def movable(self): + return True \ + if self.name in Command.movecoms and self.args else \ + False + + @property + def x(self): + #Baustelle da es Befehle gibt die mehrere Args haben + return self.args[0] \ + if self.movable else\ + None + + @property + def y(self): + if len(self.args)<2 : + return None + return self.args[1] \ + if self.movable else\ + None + + def __trunc__(self): + return Command(self.name,*[int(arg) for arg in self.args]) + + def __len__(self): + return len(str(self)) # Byte-L�nge des Befehls + + def __str__(self): + return self.name + ",".join(str(int(arg)) for arg in self.args) + ";" + + def __mul__(self, factor): # multipliziert falls skalable mit factor + if not self.scalable: + return self + if type(factor) == type(0) or type(factor) == type(0.0): +# Faktor kann skalar oder Tuple sein + factor = (factor, factor) + return Command(self.name,(self.args[0] * factor[0]),(self.args[1] * factor[1])) \ + if len(self.args)>1 else\ + Command(self.name,(self.args[0]*factor[0]) ) # wichtig f�r Befehle mit nur einem Argument + + def __add__(self, addend): + if not self.movable: + return self + if type(addend) == type(0) or type(addend) == type(0.0): + addend = (addend, addend) + #print( "ADD ", self.name ) + return Command(self.name,(self.x + addend[0]),(self.y + addend[1])) + + def __sub__(self, addend): + if type(addend) == type(0) or type(addend) == type(0.0): + addend = (addend, addend) + return self + (-addend[0], -addend[1]) + + def rotate(self, angl): # multiplikation mit Rot-Matrix + if not self.movable: + return self + cosa=math.cos(angl*math.pi/180) + sina=math.sin(angl*math.pi/180) + return Command((self.name,self.x*cosa-self.y*sina),(self.y*cosa+self.x*sina)) + + def flip(self): # Spiegelung + if not self.movable: + return self + return Command(self.name,self.y,-self.x) diff --git a/Command.pyc b/Command.pyc new file mode 100755 index 0000000..0e391bc Binary files /dev/null and b/Command.pyc differ diff --git a/Fensterplott.zip b/Fensterplott.zip new file mode 100755 index 0000000..906e634 Binary files /dev/null and b/Fensterplott.zip differ diff --git a/Plotter.py b/Plotter.py new file mode 100755 index 0000000..6c063f3 --- /dev/null +++ b/Plotter.py @@ -0,0 +1,89 @@ +from __future__ import division +import pyserial + +class Plotter: + + def __init__(self,boundaries=None): + self.__boundaries=boundaries + self.p0incenter = True + if not boundaries: + s=self.getoutput('OW;') + print(s) + if not s: + self.ser=None + else: + self.__boundaries = tuple(int(x) for x in "".join(s).split(",")) + + def getoutput(self,outstr): + try: + self.ser = serial.Serial('/dev/ttyUSB0',timeout=15) + print('try to get Status') + if not self.ser: + print('Plotter not available') + return None + self.ser.write(outstr) + print('device busy') + s = [] + while True: + x = self.ser.read() + + if x == "\x0d" or not x: + break + s.append(x) + return ''.join(s) + except OSError: + return None + @property + def xmin(self): + return self.__boundaries[0] + + @property + def ymin(self): + return self.__boundaries[1] + + @property + def xmax(self): + return self.__boundaries[2] + + @property + def ymax(self): + return self.__boundaries[3] + + @property + def center(self): + return (self.xmin + self.xmax)/2, (self.ymin + self.ymax)/2 + + def write(self,programm): + self.ser.write(str(programm)) + + @property + def winsize(self): + return self.xmax-self.xmin , self.ymax - self.ymin + + def oob(self, prog): + return (prog.xmax > self.xmax or prog.xmin < self.xmin or prog.ymin < self.ymin or prog.ymax > self.ymax) + + def full(self,prog): + arg = min(self.winsize[0]/prog.winsize[0],self.winsize[1]/prog.winsize[1]) + #print self.winsize[0]/prog.winsize[0],self.winsize[1]/prog.winsize[1]) + print('Scale Factor', arg) + return prog*arg + + def plot(self,prog): + if self.ready and (not self.oob(prog)) : + self.write(prog) + + if self.oob(prog): + print('programm out of bound') + if not self.ready: + print('device not ready') + + + def centralize(self,prog): + return prog-prog.center \ + if self.p0incenter else \ + prog-(prog.xmin,prog.ymin) + @property + def ready(self): + return bool(self.getoutput('OS;')) + diff --git a/Plotter.pyc b/Plotter.pyc new file mode 100755 index 0000000..0a31f6d Binary files /dev/null and b/Plotter.pyc differ diff --git a/Program.py b/Program.py new file mode 100755 index 0000000..b0725df --- /dev/null +++ b/Program.py @@ -0,0 +1,75 @@ + +import math +from Command import * + +class Program: + + def __init__(self, commands=None): + self.commands = commands or [] + self.active=True + self.visible=False + self.filename='' + + + def parsefile(self, filename): + with open(filename) as file: + self.parse( file.read()) + + def parse(self, code): + for command in code.strip().split(";")[:-1]: + name, args = command[:2], command[2:] + args = [float(arg) for arg in args.split(",")] if args else [] + # Experimental + #if name=='CI': + #self.commands.append(Command('PR',args[0])) + #self.commands.append(Command('PR',args[0])) + #self.commands.append(Command('PR',args[0])) + + self.commands.append(Command(name, *args)) + + + def __trunc__ (self): + return Program([int(command) for command in self.commands]) + + def __str__(self): + return "".join(str(command) for command in self.commands) + + def __mul__(self, arg): + return Program([command * arg for command in self.commands]) + + def __add__(self, arg): + if type(arg)== type(self): + return Program( self.commands + arg.commands ) + return Program([command + arg for command in self.commands]) + + def __sub__(self, arg): + return Program([command - arg for command in self.commands]) + + def __len__(self): + return len(str(self)) + + def rotate(self, angl): + return Program([command.rotate(angl) for command in self.commands]) + + def flip(self): + return Program([command.flip() for command in self.commands if command]) + + @property + def xmax(self): + return max(command.x for command in self.commands if command.x and command.movable) + @property + def xmin(self): + return min(command.x for command in self.commands if command.x and command.movable) + @property + def ymax(self): + return max(command.y for command in self.commands if command.y and command.movable) + @property + def ymin(self): + return min(command.y for command in self.commands if command.y and command.movable) + @property + def center(self): + return ((self.xmin+self.xmax)/2),((self.ymin+self.ymax)/2) + + @property + def winsize(self): + return self.xmax-self.xmin , self.ymax - self.ymin diff --git a/Program.pyc b/Program.pyc new file mode 100755 index 0000000..2e5b681 Binary files /dev/null and b/Program.pyc differ diff --git a/TU.hpgl b/TU.hpgl new file mode 100755 index 0000000..bb8a2a0 --- /dev/null +++ b/TU.hpgl @@ -0,0 +1 @@ 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diff --git a/TUlogo.png b/TUlogo.png new file mode 100755 index 0000000..708f050 Binary files /dev/null and b/TUlogo.png differ diff --git a/__pycache__/Program.cpython-36.pyc b/__pycache__/Program.cpython-36.pyc new file mode 100644 index 0000000..4c1d044 Binary files /dev/null and b/__pycache__/Program.cpython-36.pyc differ diff --git a/ag.hpgl b/ag.hpgl new file mode 100755 index 0000000..d6b5879 --- /dev/null +++ b/ag.hpgl @@ -0,0 +1 @@ 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\ No newline at end of file diff --git a/amag.hpgl b/amag.hpgl new file mode 100755 index 0000000..7d5aebf --- /dev/null +++ b/amag.hpgl @@ -0,0 +1 @@ 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2817;PD3977,2822;PD3950,2829;PD3930,2838;PD3915,2850;PD3904,2865;PD3898,2884;PD3895,2907;PD3897,2925;PD3902,2942;PD3910,2956;PD3921,2969;PD3935,2978;PD3951,2986;PD3991,2991;PD4019,2989;PD4045,2981;PD4068,2967;PD4088,2948;PD4104,2925;PD4116,2898;PD4122,2868;PD4125,2834;PD4125,2817;PD4052,2817;PU4198,2787;PD4198,3041;PD4125,3041;PD4125,2973;PD4097,3009;PD4062,3033;PD4021,3048;PD3971,3052;PD3939,3050;PD3910,3043;PD3884,3031;PD3862,3014;PD3845,2993;PD3832,2969;PD3825,2942;PD3822,2911;PD3825,2876;PD3835,2846;PD3850,2820;PD3872,2798;PD3901,2782;PD3935,2770;PD3976,2763;PD4022,2760;PD4125,2760;PD4125,2753;PD4123,2729;PD4116,2708;PD4106,2690;PD4091,2675;PD4073,2663;PD4052,2654;PD4027,2649;PD3999,2648;PD3961,2650;PD3924,2657;PD3889,2668;PD3855,2684;PD3855,2617;PD3894,2603;PD3933,2594;PD3970,2588;PD4006,2586;PD4051,2589;PD4090,2598;PD4123,2614;PD4150,2636;PD4171,2664;PD4186,2699;PD4195,2740;PD4198,2787;PU4606,2665;PD4579,2654;PD4547,2651;PD4518,2653;PD4493,2661;PD4471,2673;PD4452,2691;PD4438,2713;PD4427,2740;PD4421,2771;PD4419,2807;PD4419,3041;PD4346,3041;PD4346,2596;PD4419,2596;PD4419,2665;PD4446,2630;PD4479,2605;PD4520,2591;PD4569,2586;PD4586,2587;PD4606,2590;PD4606,2665;PU4946,2448;PD5026,2448;PD5026,2973;PD5314,2973;PD5314,3041;PD4946,3041;PD4946,2448;PU5553,2648;PD5525,2650;PD5500,2659;PD5478,2673;PD5460,2694;PD5445,2719;PD5434,2748;PD5428,2781;PD5426,2819;PD5428,2857;PD5434,2890;PD5445,2920;PD5459,2945;PD5478,2965;PD5500,2979;PD5525,2988;PD5553,2990;PD5580,2988;PD5605,2979;PD5627,2965;PD5645,2944;PD5660,2919;PD5671,2890;PD5677,2857;PD5679,2819;PD5677,2782;PD5671,2748;PD5660,2719;PD5645,2694;PD5627,2674;PD5605,2659;PD5580,2650;PD5553,2648;PU5553,2586;PD5598,2589;PD5638,2601;PD5673,2620;PD5702,2648;PD5726,2681;PD5743,2721;PD5753,2767;PD5757,2819;PD5753,2871;PD5743,2916;PD5726,2956;PD5702,2990;PD5673,3018;PD5638,3037;PD5598,3048;PD5553,3052;PD5507,3048;PD5467,3037;PD5432,3018;PD5403,2990;PD5379,2956;PD5362,2916;PD5352,2871;PD5349,2819;PD5352,2767;PD5362,2721;PD5379,2681;PD5403,2648;PD5432,2620;PD5467,2601;PD5507,2589;PD5553,2586;PU6247,2773;PD6247,3041;PD6174,3041;PD6174,2775;PD6172,2745;PD6168,2720;PD6160,2698;PD6149,2680;PD6135,2667;PD6118,2657;PD6098,2651;PD6075,2649;PD6047,2651;PD6023,2659;PD6001,2670;PD5982,2687;PD5967,2707;PD5957,2731;PD5950,2759;PD5948,2790;PD5948,3041;PD5875,3041;PD5875,2423;PD5948,2423;PD5948,2665;PD5976,2630;PD6010,2605;PD6048,2591;PD6092,2586;PD6128,2589;PD6159,2598;PD6186,2612;PD6208,2633;PD6225,2660;PD6237,2692;PD6244,2729;PD6247,2773;PU6774,2800;PD6774,2836;PD6438,2836;PD6442,2872;PD6451,2903;PD6465,2929;PD6483,2951;PD6505,2968;PD6532,2981;PD6562,2988;PD6597,2990;PD6638,2988;PD6678,2980;PD6717,2967;PD6756,2949;PD6756,3018;PD6717,3033;PD6676,3044;PD6634,3050;PD6592,3052;PD6542,3048;PD6497,3037;PD6457,3018;PD6423,2990;PD6396,2957;PD6377,2918;PD6365,2873;PD6362,2823;PD6365,2771;PD6376,2725;PD6395,2685;PD6420,2650;PD6452,2622;PD6490,2602;PD6532,2590;PD6579,2586;PD6622,2589;PD6660,2600;PD6693,2618;PD6721,2644;PD6744,2675;PD6760,2712;PD6770,2753;PD6774,2800;PU6700,2779;PD6698,2750;PD6692,2725;PD6681,2703;PD6667,2683;PD6649,2668;PD6629,2656;PD6606,2650;PD6580,2648;PD6551,2650;PD6525,2656;PD6502,2667;PD6482,2682;PD6466,2701;PD6453,2724;PD6445,2750;PD6440,2779;PD6700,2779;PU7263,2773;PD7263,3041;PD7190,3041;PD7190,2775;PD7188,2745;PD7184,2720;PD7176,2698;PD7165,2680;PD7151,2667;PD7134,2657;PD7114,2651;PD7091,2649;PD7063,2651;PD7039,2659;PD7017,2670;PD6998,2687;PD6983,2707;PD6973,2731;PD6966,2759;PD6964,2790;PD6964,3041;PD6891,3041;PD6891,2596;PD6964,2596;PD6964,2665;PD6992,2630;PD7026,2605;PD7064,2591;PD7108,2586;PD7144,2589;PD7175,2598;PD7202,2612;PD7224,2633;PD7241,2660;PD7253,2692;PD7260,2729;PD7263,2773;PU7728,2819;PD7726,2781;PD7720,2747;PD7710,2718;PD7695,2693;PD7677,2673;PD7656,2658;PD7632,2650;PD7604,2647;PD7577,2650;PD7552,2658;PD7531,2673;PD7513,2693;PD7498,2718;PD7488,2747;PD7482,2781;PD7480,2819;PD7482,2857;PD7488,2891;PD7498,2920;PD7513,2946;PD7531,2966;PD7552,2980;PD7577,2988;PD7604,2991;PD7632,2988;PD7656,2980;PD7677,2966;PD7695,2946;PD7710,2920;PD7720,2891;PD7726,2857;PD7728,2819;PU7480,2664;PD7506,2629;PD7538,2605;PD7577,2590;PD7622,2586;PD7661,2590;PD7695,2602;PD7726,2622;PD7753,2650;PD7776,2685;PD7792,2724;PD7801,2769;PD7804,2819;PD7801,2869;PD7792,2914;PD7776,2953;PD7753,2988;PD7726,3016;PD7695,3036;PD7661,3048;PD7622,3052;PD7577,3048;PD7538,3033;PD7506,3009;PD7480,2974;PD7480,3041;PD7407,3041;PD7407,2423;PD7480,2423;PD7480,2664;PU8305,2800;PD8305,2836;PD7970,2836;PD7974,2872;PD7983,2903;PD7997,2929;PD8015,2951;PD8037,2968;PD8064,2981;PD8094,2988;PD8128,2990;PD8170,2988;PD8210,2980;PD8249,2967;PD8288,2949;PD8288,3018;PD8249,3033;PD8208,3044;PD8166,3050;PD8124,3052;PD8074,3048;PD8029,3037;PD7989,3018;PD7955,2990;PD7928,2957;PD7909,2918;PD7897,2873;PD7894,2823;PD7897,2771;PD7908,2725;PD7927,2685;PD7952,2650;PD7984,2622;PD8022,2602;PD8064,2590;PD8111,2586;PD8154,2589;PD8192,2600;PD8225,2618;PD8253,2644;PD8276,2675;PD8292,2712;PD8302,2753;PD8305,2800;PU8232,2779;PD8230,2750;PD8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diff --git a/amag.svg b/amag.svg new file mode 100755 index 0000000..25a95c7 --- /dev/null +++ b/amag.svg @@ -0,0 +1,106 @@ + + + + + + + + + + image/svg+xml + + + + + + + + Aus Mangel an Gründen es nicht zu tun.Balthasar Lohenberg, Wolfgang Ranft, NCL + + + diff --git a/apollon-master/.gitignore b/apollon-master/.gitignore new file mode 100755 index 0000000..2358b09 --- /dev/null +++ b/apollon-master/.gitignore @@ -0,0 +1,4 @@ +*~ +*pyc +__pycache__/ +html/ \ No newline at end of file diff --git a/apollon-master/LICENSE b/apollon-master/LICENSE new file mode 100755 index 0000000..94a9ed0 --- /dev/null +++ b/apollon-master/LICENSE @@ -0,0 +1,674 @@ + GNU GENERAL PUBLIC LICENSE + Version 3, 29 June 2007 + + Copyright (C) 2007 Free Software Foundation, Inc. + Everyone is permitted to copy and distribute verbatim copies + of this license document, but changing it is not allowed. + + Preamble + + The GNU General Public License is a free, copyleft license for +software and other kinds of 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If not, see . + +Also add information on how to contact you by electronic and paper mail. + + If the program does terminal interaction, make it output a short +notice like this when it starts in an interactive mode: + + Copyright (C) + This program comes with ABSOLUTELY NO WARRANTY; for details type `show w'. + This is free software, and you are welcome to redistribute it + under certain conditions; type `show c' for details. + +The hypothetical commands `show w' and `show c' should show the appropriate +parts of the General Public License. Of course, your program's commands +might be different; for a GUI interface, you would use an "about box". + + You should also get your employer (if you work as a programmer) or school, +if any, to sign a "copyright disclaimer" for the program, if necessary. +For more information on this, and how to apply and follow the GNU GPL, see +. + + The GNU General Public License does not permit incorporating your program +into proprietary programs. If your program is a subroutine library, you +may consider it more useful to permit linking proprietary applications with +the library. If this is what you want to do, use the GNU Lesser General +Public License instead of this License. But first, please read +. diff --git a/apollon-master/README.rst b/apollon-master/README.rst new file mode 100755 index 0000000..966074b --- /dev/null +++ b/apollon-master/README.rst @@ -0,0 +1,89 @@ +Apollon +####### + +About +===== + +These are some python classes and functions for calculating Apollonian +Gaskets and saving them as svg. For an overview about this +mathematical object, see wikipedia_. + +The code is split into the following files: + +- `apollon.py`:code: contains all the pure math stuff +- `coloring.py`:code: contains helpers for color mapping +- `ag.py`:code: is a command-line tool for generating Apollonian Gaskets +- `index.cgi`:code: is an interactive online cgi version +- `colorbrewer.json`:code: contains the color schemes, copied from + https://gist.github.com/jsundram/6004447#file-colorbrewer-json + + +Usage +===== + +CLI +--- + +Run `./ag.py c1 c2 c3`:code: where c1, c2, c3 are the (positive) curvatures +of the starting circles. Please also see the `--help`:code: option. + +Note: The method used to calculate the circles is recursive. For depth +d, 2*3^{d+1} circles are created. It is usually safe to do this up to +d=10, but with higher values you can reach the limit of your +RAM. Because of this, and to prevent typos potentially crashing your +machine, the recursion depth is capped at d=10. If you know what you +are doing, you can use the `--force`:code: option for higher values. + +CGI +--- + +Online interactive version. You can try it at +http://lsandig.org/cgi-bin/apollon/index.cgi + +Recursion depth is limited to 5 to reduce server load and RAM +usage. This implementation might not be very fast, it is just intended +as a showcase of what you can expect from the CLI-version. + +Needs python3 and the other three files to work. + +Documentation +============= + +For the cli-program see `ag.py --help`:code:. + +For a somewhat complete documentation of the source files run +`epydoc --html apollon.py ag.py coloring.py`:code: + +For a writeup on how the math behind this program works see my +blogpost here: http://lsandig.org/blog/2014/08/apollon-python/en/ + +TODO +==== +- More logical structure of the source files +- Better documentation +- A time- and RAM-saving algorithm that excludes Circles from + recursion which are too small to be seen. +- fastcgi version of index.cgi? + +Credits +======= + +Colors from www.ColorBrewer.org by Cynthia A. Brewer, Geography, +Pennsylvania State University. + +Thanks to Dorothee Henke for helping me figuring out the math. + +Author & License +================ + +| Author: Ludger Sandig +| Contact: contact@lsandig.org +| Homepage: http://lsandig.org/ + +This software can be found on github: +https://github.com/lsandig/apollon + +This software is published under the GPL, see LICENSE + +.. Links +.. _wikipedia: https://en.wikipedia.org/wiki/Apollonian_gasket diff --git a/apollon-master/ag.py b/apollon-master/ag.py new file mode 100755 index 0000000..dda2b8b --- /dev/null +++ b/apollon-master/ag.py @@ -0,0 +1,228 @@ +#! /usr/bin/python3 + +# Command line program to create svg apollonian circles + +# Copyright (c) 2014 Ludger Sandig +# This file is part of apollon. + +# Apollon is free software: you can redistribute it and/or modify +# it under the terms of the GNU General Public License as published by +# the Free Software Foundation, either version 3 of the License, or +# (at your option) any later version. + +# Apollon is distributed in the hope that it will be useful, +# but WITHOUT ANY WARRANTY; without even the implied warranty of +# MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the +# GNU General Public License for more details. + +# You should have received a copy of the GNU General Public License +# along with Apollon. If not, see . + + +import argparse +import sys +import math + +from apollon import ApollonianGasket +from coloring import ColorMap, ColorScheme + +def parseArguments(argv, colors): + description = "Generate Apollonian Gaskets and save as svg" + name = argv[0] + + colors.append('none') + colors.sort() + + parser = argparse.ArgumentParser(description=description, prog=name) + + parser.add_argument("-d", "--depth", metavar="D", type=int, default=3, help="Recursion depth, generates 2*3^{D+1} circles. Usually safe for D<=10. For higher D use --force if you know what you are doing.") + parser.add_argument("-o", "--output", metavar="", type=str, default="", help="Output file name. If left blank, default is created from circle curvatures.") + parser.add_argument("-r", "--radii", action="store_true", default=False, help="Interpret c1, c2, c3 as radii and not as curvatures") + parser.add_argument("--color", choices=colors, metavar='SCHEME', default='none', help="Color Scheme. Choose from "+", ".join(colors)) + parser.add_argument("--treshold", metavar='T', default=0.005, type=float, help="Don't save circles that are too small. Useful for higher depths to reduce filesize.") + parser.add_argument("--force", action="store_true", default=False, help="Use if you want a higher recursion depth than 10.") + + parser.add_argument("c1", type=float, help="Curvature of first circle") + parser.add_argument("c2", type=float, help="Curvature of second circle") + parser.add_argument("c3", type=float, help="Curvature of third circle") + + return parser.parse_args() + +def colorMsg(color): + print("Available color schemes (name: resmin -- resmax)") + for i in color.info(): + print("%s: %d -- %d" % (i["name"], i["low"], i["high"])) + +def ag_to_svg(circles, colors, tresh=0.005): + """ + Convert a list of circles to svg, optionally color them. + @param circles: A list of L{Circle}s + @param colors: A L{ColorMap} object + @param tresh: Only circles with a radius greater than the product of tresh and maximal radius are saved + """ + svg = [] + + # Find the biggest circle, which hopefully is the enclosing one + # and has a negative radius because of this. Note that this does + # not have to be the case if we picked an unlucky set of radii at + # the start. If that was the case, we're screwed now. + + big = min(circles, key=lambda c: c.r.real) + + # Move biggest circle to front so it gets drawn first + circles.remove(big) + circles.insert(0, big) + + if big.r.real < 0: + # Bounding box from biggest circle, lower left corner and two + # times the radius as width + corner = big.m - ( abs(big.r) + abs(big.r) * 1j ) + vbwidth = abs(big.r)*2 + width = 500 # Hardcoded! + + # Line width independent of circle size + lw = (vbwidth/width) + + svg.append('\n' % (width, width, corner.real, corner.imag, vbwidth, vbwidth)) + + # Keep stroke width relative + svg.append('\n' % lw) + + # Iterate through circle list, circles with radius radmin: + fill = colors.color_for(abs(c.r)) + svg.append(( '\n' % (c.m.real, c.m.imag, abs(c.r), fill))) + + svg.append('\n') + svg.append('\n') + + return ''.join(svg) + +def ag_to_hpgl(circles, colors, tresh=0.005): + """ + Convert a list of circles to hpgl, + @param circles: A list of L{Circle}s + @param tresh: Only circles with a radius greater than the product of tresh and maximal radius are saved + """ + hpgl = [] + + # Find the biggest circle, which hopefully is the enclosing one + # and has a negative radius because of this. Note that this does + # not have to be the case if we picked an unlucky set of radii at + # the start. If that was the case, we're screwed now. + + big = min(circles, key=lambda c: c.r.real) + + # Move biggest circle to front so it gets drawn first + circles.remove(big) + circles.insert(0, big) + + eps = 0.001 + + if big.r.real < 0: + # Bounding box from biggest circle, lower left corner and two + # times the radius as width + corner = big.m - ( abs(big.r) + abs(big.r) * 1j ) + + # Gerards Hack + big.r = abs(big.r) + 2*eps + + vbwidth = abs(big.r)*2 + width = 500 # Hardcoded! + + # Line width independent of circle size + lw = (vbwidth/width) + + hpgl.append('IN;SP1;') + + # Iterate through circle list, circles with radius radmin: + hpgl.append('PU'+str(c.m.real)+','+str(c.m.imag)+';CI'+str(abs(c.r)-eps)+';') + + + return ''.join(hpgl) + +def impossible_combination(c1, c2, c3): + # If any curvatures x, y, z satisfy the equation + # x = 2*sqrt(y*z) + y + z + # then no fourth enclosing circle can be genereated, because it + # would be a line. + # We need to see for c1, c2, c3 if they could be "x". + + impossible = False + + sets = [(c1,c2,c3), (c2,c3,c1), (c3,c1,c2)] + + for (x, y, z) in sets: + if x == 2*math.sqrt(y*z) + y + z: + impossible = True + + return impossible + +def main(): + color = ColorScheme("colorbrewer.json") + available = [d['name'] for d in color.info()] + + args = parseArguments(sys.argv, available) + + # Sanity checks + for c in [args.c1, args.c2, args.c3]: + if c == 0: + print("Error: curvature or radius can't be 0") + exit(1) + if impossible_combination(args.c1, args.c2, args.c3): + print("Error: no apollonian gasket possible for these curvatures") + exit(1) + + # Given curvatures were in fact radii, so take the reciprocal + if args.radii: + args.c1 = 1/args.c1 + args.c2 = 1/args.c2 + args.c3 = 1/args.c3 + + ag = ApollonianGasket(args.c1, args.c2, args.c3) + + # At a recursion depth > 10 things start to get serious. + if args.depth > 10: + if not args.force: + print("Note: Number of cicles increases exponentially with 2*3^{D+1} at depth D.\nIf you want to use D>10, specify the --force option.") + args.depth = 10 + + ag.generate(args.depth) + + # Get smallest and biggest radius + smallest = abs(min(ag.genCircles, key=lambda c: abs(c.r.real)).r.real) + biggest = abs(max(ag.genCircles, key=lambda c: abs(c.r.real)).r.real) + + # Construct color map + if args.color == 'none': + mp = ColorMap('none') + else: + # TODO: resolution of 8 is hardcoded, some color schemes have + # resolutions up to 11. Make this configurable. + mp = color.makeMap(smallest, biggest, args.color, 8) + + svg = ag_to_svg(ag.genCircles, mp, tresh=args.treshold) + hpgl = ag_to_hpgl(ag.genCircles, mp, tresh=args.treshold) + # User supplied filename? If not, we need to construct something. + if len(args.output) == 0: + args.output = 'ag_%.4f_%.4f_%.4f.svg' % (args.c1, args.c2, args.c3) + + with open(args.output, 'w') as f: + f.write(svg) + f.close() + + with open(args.output+'.hpgl', 'w') as f: + f.write(hpgl) + f.close() + +if( __name__ == "__main__" ): + main() diff --git a/apollon-master/apollon.py b/apollon-master/apollon.py new file mode 100755 index 0000000..0712f2a --- /dev/null +++ b/apollon-master/apollon.py @@ -0,0 +1,195 @@ +#!/usr/bin/python3 + +# Generate Apollonian Gaskets -- the math part. + +# Copyright (c) 2014 Ludger Sandig +# This file is part of apollon. + +# Apollon is free software: you can redistribute it and/or modify +# it under the terms of the GNU General Public License as published by +# the Free Software Foundation, either version 3 of the License, or +# (at your option) any later version. + +# Apollon is distributed in the hope that it will be useful, +# but WITHOUT ANY WARRANTY; without even the implied warranty of +# MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the +# GNU General Public License for more details. + +# You should have received a copy of the GNU General Public License +# along with Apollon. If not, see . + +from cmath import * +import random + +class Circle(object): + """ + A circle represented by center point as complex number and radius. + """ + def __init__ ( self, mx, my, r ): + """ + @param mx: x center coordinate + @type mx: int or float + @param my: y center coordinate + @type my: int or float + @param r: radius + @type r: int or float + """ + self.r = r + self.m = (mx +my*1j) + + def __repr__ ( self ): + """ + Pretty printing + """ + return "Circle( self, %s, %s, %s )" % (self.m.real, self.m.imag, self.r) + + def __str__ ( self ): + """ + Pretty printing + """ + return "Circle x:%.3f y:%.3f r:%.3f [cur:%.3f]" % (self.m.real, self.m.imag, self.r.real, self.curvature().real) + + def curvature (self): + """ + Get circle's curvature. + @rtype: float + @return: Curvature of the circle. + """ + return 1/self.r + +def outerTangentCircle( circle1, circle2, circle3 ): + """ + Takes three externally tangent circles and calculates the fourth one enclosing them. + @param circle1: first circle + @param circle2: second circle + @param circle3: third circle + @type circle1: L{Circle} + @type circle2: L{Circle} + @type circle3: L{Circle} + @return: The enclosing circle + @rtype: L{Circle} + """ + cur1 = circle1.curvature() + cur2 = circle2.curvature() + cur3 = circle3.curvature() + m1 = circle1.m + m2 = circle2.m + m3 = circle3.m + cur4 = -2 * sqrt( cur1*cur2 + cur2*cur3 + cur1 * cur3 ) + cur1 + cur2 + cur3 + m4 = ( -2 * sqrt( cur1*m1*cur2*m2 + cur2*m2*cur3*m3 + cur1*m1*cur3*m3 ) + cur1*m1 + cur2*m2 + cur3*m3 ) / cur4 + circle4 = Circle( m4.real, m4.imag, 1/cur4 ) + + return circle4 + + +def tangentCirclesFromRadii( r2, r3, r4 ): + """ + Takes three radii and calculates the corresponding externally + tangent circles as well as a fourth one enclosing them. The enclosing + circle is the first one. + + @param r2, r3, r4: Radii of the circles to calculate + @type r2: int or float + @type r3: int or float + @type r4: int or float + @return: The four circles, where the first one is the enclosing one. + @rtype: (L{Circle}, L{Circle}, L{Circle}, L{Circle}) + """ + circle2 = Circle( 0, 0, r2 ) + circle3 = Circle( r2 + r3, 0, r3 ) + m4x = (r2*r2 + r2*r4 + r2*r3 - r3*r4) / (r2 + r3) + m4y = sqrt( (r2 + r4) * (r2 + r4) - m4x*m4x ) + circle4 = Circle( m4x, m4y, r4 ) + circle1 = outerTangentCircle( circle2, circle3, circle4 ) + return ( circle1, circle2, circle3, circle4 ) + +def secondSolution( fixed, c1, c2, c3 ): + """ + If given four tangent circles, calculate the other one that is tangent + to the last three. + + @param fixed: The fixed circle touches the other three, but not + the one to be calculated. + + @param c1, c2, c3: Three circles to which the other tangent circle + is to be calculated. + + @type fixed: L{Circle} + @type c1: L{Circle} + @type c2: L{Circle} + @type c3: L{Circle} + @return: The circle. + @rtype: L{Circle} + """ + + curf = fixed.curvature() + cur1 = c1.curvature() + cur2 = c2.curvature() + cur3 = c3.curvature() + + curn = 2 * (cur1 + cur2 + cur3) - curf + mn = (2 * (cur1*c1.m + cur2*c2.m + cur3*c3.m) - curf*fixed.m ) / curn + return Circle( mn.real, mn.imag, 1/curn ) + +class ApollonianGasket(object): + """ + Container for an Apollonian Gasket. + """ + def __init__(self, c1, c2, c3): + """ + Creates a basic apollonian Gasket with four circles. + + @param c1, c2, c3: The curvatures of the three inner circles of the + starting set (i.e. depth 0 of the recursion). The fourth, + enclosing circle will be calculated from them. + @type c1: int or float + @type c2: int or float + @type c3: int or float + """ + self.start = tangentCirclesFromRadii( 1/c1, 1/c2, 1/c3 ) + self.genCircles = list(self.start) + + def recurse(self, circles, depth, maxDepth): + """Recursively calculate the smaller circles of the AG up to the + given depth. Note that for depth n we get 2*3^{n+1} circles. + + @param maxDepth: Maximal depth of the recursion. + @type maxDepth: int + + @param circles: 4-Tuple of circles for which the second + solutions are calculated + @type circles: (L{Circle}, L{Circle}, L{Circle}, L{Circle}) + + @param depth: Current depth + @type depth: int + """ + if( depth == maxDepth ): + return + (c1, c2, c3, c4) = circles + if( depth == 0 ): + # First recursive step, this is the only time we need to + # calculate 4 new circles. + del self.genCircles[4:] + cspecial = secondSolution( c1, c2, c3, c4 ) + self.genCircles.append( cspecial ) + self.recurse( (cspecial, c2, c3, c4), 1, maxDepth ) + + cn2 = secondSolution( c2, c1, c3, c4 ) + self.genCircles.append( cn2 ) + cn3 = secondSolution( c3, c1, c2, c4 ) + self.genCircles.append( cn3 ) + cn4 = secondSolution( c4, c1, c2, c3 ) + self.genCircles.append( cn4 ) + + self.recurse( (cn2, c1, c3, c4), depth+1, maxDepth ) + self.recurse( (cn3, c1, c2, c4), depth+1, maxDepth ) + self.recurse( (cn4, c1, c2, c3), depth+1, maxDepth ) + + def generate(self, depth): + """ + Wrapper for the recurse function. Generate the AG, + @param depth: Recursion depth of the Gasket + @type depth: int + """ + self.recurse(self.start, 0, depth) + diff --git a/apollon-master/colorbrewer.json b/apollon-master/colorbrewer.json new file mode 100755 index 0000000..799fa6a --- /dev/null +++ b/apollon-master/colorbrewer.json @@ -0,0 +1,301 @@ +{"YlGn": { +"3": ["#f7fcb9","#addd8e","#31a354"], +"4": ["#ffffcc","#c2e699","#78c679","#238443"], +"5": ["#ffffcc","#c2e699","#78c679","#31a354","#006837"], +"6": ["#ffffcc","#d9f0a3","#addd8e","#78c679","#31a354","#006837"], +"7": ["#ffffcc","#d9f0a3","#addd8e","#78c679","#41ab5d","#238443","#005a32"], +"8": ["#ffffe5","#f7fcb9","#d9f0a3","#addd8e","#78c679","#41ab5d","#238443","#005a32"], +"9": ["#ffffe5","#f7fcb9","#d9f0a3","#addd8e","#78c679","#41ab5d","#238443","#006837","#004529"] +},"YlGnBu": { +"3": ["#edf8b1","#7fcdbb","#2c7fb8"], +"4": ["#ffffcc","#a1dab4","#41b6c4","#225ea8"], +"5": ["#ffffcc","#a1dab4","#41b6c4","#2c7fb8","#253494"], +"6": 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["#e41a1c","#377eb8","#4daf4a","#984ea3","#ff7f00","#ffff33","#a65628"], +"8": ["#e41a1c","#377eb8","#4daf4a","#984ea3","#ff7f00","#ffff33","#a65628","#f781bf"], +"9": ["#e41a1c","#377eb8","#4daf4a","#984ea3","#ff7f00","#ffff33","#a65628","#f781bf","#999999"] +},"Set2": { +"3": ["#66c2a5","#fc8d62","#8da0cb"], +"4": ["#66c2a5","#fc8d62","#8da0cb","#e78ac3"], +"5": ["#66c2a5","#fc8d62","#8da0cb","#e78ac3","#a6d854"], +"6": ["#66c2a5","#fc8d62","#8da0cb","#e78ac3","#a6d854","#ffd92f"], +"7": ["#66c2a5","#fc8d62","#8da0cb","#e78ac3","#a6d854","#ffd92f","#e5c494"], +"8": ["#66c2a5","#fc8d62","#8da0cb","#e78ac3","#a6d854","#ffd92f","#e5c494","#b3b3b3"] +},"Set3": { +"3": ["#8dd3c7","#ffffb3","#bebada"], +"4": ["#8dd3c7","#ffffb3","#bebada","#fb8072"], +"5": ["#8dd3c7","#ffffb3","#bebada","#fb8072","#80b1d3"], +"6": ["#8dd3c7","#ffffb3","#bebada","#fb8072","#80b1d3","#fdb462"], +"7": ["#8dd3c7","#ffffb3","#bebada","#fb8072","#80b1d3","#fdb462","#b3de69"], +"8": ["#8dd3c7","#ffffb3","#bebada","#fb8072","#80b1d3","#fdb462","#b3de69","#fccde5"], +"9": ["#8dd3c7","#ffffb3","#bebada","#fb8072","#80b1d3","#fdb462","#b3de69","#fccde5","#d9d9d9"], +"10": ["#8dd3c7","#ffffb3","#bebada","#fb8072","#80b1d3","#fdb462","#b3de69","#fccde5","#d9d9d9","#bc80bd"], +"11": ["#8dd3c7","#ffffb3","#bebada","#fb8072","#80b1d3","#fdb462","#b3de69","#fccde5","#d9d9d9","#bc80bd","#ccebc5"], +"12": ["#8dd3c7","#ffffb3","#bebada","#fb8072","#80b1d3","#fdb462","#b3de69","#fccde5","#d9d9d9","#bc80bd","#ccebc5","#ffed6f"] +}} diff --git a/apollon-master/coloring.py b/apollon-master/coloring.py new file mode 100755 index 0000000..ff4e13d --- /dev/null +++ b/apollon-master/coloring.py @@ -0,0 +1,86 @@ +# Select a color from colorbrewer schemes + +# Copyright (c) 2014 Ludger Sandig +# This file is part of apollon. + +# Apollon is free software: you can redistribute it and/or modify +# it under the terms of the GNU General Public License as published by +# the Free Software Foundation, either version 3 of the License, or +# (at your option) any later version. + +# Apollon is distributed in the hope that it will be useful, +# but WITHOUT ANY WARRANTY; without even the implied warranty of +# MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the +# GNU General Public License for more details. + +# You should have received a copy of the GNU General Public License +# along with Apollon. If not, see . + + +import json + +class ColorMap(object): + """ + Map numbers to colors. + """ + def __init__(self, default): + """ + @param default: Is returned when a number can't be mapped. + """ + self.pairs = [] + self.default = default + + def add_interval(self, left, right, color): + """ + A number in interval [left,right] gets mapped to color. + """ + self.pairs.append((left, right, color)) + + def color_for(self, number): + """ + Map number to color. If not found, return default value. + """ + ret = self.default + for p in self.pairs: + if (number >= p[0]) and (number <= p[1]): + ret = p[2] + break + return ret + +class ColorScheme(object): + """ + Color Scheme helper class. + """ + def __init__(self, filename): + """ + Load color scheme definitions from json file. + """ + json_data = open(filename) + + self.schemes=json.load(json_data) + json_data.close() + + def info(self): + """ + Get information on available color schemes + """ + infos = [] + for name in self.schemes: + smallest = min(self.schemes[name], key=lambda k: len(self.schemes[name][k])) + biggest = max(self.schemes[name], key=lambda k: len(self.schemes[name][k])) + infos.append({"name" : name, "low" : int(smallest), "high" : int(biggest)}) + return infos + + def makeMap(self, frm, to, name, res): + """ + Construct a L{ColorMap} that maps numbers between frm and to to color scheme name with resolution res. + """ + # TODO: Proper error handling when name or res are not available + delta = to-frm + step = delta/res + colors = self.schemes[name][str(res)] + mp = ColorMap("none") + # Items are (lower_bound, color) + for n in range(res): + mp.add_interval(frm + n*step, frm + (n+1)*step, colors[n]) + return mp diff --git a/apollon-master/index.cgi b/apollon-master/index.cgi new file mode 100755 index 0000000..1e3cdfb --- /dev/null +++ b/apollon-master/index.cgi @@ -0,0 +1,271 @@ +#!/usr/bin/env python3 + +# Copyright (c) 2014 Ludger Sandig +# This file is part of apollon. + +# Apollon is free software: you can redistribute it and/or modify +# it under the terms of the GNU General Public License as published by +# the Free Software Foundation, either version 3 of the License, or +# (at your option) any later version. + +# Apollon is distributed in the hope that it will be useful, +# but WITHOUT ANY WARRANTY; without even the implied warranty of +# MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the +# GNU General Public License for more details. + +# You should have received a copy of the GNU General Public License +# along with Apollon. If not, see . + +import cgi +import cgitb + +from apollon import ApollonianGasket +from coloring import ColorScheme, ColorMap +from ag import ag_to_svg, impossible_combination + + + +# Container for sanitized settings +class Settings(object): + def __init__(self, form): + self.color = form.getvalue("color", "Blues") + self.resolution = int(form.getvalue("res", 8)) + self.c1 = float(form.getvalue("c1", 1)) + self.c2 = float(form.getvalue("c2", 2)) + self.c3 = float(form.getvalue("c3", 2)) + self.rad_or_curv = form.getvalue("roc", "curvature") + self.depth = int(form.getvalue("depth", 3)) + + # Sanity check + + if (self.resolution > 8) or (self.resolution < 3): + self.resolution = 8 + + if self.c1 <= 0: self.c1 = 1 + if self.c2 <= 0: self.c2 = 1 + if self.c3 <= 0: self.c3 = 1 + + if not (self.rad_or_curv == "curvature" or self.rad_or_curv == "radius"): + self.rad_or_curvature = "curvature" + + if (self.depth < 0) or (self.depth > 5): + self.depth = 3 + + # For a more usable form + if self.rad_or_curv == "curvature": + self.rad_checked = "" + self.curv_checked = "checked" + else: + self.rad_checked = "checked" + self.curv_checked = "" + + # Curvature or Radius? + if self.rad_or_curv == "radius": + self.c1 = 1/self.c1 + self.c2 = 1/self.c2 + self.c3 = 1/self.c3 + + # AG possible in the first place? + self.impossible = impossible_combination(self.c1, self.c2, self.c3) + + # What to print: With form or only svg + action = form.getvalue("submit","Update") + self.onlysvg = False + if action == "Save": + self.onlysvg = True + + +def print_with_form(svg, settings, schemes): + # Print first chunk of html + print("Content-type: text/html") + + print(""" + + + +Apollonian Gasket Generator + + + + + + + +

Apollonian Gasket Generator

+""") + + print('
\n%s\n
' % svg) + + # Print form + print(""" +
+
+ +

+

+

+

+

+

+

+

+

+
+
+
+
+

About

+ +

Apollonian Gaskets are groups of circles in which three are +mutally tangent to each other. You can think of it as tightly filling +a big circle with lots of smaller cicles. These sets of circles can be +computed recusively with relative ease. If you are interested in the +mathematical part, see Wikipedia on +this subject.

+ +

This site showcases a small command line program I wrote to +generate svg images of those circles. It can be found on github.

+ +

For a more in-depth explanation of this implementation see this +post on my blog (English and German version)

+ +

Please note that the online version has a recursion limit of depth +5 to reduce the time and memory consumption on the server. With the +command line version only your RAM is the limit.

+ +

This is free software published under the GPLv3.

+ +
+
+ + +""") + + +def print_only_image(svg): + print('Content-type: image/svg+xml\nContent-Disposition: attachment; filename="apollonian_gasket.svg"\n\n') + print(svg) + + +if __name__ == "__main__": + # Debugging + #cgitb.enable() + + # Get settings from form + form = cgi.FieldStorage() + param = Settings(form) + + # Construct color map + schemes = ColorScheme("colorbrewer.json") + + if not param.impossible: + # Magic + ag = ApollonianGasket(param.c1, param.c2, param.c3) + + ag.generate(param.depth) + + # Get smallest and biggest radius + smallest = abs(min(ag.genCircles, key=lambda c: abs(c.r.real)).r.real) + biggest = abs(max(ag.genCircles, key=lambda c: abs(c.r.real)).r.real) + + + if param.color == 'none': + mp = ColorMap('none') + else: + mp = schemes.makeMap(smallest, biggest, param.color, param.resolution) + + # Convert to svg + svg = ag_to_svg(ag.genCircles, mp, tresh=0.005) + + # Output + if param.onlysvg: + print_only_image(svg) + else: + print_with_form(svg, param, schemes) + else: + errortext = "

No Apollonian gasket possible for these curvatures :(" + print_with_form(errortext, param, schemes) + + + + diff --git a/apollon.html b/apollon.html new file mode 100755 index 0000000..0ffda06 --- /dev/null +++ b/apollon.html @@ -0,0 +1,1338 @@ + + + + + + + + + + + + + apollon/apollon.py at master · lsandig/apollon · GitHub + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + Skip to content + + + + + + + + + + + + +
+ +
+
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+
+
+ +
+ +
+ + + +

+ + /apollon + + + + + +

+ +
+
+
+ +
+
+
+ + + +
+ +
+

HTTPS clone URL

+
+ + + + +
+
+ + +
+

Subversion checkout URL

+
+ + + + +
+
+ + + +
You can clone with +
or
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+ + + + Download ZIP + +
+
+
+ + + + + + + +
+ +
+ + Branch: + master + + + +
+ +
+ + + + +
+ +
+ apollon/apollon.py +
+
+ + +
+
+ @lsandig + + +
+ Add crash prevention for impossible curvatures, fix boilerplate GPL text +
+
+ +
+

+ + 1 + contributor + +

+ +
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+ Raw + Blame + History +
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+ executable file + + 196 lines (164 sloc) + + 6.25 KB +
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+ + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + +
#!/usr/bin/python3
+
# Generate Apollonian Gaskets -- the math part.
+
# Copyright (c) 2014 Ludger Sandig
# This file is part of apollon.
+
# Apollon is free software: you can redistribute it and/or modify
# it under the terms of the GNU General Public License as published by
# the Free Software Foundation, either version 3 of the License, or
# (at your option) any later version.
+
# Apollon is distributed in the hope that it will be useful,
# but WITHOUT ANY WARRANTY; without even the implied warranty of
# MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
# GNU General Public License for more details.
+
# You should have received a copy of the GNU General Public License
# along with Apollon. If not, see <http://www.gnu.org/licenses/>.
+
from cmath import *
import random
+
class Circle(object):
"""
A circle represented by center point as complex number and radius.
"""
def __init__ ( self, mx, my, r ):
"""
@param mx: x center coordinate
@type mx: int or float
@param my: y center coordinate
@type my: int or float
@param r: radius
@type r: int or float
"""
self.r = r
self.m = (mx +my*1j)
+
def __repr__ ( self ):
"""
Pretty printing
"""
return "Circle( self, %s, %s, %s )" % (self.m.real, self.m.imag, self.r)
+
def __str__ ( self ):
"""
Pretty printing
"""
return "Circle x:%.3f y:%.3f r:%.3f [cur:%.3f]" % (self.m.real, self.m.imag, self.r.real, self.curvature().real)
+
def curvature (self):
"""
Get circle's curvature.
@rtype: float
@return: Curvature of the circle.
"""
return 1/self.r
+
def outerTangentCircle( circle1, circle2, circle3 ):
"""
Takes three externally tangent circles and calculates the fourth one enclosing them.
@param circle1: first circle
@param circle2: second circle
@param circle3: third circle
@type circle1: L{Circle}
@type circle2: L{Circle}
@type circle3: L{Circle}
@return: The enclosing circle
@rtype: L{Circle}
"""
cur1 = circle1.curvature()
cur2 = circle2.curvature()
cur3 = circle3.curvature()
m1 = circle1.m
m2 = circle2.m
m3 = circle3.m
cur4 = -2 * sqrt( cur1*cur2 + cur2*cur3 + cur1 * cur3 ) + cur1 + cur2 + cur3
m4 = ( -2 * sqrt( cur1*m1*cur2*m2 + cur2*m2*cur3*m3 + cur1*m1*cur3*m3 ) + cur1*m1 + cur2*m2 + cur3*m3 ) / cur4
circle4 = Circle( m4.real, m4.imag, 1/cur4 )
return circle4
+
def tangentCirclesFromRadii( r2, r3, r4 ):
"""
Takes three radii and calculates the corresponding externally
tangent circles as well as a fourth one enclosing them. The enclosing
circle is the first one.
@param r2, r3, r4: Radii of the circles to calculate
@type r2: int or float
@type r3: int or float
@type r4: int or float
@return: The four circles, where the first one is the enclosing one.
@rtype: (L{Circle}, L{Circle}, L{Circle}, L{Circle})
"""
circle2 = Circle( 0, 0, r2 )
circle3 = Circle( r2 + r3, 0, r3 )
m4x = (r2*r2 + r2*r4 + r2*r3 - r3*r4) / (r2 + r3)
m4y = sqrt( (r2 + r4) * (r2 + r4) - m4x*m4x )
circle4 = Circle( m4x, m4y, r4 )
circle1 = outerTangentCircle( circle2, circle3, circle4 )
return ( circle1, circle2, circle3, circle4 )
+
def secondSolution( fixed, c1, c2, c3 ):
"""
If given four tangent circles, calculate the other one that is tangent
to the last three.
@param fixed: The fixed circle touches the other three, but not
the one to be calculated.
@param c1, c2, c3: Three circles to which the other tangent circle
is to be calculated.
@type fixed: L{Circle}
@type c1: L{Circle}
@type c2: L{Circle}
@type c3: L{Circle}
@return: The circle.
@rtype: L{Circle}
"""
curf = fixed.curvature()
cur1 = c1.curvature()
cur2 = c2.curvature()
cur3 = c3.curvature()
+
curn = 2 * (cur1 + cur2 + cur3) - curf
mn = (2 * (cur1*c1.m + cur2*c2.m + cur3*c3.m) - curf*fixed.m ) / curn
return Circle( mn.real, mn.imag, 1/curn )
+
class ApollonianGasket(object):
"""
Container for an Apollonian Gasket.
"""
def __init__(self, c1, c2, c3):
"""
Creates a basic apollonian Gasket with four circles.
@param c1, c2, c3: The curvatures of the three inner circles of the
starting set (i.e. depth 0 of the recursion). The fourth,
enclosing circle will be calculated from them.
@type c1: int or float
@type c2: int or float
@type c3: int or float
"""
self.start = tangentCirclesFromRadii( 1/c1, 1/c2, 1/c3 )
self.genCircles = list(self.start)
+
def recurse(self, circles, depth, maxDepth):
"""Recursively calculate the smaller circles of the AG up to the
given depth. Note that for depth n we get 2*3^{n+1} circles.
@param maxDepth: Maximal depth of the recursion.
@type maxDepth: int
@param circles: 4-Tuple of circles for which the second
solutions are calculated
@type circles: (L{Circle}, L{Circle}, L{Circle}, L{Circle})
@param depth: Current depth
@type depth: int
"""
if( depth == maxDepth ):
return
(c1, c2, c3, c4) = circles
if( depth == 0 ):
# First recursive step, this is the only time we need to
# calculate 4 new circles.
del self.genCircles[4:]
cspecial = secondSolution( c1, c2, c3, c4 )
self.genCircles.append( cspecial )
self.recurse( (cspecial, c2, c3, c4), 1, maxDepth )
+
cn2 = secondSolution( c2, c1, c3, c4 )
self.genCircles.append( cn2 )
cn3 = secondSolution( c3, c1, c2, c4 )
self.genCircles.append( cn3 )
cn4 = secondSolution( c4, c1, c2, c3 )
self.genCircles.append( cn4 )
+
self.recurse( (cn2, c1, c3, c4), depth+1, maxDepth )
self.recurse( (cn3, c1, c2, c4), depth+1, maxDepth )
self.recurse( (cn4, c1, c2, c3), depth+1, maxDepth )
+
def generate(self, depth):
"""
Wrapper for the recurse function. Generate the AG,
@param depth: Recursion depth of the Gasket
@type depth: int
"""
self.recurse(self.start, 0, depth)
+
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+ + + Something went wrong with that request. Please try again. +
+ + + + + + + + + + diff --git a/devil.hpgl b/devil.hpgl new file mode 100755 index 0000000..1c4f466 --- /dev/null +++ b/devil.hpgl @@ -0,0 +1 @@ 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diff --git a/docs/Download.pdf b/docs/Download.pdf new file mode 100755 index 0000000..00caddf Binary files /dev/null and b/docs/Download.pdf differ diff --git a/docs/HP 7475A Interfacing & Programming.pdf b/docs/HP 7475A Interfacing & Programming.pdf new file mode 100755 index 0000000..92e7cce Binary files /dev/null and b/docs/HP 7475A Interfacing & Programming.pdf differ diff --git a/docs/HPGL_ProgrammersReferenceManual_47pages_1984.pdf b/docs/HPGL_ProgrammersReferenceManual_47pages_1984.pdf new file mode 100755 index 0000000..b6e1a2f Binary files /dev/null and b/docs/HPGL_ProgrammersReferenceManual_47pages_1984.pdf differ diff --git a/docs/hpgl.pdf b/docs/hpgl.pdf new file mode 100755 index 0000000..5fc51e5 Binary files /dev/null and b/docs/hpgl.pdf differ diff --git a/hilbert.py b/hilbert.py new file mode 100644 index 0000000..50409ae --- /dev/null +++ b/hilbert.py @@ -0,0 +1,22 @@ +import math +from hilbertcurve.hilbertcurve import HilbertCurve +penthickness=28 +import Program +import Command + + +def hilbert( laenge, dicke): + tiefe=math.floor(math.log(laenge/dicke,2)-1) + print(tiefe) + hilbert_curve = HilbertCurve(tiefe , 2) + pts = [hilbert_curve.coordinates_from_distance(i) for i in range(4*(2**tiefe))] + return pts + +def hilbert_curve(plt): + + list=hilbert(min(plt.winsize[0],plt.winsize[1]),penthickness) + return Program([Command('IN'),Command('SP1'),Command('PU',*list[-1])]\ + +[Command('PD',*p) for p in list]\ + +[Command('PU')]) + + diff --git a/hpgl/ArsOpifex.hpgl b/hpgl/ArsOpifex.hpgl new file mode 100755 index 0000000..5924c08 --- /dev/null +++ b/hpgl/ArsOpifex.hpgl @@ -0,0 +1 @@ +IN;SP1;PU5174,3108;PD5195,2947;PD5211,2759;PD5222,2555;PD5228,2345;PD5230,2214;PD5232,2175;PD5237,2151;PD5244,2137;PD5255,2133;PD5269,2135;PD5289,2140;PD5303,2147;PD5311,2166;PD5316,2206;PD5321,2278;PD5326,2347;PD5332,2397;PD5343,2435;PD5358,2472;PD5377,2505;PD5402,2540;PD5466,2611;PD5537,2674;PD5572,2698;PD5604,2716;PD5675,2742;PD5748,2758;PD5820,2763;PD5892,2757;PD5961,2741;PD6026,2715;PD6088,2679;PD6143,2633;PD6170,2605;PD6192,2577;PD6210,2548;PD6224,2518;PD6235,2485;PD6242,2450;PD6248,2370;PD6247,2316;PD6242,2277;PD6231,2242;PD6211,2199;PD6191,2163;PD6166,2127;PD6135,2090;PD6098,2053;PD6006,1976;PD5886,1892;PD5776,1817;PD5682,1750;PD5603,1689;PD5536,1632;PD5481,1577;PD5436,1525;PD5399,1472;PD5370,1419;PD5340,1349;PD5320,1282;PD5309,1213;PD5306,1136;PD5308,1078;PD5315,1025;PD5326,975;PD5342,927;PD5364,882;PD5391,839;PD5424,797;PD5462,755;PD5533,693;PD5570,667;PD5609,645;PD5650,626;PD5693,610;PD5739,597;PD5789,587;PD5898,577;PD6023,579;PD6168,592;PD6334,616;PD6375,623;PD6401,497;PD6427,372;PD6467,372;PD6508,372;PD6484,567;PD6464,737;PD6449,907;PD6438,1057;PD6434,1167;PD6434,1241;PD6397,1226;PD6378,1217;PD6366,1205;PD6358,1188;PD6353,1161;PD6345,1044;PD6340,998;PD6328,953;PD6308,910;PD6282,868;PD6249,829;PD6209,793;PD6163,761;PD6112,732;PD6077,717;PD6040,705;PD5966,691;PD5890,689;PD5817,700;PD5748,722;PD5686,755;PD5658,775;PD5633,798;PD5611,824;PD5593,851;PD5579,879;PD5568,908;PD5556,970;PD5557,1033;PD5562,1063;PD5571,1091;PD5585,1119;PD5605,1150;PD5632,1182;PD5665,1216;PD5746,1285;PD5845,1354;PD6068,1498;PD6212,1599;PD6263,1639;PD6304,1677;PD6341,1715;PD6375,1756;PD6406,1799;PD6434,1844;PD6458,1892;PD6478,1942;PD6495,1993;PD6507,2046;PD6516,2100;PD6522,2154;PD6523,2208;PD6520,2262;PD6514,2316;PD6504,2368;PD6490,2419;PD6471,2469;PD6449,2517;PD6423,2562;PD6389,2609;PD6347,2654;PD6300,2697;PD6249,2737;PD6193,2773;PD6134,2804;PD6073,2830;PD6011,2850;PD5946,2863;PD5870,2872;PD5786,2876;PD5698,2876;PD5610,2871;PD5526,2862;PD5450,2849;PD5385,2832;PD5320,2815;PD5287,2970;PD5264,3079;PD5250,3128;PD5234,3136;PD5205,3143;PD5167,3151;PD5174,3108;PU17393,3062;PD17376,3058;PD17366,3045;PD17362,3016;PD17359,2959;PD17356,2861;PD17238,2854;PD16976,2846;PD16512,2838;PD16005,2828;PD15924,2821;PD15909,2817;PD15906,2811;PD15910,2790;PD15916,2782;PD15925,2776;PD15956,2767;PD16007,2761;PD16167,2741;PD16242,2728;PD16250,2524;PD16254,2147;PD16254,1547;PD16250,989;PD16247,809;PD16243,740;PD16200,730;PD16108,716;PD15999,700;PD15940,688;PD15924,681;PD15915,674;PD15910,664;PD15908,653;PD15904,623;PD16523,617;PD16876,611;PD17124,604;PD17282,594;PD17332,587;PD17364,580;PD17373,574;PD17381,560;PD17391,506;PD17399,463;PD17412,435;PD17421,427;PD17433,421;PD17464,417;PD17476,418;PD17482,422;PD17484,429;PD17483,440;PD17452,759;PD17434,973;PD17422,1073;PD17415,1093;PD17406,1099;PD17395,1097;PD17379,1092;PD17339,1079;PD17339,963;PD17339,897;PD17335,860;PD17327,841;PD17310,828;PD17279,812;PD17234,796;PD17110,767;PD16953,743;PD16773,727;PD16654,719;PD16647,791;PD16640,951;PD16632,1235;PD16625,1606;PD16849,1599;PD16990,1593;PD17106,1584;PD17194,1574;PD17251,1562;PD17261,1555;PD17269,1541;PD17284,1489;PD17292,1450;PD17300,1430;PD17314,1423;PD17336,1422;PD17358,1423;PD17369,1427;PD17372,1438;PD17369,1459;PD17327,1757;PD17291,2018;PD17259,2007;PD17226,1995;PD17226,1885;PD17226,1774;PD17190,1762;PD17099,1743;PD16963,1725;PD16803,1712;PD16641,1704;PD16636,1708;PD16633,1720;PD16629,1780;PD16632,2119;PD16647,2633;PD16654,2731;PD16745,2731;PD16911,2725;PD17074,2708;PD17221,2683;PD17283,2668;PD17334,2651;PD17393,2629;PD17426,2491;PD17445,2412;PD17460,2369;PD17467,2358;PD17475,2350;PD17498,2340;PD17540,2330;PD17515,2495;PD17462,2864;PD17443,3009;PD17430,3068;PD17393,3062;PD17393,3062;PU19766,2885;PD19683,2810;PD19596,2727;PD19409,2534;PD19204,2304;PD18978,2035;PD18851,1882;PD18794,1818;PD18783,1827;PD18761,1855;PD18692,1954;PD18497,2259;PD18309,2567;PD18251,2671;PD18236,2702;PD18233,2715;PD18361,2740;PD18485,2760;PD18488,2794;PD18492,2829;PD18085,2828;PD17797,2825;PD17678,2820;PD17688,2784;PD17696,2770;PD17708,2760;PD17728,2753;PD17759,2748;PD17815,2738;PD17865,2723;PD17905,2705;PD17936,2683;PD17996,2617;PD18096,2497;PD18356,2168;PD18598,1850;PD18675,1744;PD18695,1713;PD18701,1699;PD18610,1573;PD18411,1306;PD18059,843;PD18008,782;PD17988,763;PD17967,748;PD17945,737;PD17917,729;PD17833,711;PD17787,698;PD17773,691;PD17768,684;PD17762,649;PD17761,641;PD17767,636;PD17785,632;PD17821,629;PD17968,626;PD18253,626;PD18750,627;PD18737,667;PD18720,699;PD18590,719;PD18514,734;PD18477,743;PD18491,774;PD18537,848;PD18685,1072;PD18843,1301;PD18902,1381;PD18935,1421;PD18941,1422;PD18949,1418;PD18978,1388;PD19102,1219;PD19217,1051;PD19314,905;PD19380,799;PD19399,765;PD19405,748;PD19397,742;PD19375,734;PD19298,716;PD19211,697;PD19195,687;PD19191,676;PD19185,641;PD19187,637;PD19197,634;PD19252,629;PD19552,626;PD19924,626;PD19924,662;PD19924,698;PD19818,722;PD19711,746;PD19611,855;PD19386,1112;PD19103,1446;PD19022,1544;PD19114,1672;PD19420,2105;PD19819,2666;PD20003,2928;PD19991,2935;PD19961,2945;PD19902,2959;PD19882,2961;PD19864,2958;PD19846,2950;PD19826,2936;PD19766,2885;PD19766,2885;PU4863,2871;PD4799,2818;PD4715,2741;PD4503,2529;PD4253,2262;PD3992,1966;PD3843,1794;PD3697,1801;PD3546,1811;PD3546,1954;PD3552,2262;PD3561,2571;PD3568,2714;PD3619,2724;PD3731,2739;PD3890,2759;PD3899,2794;PD3906,2827;PD2838,2827;PD2224,2827;PD1907,2825;PD1830,2822;PD1791,2818;PD1777,2812;PD1777,2805;PD1783,2768;PD1786,2762;PD1793,2758;PD1818,2754;PD1969,2737;PD2056,2724;PD2097,2715;PD2062,2606;PD1978,2360;PD1818,1910;PD1790,1843;PD1774,1813;PD1738,1811;PD1656,1813;PD1417,1824;PD1178,1841;PD1098,1849;PD1064,1855;PD1046,1899;PD1016,1999;PD940,2290;PD872,2578;PD853,2675;PD849,2704;PD850,2716;PD986,2740;PD1092,2759;PD1112,2768;PD1117,2778;PD1123,2812;PD1121,2817;PD1109,2820;PD1046,2824;PD705,2827;PD281,2827;PD284,2794;PD287,2761;PD417,2740;PD513,2722;PD545,2713;PD560,2706;PD578,2676;PD608,2610;PD710,2365;PD870,1956;PD1094,1371;PD1304,817;PD1328,745;PD1329,735;PD1327,733;PD1210,716;PD1144,703;PD1105,691;PD1094,683;PD1088,674;PD1083,649;PD1085,641;PD1092,636;PD1111,632;PD1146,629;PD1289,626;PD1563,626;PD2043,626;PD2036,660;PD2027,696;PD1913,716;PD1798,738;PD1822,820;PD1890,1022;PD2085,1574;PD2201,1887;PD2311,2173;PD2408,2411;PD2483,2581;PD2548,2718;PD2684,2738;PD2757,2749;PD2799,2758;PD2819,2768;PD2825,2781;PD2830,2805;PD2831,2781;PD2835,2768;PD2846,2760;PD2871,2755;PD2915,2750;PD3083,2730;PD3170,2718;PD3177,2592;PD3181,2245;PD3181,1617;PD3177,1014;PD3172,741;PD3120,732;PD3005,719;PD2839,698;PD2831,660;PD2827,626;PD3392,627;PD3776,630;PD4034,640;PD4129,649;PD4209,660;PD4279,675;PD4345,694;PD4418,722;PD4482,755;PD4536,793;PD4581,837;PD4616,886;PD4641,940;PD4657,998;PD4662,1061;PD4655,1128;PD4635,1199;PD4604,1271;PD4561,1343;PD4509,1413;PD4447,1481;PD4378,1544;PD4303,1601;PD4250,1642;PD4239,1656;PD4238,1667;PD4278,1739;PD4365,1879;PD4586,2221;PD4701,2390;PD4802,2533;PD4898,2661;PD4996,2784;PD5090,2899;PD5019,2911;PD4942,2923;PD4863,2871;PD4863,2871;PU1658,1442;PD1501,987;PD1454,854;PD1434,802;PD1281,1221;PD1122,1663;PD1115,1692;PD1277,1696;PD1594,1702;PD1749,1704;PD1658,1442;PU3785,1675;PD3871,1655;PD3943,1631;PD4007,1599;PD4067,1559;PD4114,1519;PD4155,1477;PD4190,1431;PD4219,1383;PD4242,1332;PD4258,1278;PD4268,1222;PD4271,1163;PD4271,1117;PD4266,1081;PD4257,1049;PD4241,1013;PD4205,955;PD4158,903;PD4100,857;PD4032,817;PD3955,783;PD3869,757;PD3775,738;PD3674,726;PD3569,719;PD3563,768;PD3556,934;PD3550,1261;PD3543,1705;PD3620,1698;PD3700,1688;PD3785,1675;PD3785,1675;PU8641,2866;PD8541,2847;PD8445,2822;PD8354,2791;PD8268,2753;PD8187,2710;PD8110,2660;PD8037,2603;PD7969,2540;PD7913,2481;PD7863,2421;PD7819,2361;PD7781,2300;PD7749,2237;PD7721,2172;PD7698,2105;PD7680,2034;PD7672,1983;PD7666,1921;PD7661,1779;PD7665,1637;PD7671,1576;PD7680,1526;PD7696,1463;PD7716,1400;PD7740,1339;PD7767,1279;PD7798,1220;PD7832,1164;PD7869,1109;PD7909,1057;PD7952,1006;PD7998,958;PD8046,913;PD8097,870;PD8151,830;PD8206,793;PD8264,759;PD8324,728;PD8413,688;PD8495,657;PD8581,631;PD8682,607;PD8752,596;PD8839,587;PD9041,579;PD9240,584;PD9325,591;PD9392,601;PD9490,626;PD9586,657;PD9677,695;PD9764,737;PD9844,785;PD9918,837;PD9983,892;PD10039,951;PD10108,1041;PD10165,1135;PD10211,1234;PD10246,1337;PD10269,1446;PD10282,1559;PD10283,1678;PD10272,1801;PD10256,1902;PD10232,1998;PD10201,2090;PD10163,2179;PD10117,2263;PD10064,2344;PD10003,2421;PD9935,2495;PD9864,2561;PD9792,2620;PD9716,2672;PD9637,2719;PD9553,2759;PD9464,2794;PD9369,2825;PD9268,2850;PD9217,2858;PD9143,2864;PD8958,2873;PD8771,2874;PD8696,2871;PD8641,2866;PD8641,2866;PU9213,2730;PD9270,2717;PD9324,2699;PD9377,2678;PD9428,2653;PD9477,2624;PD9524,2592;PD9569,2557;PD9612,2518;PD9652,2476;PD9689,2431;PD9724,2383;PD9757,2333;PD9786,2279;PD9812,2223;PD9836,2164;PD9856,2104;PD9867,2057;PD9876,2002;PD9886,1875;PD9885,1742;PD9881,1680;PD9873,1622;PD9847,1501;PD9810,1387;PD9765,1280;PD9711,1180;PD9649,1089;PD9579,1006;PD9503,933;PD9421,869;PD9334,814;PD9242,771;PD9145,738;PD9046,716;PD8943,706;PD8839,709;PD8733,724;PD8626,752;PD8574,771;PD8523,792;PD8475,817;PD8429,844;PD8385,874;PD8343,906;PD8303,941;PD8266,979;PD8198,1061;PD8141,1152;PD8094,1252;PD8059,1360;PD8047,1416;PD8038,1480;PD8033,1550;PD8031,1623;PD8033,1696;PD8038,1767;PD8046,1833;PD8058,1890;PD8079,1962;PD8105,2032;PD8135,2101;PD8169,2168;PD8207,2233;PD8249,2295;PD8294,2354;PD8342,2408;PD8406,2471;PD8472,2528;PD8542,2578;PD8614,2622;PD8688,2659;PD8765,2690;PD8844,2714;PD8925,2731;PD8995,2739;PD9074,2741;PD9151,2738;PD9214,2730;PD9213,2730;PU10538,2812;PD10543,2778;PD10545,2772;PD10549,2767;PD10573,2758;PD10710,2738;PD10881,2713;PD10885,2645;PD10888,2468;PD10891,1921;PD10892,1333;PD10888,966;PD10878,783;PD10871,750;PD10866,743;PD10861,739;PD10698,718;PD10548,697;PD10536,655;PD10529,618;PD11058,624;PD11498,632;PD11626,639;PD11712,647;PD11818,666;PD11913,689;PD11997,718;PD12069,751;PD12132,791;PD12184,836;PD12227,887;PD12262,945;PD12282,989;PD12293,1024;PD12297,1063;PD12298,1118;PD12294,1185;PD12283,1250;PD12266,1314;PD12242,1375;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diff --git a/hpgl/GT.hpgl b/hpgl/GT.hpgl new file mode 100755 index 0000000..2c698bb --- /dev/null +++ b/hpgl/GT.hpgl @@ -0,0 +1 @@ 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diff --git a/hpgl/Lars.hpgl b/hpgl/Lars.hpgl new file mode 100755 index 0000000..7ad77f8 --- /dev/null +++ b/hpgl/Lars.hpgl @@ -0,0 +1 @@ +IN;SP1;PU; diff --git a/hpgl/Lars.plt b/hpgl/Lars.plt new file mode 100755 index 0000000..2ec8d71 --- /dev/null +++ b/hpgl/Lars.plt @@ -0,0 +1 @@ +IN;PU463,9397;PD525,9397;PD525,9778;PD533,9777;PD539,9776;PD544,9775;PD553,9775;PD560,9775;PD566,9775;PD572,9776;PD581,9777;PD661,9397;PD732,9397;PD643,9806;PD679,9845;PD703,9883;PD711,9911;PD717,9954;PD720,10013;PD721,10087;PD718,10206;PD709,10292;PD702,10323;PD694,10346;PD684,10360;PD672,10367;PD624,10374;PD577,10377;PD463,10377;PD463,9397;PU571,10217;PD610,10215;PD637,10209;PD646,10198;PD653,10174;PD656,10135;PD658,10082;PD656,10022;PD652,9978;PD644,9951;PD634,9940;PD602,9935;PD556,9933;PD547,9934;PD541,9935;PD535,9936;PD525,9938;PD525,10217;PD571,10217;PU792,10046;PD792,9916;PD811,9938;PD824,9952;PD838,9960;PD859,9963;PD881,9962;PD898,9958;PD909,9952;PD915,9944;PD919,9901;PD921,9809;PD874,9802;PD844,9795;PD820,9785;PD802,9771;PD790,9755;PD782,9731;PD777,9694;PD773,9646;PD772,9585;PD776,9485;PD788,9424;PD799,9406;PD814,9393;PD833,9385;PD857,9383;PD882,9386;PD898,9395;PD912,9413;PD929,9442;PD936,9397;PD984,9397;PD984,9815;PD981,9949;PD973,10033;PD962,10059;PD942,10077;PD912,10088;PD872,10091;PD838,10088;PD820,10077;PD808,10063;PD792,10046;PU873,9508;PD852,9513;PD840,9525;PD834,9551;PD832,9596;PD834,9640;PD840,9665;PD854,9678;PD880,9686;PD924,9693;PD924,9548;PD912,9529;PD905,9517;PD894,9510;PD873,9508;PU1264,9395;PD1264,10076;PD1204,10076;PD1204,9559;PD1185,9535;PD1172,9525;PD1161,9522;PD1151,9521;PD1133,9524;PD1121,9532;PD1113,9546;PD1109,9565;PD1107,9610;PD1107,9659;PD1107,10076;PD1046,10076;PD1046,9689;PD1046,9577;PD1048,9477;PD1054,9436;PD1071,9406;PD1083,9396;PD1097,9389;PD1115,9384;PD1134,9383;PD1163,9387;PD1181,9401;PD1196,9420;PD1214,9442;PD1222,9395;PD1264,9395;PU1331,10077;PD1331,9397;PD1392,9397;PD1392,9914;PD1414,9938;PD1426,9948;PD1435,9951;PD1445,9952;PD1460,9949;PD1471,9941;PD1478,9927;PD1481,9908;PD1483,9862;PD1484,9813;PD1484,9397;PD1545,9397;PD1545,9784;PD1544,9818;PD1544,9844;PD1543,9871;PD1541,9909;PD1562,9933;PD1574,9945;PD1584,9950;PD1598,9952;PD1613,9949;PD1624,9941;PD1631,9927;PD1634,9908;PD1636,9862;PD1636,9813;PD1636,9397;PD1697,9397;PD1697,9784;PD1697,9896;PD1695,9996;PD1689,10037;PD1674,10067;PD1662,10077;PD1649,10084;PD1632,10089;PD1614,10090;PD1597,10088;PD1582,10084;PD1569,10076;PD1559,10065;PD1541,10040;PD1524,10018;PD1512,10054;PD1502,10075;PD1487,10086;PD1461,10090;PD1432,10085;PD1412,10069;PD1396,10049;PD1382,10031;PD1374,10077;PD1331,10077;PU1927,10077;PD1886,10077;PD1886,9946;PD1927,9946;PD1927,9397;PD1987,9397;PD1987,9946;PD2079,9946;PD2079,10077;PD1987,10077;PD1987,10138;PD1990,10192;PD1998,10224;PD2004,10233;PD2014,10240;PD2026,10244;PD2041,10245;PD2054,10244;PD2064,10240;PD2071,10236;PD2079,10231;PD2089,10224;PD2098,10346;PD2089,10354;PD2064,10374;PD2049,10381;PD2039,10382;PD2026,10382;PD1987,10377;PD1959,10360;PD1941,10333;PD1932,10295;PD1928,10210;PD1927,10132;PD1927,10077;PU2137,10220;PD2203,10220;PD2203,10405;PD2137,10405;PD2137,10220;PU2247,10220;PD2313,10220;PD2313,10405;PD2247,10405;PD2247,10220;PU2328,9395;PD2328,10076;PD2268,10076;PD2268,9559;PD2249,9535;PD2236,9525;PD2226,9522;PD2215,9521;PD2198,9524;PD2185,9532;PD2177,9546;PD2173,9565;PD2172,9610;PD2171,9659;PD2171,10076;PD2110,10076;PD2110,9689;PD2111,9577;PD2112,9477;PD2118,9436;PD2135,9406;PD2147,9396;PD2162,9389;PD2179,9384;PD2199,9383;PD2227,9387;PD2245,9401;PD2260,9420;PD2278,9442;PD2286,9395;PD2328,9395;PU2438,10077;PD2396,10077;PD2396,9397;PD2456,9397;PD2456,9922;PD2471,9934;PD2483,9942;PD2495,9946;PD2512,9947;PD2525,9947;PD2535,9944;PD2545,9937;PD2558,9922;PD2562,9922;PD2562,10065;PD2550,10079;PD2541,10087;PD2531,10090;PD2518,10091;PD2496,10088;PD2480,10079;PD2465,10061;PD2446,10031;PD2438,10077;PU2911,10062;PD2896,10077;PD2884,10086;PD2871,10090;PD2852,10091;PD2829,10089;PD2807,10080;PD2787,10065;PD2768,10045;PD2753,10008;PD2742,9945;PD2736,9854;PD2734,9737;PD2735,9637;PD2739,9556;PD2746,9494;PD2756,9450;PD2771,9421;PD2793,9400;PD2822,9387;PD2858,9383;PD2880,9386;PD2895,9396;PD2908,9412;PD2923,9434;PD2928,9397;PD2971,9397;PD2971,10377;PD2911,10377;PD2911,10062;PU2911,9935;PD2911,9546;PD2900,9531;PD2893,9520;PD2883,9515;PD2869,9513;PD2850,9514;PD2834,9519;PD2822,9528;PD2812,9540;PD2800,9601;PD2796,9727;PD2800,9866;PD2811,9931;PD2820,9942;PD2832,9951;PD2848,9956;PD2867,9957;PD2878,9957;PD2887,9955;PD2897,9948;PD2911,9935;PU3081,10077;PD3039,10077;PD3039,9397;PD3099,9397;PD3099,9922;PD3114,9934;PD3125,9942;PD3138,9946;PD3155,9947;PD3168,9947;PD3178,9944;PD3188,9937;PD3201,9922;PD3205,9922;PD3205,10065;PD3193,10079;PD3184,10087;PD3174,10090;PD3161,10091;PD3139,10088;PD3123,10079;PD3108,10061;PD3089,10031;PD3081,10077;PU3255,10046;PD3255,9916;PD3274,9938;PD3287,9952;PD3301,9960;PD3322,9963;PD3344,9962;PD3361,9958;PD3372,9952;PD3378,9944;PD3382,9901;PD3384,9809;PD3337,9802;PD3307,9795;PD3283,9785;PD3266,9771;PD3254,9755;PD3246,9731;PD3240,9694;PD3237,9646;PD3235,9585;PD3239,9485;PD3252,9424;PD3262,9406;PD3277,9393;PD3297,9385;PD3321,9383;PD3346,9386;PD3362,9395;PD3375,9413;PD3392,9442;PD3399,9397;PD3448,9397;PD3448,9815;PD3445,9949;PD3436,10033;PD3426,10059;PD3405,10077;PD3375,10088;PD3335,10091;PD33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diff --git a/hpgl/Naked.hpgl b/hpgl/Naked.hpgl new file mode 100755 index 0000000..e69de29 diff --git a/hpgl/Suempfonie.hpgl b/hpgl/Suempfonie.hpgl new file mode 100755 index 0000000..ab62868 --- /dev/null +++ b/hpgl/Suempfonie.hpgl @@ -0,0 +1 @@ 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diff --git a/hpgl/Suempfonie.svg b/hpgl/Suempfonie.svg new file mode 100755 index 0000000..2ee8a14 --- /dev/null +++ b/hpgl/Suempfonie.svg @@ -0,0 +1,84 @@ + + + + + + + + + + image/svg+xml + + + + + + + WILFRID GRÖSSEL SÜMPFONIE + + + diff --git a/hpgl/Sümpfonie.svg b/hpgl/Sümpfonie.svg new file mode 100755 index 0000000..952e24a --- /dev/null +++ b/hpgl/Sümpfonie.svg @@ -0,0 +1,84 @@ + + + + + + + + + + image/svg+xml + + + + + + + WILFRID GRÖSSEL SÜMPFONIE + + + diff --git a/hpgl/Woman.hpgl b/hpgl/Woman.hpgl new file mode 100755 index 0000000..9ebd40a --- /dev/null +++ b/hpgl/Woman.hpgl @@ -0,0 +1 @@ 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diff --git a/hpgl/Zaskar.hpgl b/hpgl/Zaskar.hpgl new file mode 100755 index 0000000..7086e39 --- /dev/null +++ b/hpgl/Zaskar.hpgl @@ -0,0 +1 @@ +IN;SP1;PU3674,2651;PD3578,2667;PD3525,2676;PD3513,2683;PD3505,2694;PD3510,2704;PD3520,2713;PD3565,2733;PD3613,2743;PD3647,2749;PD3680,2753;PD3845,2744;PD3999,2733;PD4074,2725;PD4175,2718;PD4276,2708;PD4365,2694;PD4409,2683;PD4451,2666;PD4462,2659;PD4469,2649;PD4471,2635;PD4469,2617;PD4465,2606;PD4457,2596;PD4447,2590;PD4435,2587;PD4313,2584;PD4268,2578;PD4224,2569;PD4211,2563;PD4200,2553;PD4180,2538;PD4168,2536;PD4155,2537;PD4126,2542;PD4097,2544;PD4070,2541;PD4046,2532;PD4024,2520;PD4001,2512;PD3978,2507;PD3953,2506;PD3882,2506;PD3811,2501;PD3689,2483;PD3567,2464;PD3512,2462;PD3458,2451;PD3399,2433;PD3333,2409;PD3267,2388;PD3250,2382;PD3235,2373;PD3208,2351;PD3179,2332;PD3168,2324;PD3154,2297;PD3148,2266;PD3151,2250;PD3157,2235;PD3168,2222;PD3185,2211;PD3194,2201;PD3194,2188;PD3191,2170;PD3194,2159;PD3204,2153;PD3221,2152;PD3283,2156;PD3310,2156;PD3336,2153;PD3388,2141;PD3495,2115;PD3571,2093;PD3645,2073;PD3752,2050;PD3766,2044;PD3780,2035;PD3795,2025;PD3897,2008;PD3932,2003;PD3973,1993;PD4015,1988;PD4057,1987;PD4099,1991;PD4115,1990;PD4129,1985;PD4154,1970;PD4184,1956;PD4200,1953;PD4217,1953;PD4234,1952;PD4362,1929;PD4391,1927;PD4420,1930;PD4474,1944;PD4491,1953;PD4506,1964;PD4532,1994;PD4549,2030;PD4554,2068;PD4552,2080;PD4546,2089;PD4537,2095;PD4525,2097;PD4473,2093;PD4453,2092;PD4434,2094;PD4387,2105;PD4340,2110;PD4310,2117;PD4280,2126;PD4247,2133;PD4213,2135;PD4187,2136;PD4163,2141;PD4140,2150;PD4119,2165;PD4096,2179;PD4072,2186;PD4048,2188;PD4023,2185;PD3996,2184;PD3970,2190;PD3960,2196;PD3956,2203;PD3958,2211;PD3965,2219;PD3984,2229;PD4160,2272;PD4239,2285;PD4318,2296;PD4335,2296;PD4352,2293;PD4384,2287;PD4416,2286;PD4448,2290;PD4479,2297;PD4580,2324;PD4631,2334;PD4683,2340;PD4705,2349;PD4725,2365;PD4740,2377;PD4757,2386;PD4793,2399;PD4807,2405;PD4817,2414;PD4822,2426;PD4824,2441;PD4828,2471;PD4841,2497;PD4862,2528;PD4869,2534;PD4876,2537;PD4885,2532;PD4890,2525;PD4908,2461;PD4913,2443;PD4922,2429;PD4928,2413;PD4933,2379;PD4938,2359;PD4948,2344;PD4963,2332;PD4980,2322;PD5020,2295;PD5057,2265;PD5091,2230;PD5120,2192;PD5133,2166;PD5144,2139;PD5164,2097;PD5186,2055;PD5258,1948;PD5272,1931;PD5289,1920;PD5309,1914;PD5332,1914;PD5388,1920;PD5444,1918;PD5469,1918;PD5491,1924;PD5513,1935;PD5533,1949;PD5559,1964;PD5586,1975;PD5666,2007;PD5677,2016;PD5681,2027;PD5678,2039;PD5668,2049;PD5648,2068;PD5632,2089;PD5610,2137;PD5590,2180;PD5588,2200;PD5607,2199;PD5656,2184;PD5718,2166;PD5782,2155;PD5807,2148;PD5832,2138;PD5871,2121;PD5910,2106;PD5937,2095;PD5962,2081;PD6010,2049;PD6030,2039;PD6159,2010;PD6191,1999;PD6218,1982;PD6241,1960;PD6259,1932;PD6268,1920;PD6279,1912;PD6291,1908;PD6306,1908;PD6430,1915;PD6480,1920;PD6666,1947;PD6723,1962;PD6733,1969;PD6740,1978;PD6743,1990;PD6742,2002;PD6735,2026;PD6724,2044;PD6704,2054;PD6681,2063;PD6660,2076;PD6614,2116;PD6596,2128;PD6576,2134;PD6475,2157;PD6436,2164;PD6404,2172;PD6374,2185;PD6308,2207;PD6285,2217;PD6264,2231;PD6249,2242;PD6233,2249;PD6215,2253;PD6196,2254;PD6187,2254;PD6166,2251;PD6146,2254;PD6127,2262;PD6108,2273;PD6089,2285;PD6068,2293;PD6023,2303;PD5927,2319;PD5908,2328;PD5871,2351;PD5831,2368;PD5790,2377;PD5744,2376;PD5717,2376;PD5690,2380;PD5663,2389;PD5638,2402;PD5631,2410;PD5627,2422;PD5626,2447;PD5628,2471;PD5634,2484;PD5644,2493;PD5668,2498;PD5692,2497;PD5723,2495;PD5752,2499;PD5779,2511;PD5804,2530;PD5828,2543;PD5856,2551;PD5955,2577;PD6045,2601;PD6123,2617;PD6145,2625;PD6165,2637;PD6204,2657;PD6225,2663;PD6247,2666;PD6268,2662;PD6285,2648;PD6305,2624;PD6327,2603;PD6352,2587;PD6381,2577;PD6440,2561;PD6467,2549;PD6493,2533;PD6515,2515;PD6517,2506;PD6516,2489;PD6515,2464;PD6519,2448;PD6532,2437;PD6554,2428;PD6565,2424;PD6718,2363;PD6735,2350;PD6740,2340;PD6742,2327;PD6744,2314;PD6749,2306;PD6758,2302;PD6771,2302;PD6784,2303;PD6795,2300;PD6802,2293;PD6809,2281;PD6823,2257;PD6839,2245;PD6860,2242;PD6877,2242;PD6889,2240;PD6898,2236;PD6902,2228;PD6903,2216;PD6905,2199;PD6911,2185;PD6933,2162;PD7000,2102;PD7012,2092;PD7024,2088;PD7035,2089;PD7050,2095;PD7155,2153;PD7174,2159;PD7193,2153;PD7277,2095;PD7319,2071;PD7365,2053;PD7387,2044;PD7405,2029;PD7428,2008;PD7454,1994;PD7482,1985;PD7511,1981;PD7540,1974;PD7551,1966;PD7559,1954;PD7572,1937;PD7589,1927;PD7608,1923;PD7628,1923;PD7754,1930;PD7807,1933;PD7859,1945;PD7872,1951;PD7881,1962;PD7899,1990;PD7921,2013;PD7947,2030;PD7977,2044;PD7997,2053;PD8014,2065;PD8045,2093;PD8127,2170;PD8134,2181;PD8138,2194;PD8145,2215;PD8157,2233;PD8165,2243;PD8168,2254;PD8167,2266;PD8163,2277;PD8098,2411;PD8095,2427;PD8104,2441;PD8125,2453;PD8150,2458;PD8176,2456;PD8199,2449;PD8270,2406;PD8335,2356;PD8352,2346;PD8369,2338;PD8387,2329;PD8403,2316;PD8430,2288;PD8485,2244;PD8504,2231;PD8523,2221;PD8566,2208;PD8595,2196;PD8620,2177;PD8648,2156;PD8680,2144;PD8713,2139;PD8748,2136;PD8807,2135;PD8836,2131;PD8863,2119;PD8909,2098;PD8957,2088;PD9005,2085;PD9055,2085;PD9071,2082;PD9087,2077;PD9101,2072;PD9123,2068;PD9144,2061;PD9186,2045;PD9241,2030;PD9339,2006;PD9389,1996;PD9440,1992;PD9473,1987;PD9577,1974;PD9616,1968;PD9654,1962;PD9762,1958;PD9815,1960;PD9868,1966;PD9940,1983;PD9996,1993;PD10024,1995;PD10052,1993;PD10078,1993;PD10173,2007;PD10200,2016;PD10266,2038;PD10287,2050;PD10300,2071;PD10329,2145;PD10330,2158;PD10329,2171;PD10327,2185;PD10328,2199;PD10330,2215;PD10328,2230;PD10321,2243;PD10308,2254;PD10296,2263;PD10287,2274;PD10275,2301;PD10266,2319;PD10251,2332;PD10229,2351;PD10212,2374;PD10201,2388;PD10190,2399;PD10176,2407;PD10158,2410;PD10124,2413;PD10110,2415;PD10098,2421;PD10089,2431;PD10084,2444;PD10076,2462;PD10065,2475;PD10049,2485;PD10031,2491;PD9976,2509;PD9922,2529;PD9835,2554;PD9816,2560;PD9801,2569;PD9774,2593;PD9768,2604;PD9768,2613;PD9774,2621;PD9786,2627;PD9832,2638;PD9878,2647;PD9940,2661;PD9997,2687;PD10088,2734;PD10184,2769;PD10247,2782;PD10312,2786;PD10354,2792;PD10391,2806;PD10423,2829;PD10451,2859;PD10460,2877;PD10459,2893;PD10449,2906;PD10431,2913;PD10398,2916;PD10365,2916;PD10287,2911;PD10262,2914;PD10209,2925;PD10156,2932;PD10110,2929;PD10063,2923;PD10039,2919;PD10017,2910;PD9998,2897;PD9980,2879;PD9967,2866;PD9953,2857;PD9936,2853;PD9917,2852;PD9893,2847;PD9869,2838;PD9833,2817;PD9803,2804;PD9771,2797;PD9706,2790;PD9463,2769;PD9336,2754;PD9255,2736;PD9228,2733;PD9201,2733;PD9169,2732;PD9142,2722;PD9118,2704;PD9097,2679;PD9084,2665;PD9069,2653;PD9037,2630;PD9008,2610;PD8997,2598;PD8990,2584;PD8987,2573;PD8989,2565;PD8994,2558;PD9004,2553;PD9088,2523;PD9243,2473;PD9297,2451;PD9349,2422;PD9364,2415;PD9488,2377;PD9582,2350;PD9621,2335;PD9698,2293;PD9734,2276;PD9760,2260;PD9770,2249;PD9777,2235;PD9783,2225;PD9790,2216;PD9834,2175;PD9843,2163;PD9844,2153;PD9838,2144;PD9826,2136;PD9793,2123;PD9764,2102;PD9745,2092;PD9723,2088;PD9693,2089;PD9663,2094;PD9604,2109;PD9582,2113;PD9560,2114;PD9538,2117;PD9519,2128;PD9505,2138;PD9490,2144;PD9474,2145;PD9456,2141;PD9433,2135;PD9411,2137;PD9390,2143;PD9369,2153;PD9340,2167;PD9310,2176;PD9248,2186;PD9228,2189;PD9210,2197;PD9176,2218;PD9151,2236;PD9125,2252;PD9103,2258;PD9080,2260;PD9060,2261;PD9042,2267;PD9028,2278;PD9015,2294;PD9010,2308;PD9009,2321;PD9014,2348;PD9017,2361;PD9016,2372;PD9012,2383;PD9004,2392;PD8977,2419;PD8955,2450;PD8917,2516;PD8823,2677;PD8800,2708;PD8787,2724;PD8777,2741;PD8764,2780;PD8757,2794;PD8744,2804;PD8725,2814;PD8713,2825;PD8710,2841;PD8710,2854;PD8706,2866;PD8689,2885;PD8626,2945;PD8614,2955;PD8602,2959;PD8589,2957;PD8577,2948;PD8564,2933;PD8555,2916;PD8539,2888;PD8528,2877;PD8514,2868;PD8500,2859;PD8477,2847;PD8465,2847;PD8453,2851;PD8428,2861;PD8403,2865;PD8351,2869;PD8267,2882;PD8255,2887;PD8234,2896;PD8214,2896;PD8197,2886;PD8185,2868;PD8164,2809;PD8161,2790;PD8164,2771;PD8166,2749;PD8161,2727;PD8154,2704;PD8152,2680;PD8155,2656;PD8161,2632;PD8174,2590;PD8183,2546;PD8183,2534;PD8180,2527;PD8172,2523;PD8159,2522;PD8111,2527;PD8099,2531;PD8090,2537;PD8085,2547;PD8082,2559;PD8076,2611;PD8072,2623;PD8064,2632;PD8054,2631;PD8043,2625;PD8032,2622;PD8026,2630;PD8018,2663;PD8022,2696;PD8023,2708;PD8022,2720;PD8009,2740;PD7998,2754;PD7991,2770;PD7984,2804;PD7971,2837;PD7952,2861;PD7926,2877;PD7892,2885;PD7847,2886;PD7802,2883;PD7779,2883;PD7757,2889;PD7712,2904;PD7689,2908;PD7665,2909;PD7595,2910;PD7525,2912;PD7508,2909;PD7499,2902;PD7497,2890;PD7504,2875;PD7531,2833;PD7551,2801;PD7573,2770;PD7588,2758;PD7607,2753;PD7626,2747;PD7638,2738;PD7643,2724;PD7642,2705;PD7627,2638;PD7625,2602;PD7621,2588;PD7613,2578;PD7602,2579;PD7590,2586;PD7566,2600;PD7539,2603;PD7489,2602;PD7441,2593;PD7425,2591;PD7412,2596;PD7387,2613;PD7354,2633;PD7319,2650;PD7301,2652;PD7282,2649;PD7260,2646;PD7239,2645;PD6974,2676;PD6956,2683;PD6940,2695;PD6904,2736;PD6887,2750;PD6868,2756;PD6849,2755;PD6829,2746;PD6815,2740;PD6803,2740;PD6793,2745;PD6783,2757;PD6760,2791;PD6746,2800;PD6686,2819;PD6671,2824;PD6662,2831;PD6657,2841;PD6654,2856;PD6645,2884;PD6627,2907;PD6603,2922;PD6574,2928;PD6557,2927;PD6540,2924;PD6515,2919;PD6491,2920;PD6443,2933;PD6422,2940;PD6401,2943;PD6339,2942;PD6277,2936;PD6153,2916;PD6018,2893;PD6004,2891;PD5977,2882;PD5963,2873;PD5958,2859;PD5956,2839;PD5950,2820;PD5938,2805;PD5920,2794;PD5895,2785;PD5811,2757;PD5805,2753;PD5785,2737;PD5763,2726;PD5716,2714;PD5692,2712;PD5668,2713;PD5644,2710;PD5598,2700;PD5535,2680;PD5474,2654;PD5462,2650;PD5447,2649;PD5436,2643;PD5427,2633;PD5421,2619;PD5410,2599;PD5402,2592;PD5390,2588;PD5378,2590;PD5368,2595;PD5353,2614;PD5338,2629;PD5319,2634;PD5304,2636;PD5291,2642;PD5280,2652;PD5272,2664;PD5256,2699;PD5244,2724;PD5224,2740;PD5200,2757;PD5183,2776;PD5171,2800;PD5165,2827;PD5161,2841;PD5155,2853;PD5146,2862;PD5132,2869;PD5119,2878;PD5107,2891;PD5087,2905;PD5075,2907;PD5062,2906;PD5049,2906;PD5036,2907;PD4985,2911;PD4935,2902;PD4837,2876;PD4739,2852;PD4718,2842;PD4711,2833;PD4706,2821;PD4701,2808;PD4694,2801;PD4684,2802;PD4670,2808;PD4621,2836;PD4596,2848;PD4569,2855;PD4534,2854;PD4498,2852;PD4437,2847;PD4406,2847;PD4375,2851;PD4312,2869;PD4278,2878;PD4243,2883;PD4173,2883;PD4147,2884;PD4122,2890;PD4073,2903;PD3974,2917;PD3940,2917;PD3907,2915;PD3708,2901;PD3614,2897;PD3538,2894;PD3501,2888;PD3463,2878;PD3389,2858;PD3365,2857;PD3209,2859;PD3180,2856;PD3150,2851;PD3135,2848;PD3123,2841;PD3103,2820;PD3086,2801;PD3055,2773;PD3043,2757;PD3036,2737;PD3029,2725;PD3019,2713;PD3007,2691;PD3007,2671;PD3019,2653;PD3042,2642;PD3079,2636;PD3116,2641;PD3130,2641;PD3142,2635;PD3170,2614;PD3201,2601;PD3233,2594;PD3268,2593;PD3286,2588;PD3304,2576;PD3323,2562;PD3344,2555;PD3366,2554;PD3389,2556;PD3418,2560;PD3446,2560;PD3471,2560;PD3496,2564;PD3544,2575;PD3576,2578;PD3591,2575;PD3606,2568;PD3619,2564;PD3677,2566;PD3706,2572;PD3732,2585;PD3747,2601;PD3757,2621;PD3759,2632;PD3755,2643;PD3747,2650;PD3735,2654;PD3675,2654;PD3674,2651;PD3674,2651;PU7696,2452;PD7702,2452;PD7727,2452;PD7749,2446;PD7767,2432;PD7783,2412;PD7807,2379;PD7823,2366;PD7843,2357;PD7848,2353;PD7856,2340;PD7856,2333;PD7852,2326;PD7761,2233;PD7749,2225;PD7736,2223;PD7723,2226;PD7710,2233;PD7685,2248;PD7630,2268;PD7616,2276;PD7606,2291;PD7598,2300;PD7586,2306;PD7574,2308;PD7560,2307;PD7539,2311;PD7530,2317;PD7524,2326;PD7515,2339;PD7504,2350;PD7479,2366;PD7423,2397;PD7354,2434;PD7347,2442;PD7345,2451;PD7351,2458;PD7360,2461;PD7460,2455;PD7509,2453;PD7533,2457;PD7555,2467;PD7569,2474;PD7582,2477;PD7596,2476;PD7608,2471;PD7629,2461;PD7651,2456;PD7696,2452;PD7696,2452;PU8291,2772;PD8313,2764;PD8319,2756;PD8322,2745;PD8327,2717;PD8337,2691;PD8347,2681;PD8360,2674;PD8378,2666;PD8392,2657;PD8399,2647;PD8399,2636;PD8393,2620;PD8388,2604;PD8390,2589;PD8399,2578;PD8414,2570;PD8435,2557;PD8447,2538;PD8471,2460;PD8471,2448;PD8468,2440;PD8460,2437;PD8447,2437;PD8418,2446;PD8390,2461;PD8250,2541;PD8238,2551;PD8233,2561;PD8233,2573;PD8239,2586;PD8246,2606;PD8243,2688;PD8243,2706;PD8247,2723;PD8263,2754;PD8276,2764;PD8291,2772;PD8291,2772;PU657,2883;PD293,2884;PD258,2891;PD223,2902;PD193,2908;PD178,2907;PD163,2902;PD140,2900;PD16,2911;PD0,2912;PD-15,2910;PD-56,2896;PD-76,2886;PD-93,2872;PD-117,2855;PD-146,2845;PD-162,2840;PD-177,2832;PD-207,2806;PD-228,2776;PD-233,2761;PD-234,2749;PD-229,2730;PD-223,2724;PD-214,2720;PD-190,2712;PD-168,2699;PD-126,2671;PD-111,2656;PD-100,2637;PD-83,2616;PD-64,2599;PD-19,2572;PD-5,2562;PD6,2550;PD19,2531;PD38,2516;PD62,2510;PD96,2507;PD113,2502;PD119,2495;PD123,2485;PD129,2476;PD139,2469;PD163,2463;PD178,2459;PD189,2452;PD198,2441;PD205,2427;PD211,2418;PD221,2410;PD244,2399;PD300,2381;PD358,2373;PD379,2366;PD393,2349;PD410,2325;PD431,2306;PD480,2275;PD532,2250;PD585,2229;PD701,2186;PD766,2159;PD780,2151;PD785,2146;PD784,2137;PD773,2131;PD756,2131;PD629,2156;PD499,2168;PD437,2173;PD375,2182;PD359,2183;PD344,2181;PD330,2174;PD318,2163;PD305,2153;PD288,2153;PD263,2156;PD245,2151;PD232,2138;PD199,2061;PD195,2036;PD198,2017;PD206,2004;PD218,1995;PD236,1991;PD399,1980;PD501,1967;PD557,1959;PD613,1962;PD706,1974;PD740,1974;PD773,1964;PD800,1954;PD827,1949;PD882,1943;PD990,1929;PD1098,1919;PD1315,1911;PD1360,1906;PD1404,1898;PD1422,1897;PD1439,1900;PD1454,1908;PD1467,1922;PD1537,2001;PD1554,2025;PD1560,2051;PD1557,2077;PD1542,2103;PD1530,2115;PD1515,2123;PD1482,2130;PD1453,2139;PD1441,2148;PD1431,2160;PD1420,2173;PD1407,2184;PD1375,2197;PD1243,2248;PD1169,2270;PD1149,2279;PD1133,2292;PD1057,2383;PD1045,2393;PD1030,2398;PD1010,2401;PD989,2400;PD974,2404;PD966,2417;PD957,2440;PD943,2457;PD924,2470;PD902,2479;PD834,2505;PD767,2532;PD698,2554;PD671,2564;PD651,2583;PD611,2646;PD608,2656;PD609,2665;PD615,2672;PD625,2676;PD726,2694;PD827,2702;PD879,2700;PD931,2697;PD987,2701;PD1035,2702;PD1082,2699;PD1129,2691;PD1175,2677;PD1208,2662;PD1239,2644;PD1267,2621;PD1293,2595;PD1297,2590;PD1315,2577;PD1321,2568;PD1324,2557;PD1319,2525;PD1304,2496;PD1288,2467;PD1284,2458;PD1284,2450;PD1293,2435;PD1325,2404;PD1349,2389;PD1378,2382;PD1466,2372;PD1554,2352;PD1568,2346;PD1606,2320;PD1624,2305;PD1639,2287;PD1661,2265;PD1688,2247;PD1702,2235;PD1713,2221;PD1725,2189;PD1734,2166;PD1750,2149;PD1890,2039;PD1914,2025;PD1939,2019;PD1963,2022;PD1989,2034;PD2018,2050;PD2034,2055;PD2052,2056;PD2071,2060;PD2082,2067;PD2087,2077;PD2087,2088;PD2081,2099;PD2070,2115;PD2065,2132;PD2065,2168;PD2067,2175;PD2071,2178;PD2078,2179;PD2085,2176;PD2111,2158;PD2141,2145;PD2153,2138;PD2161,2125;PD2171,2110;PD2185,2101;PD2216,2091;PD2233,2088;PD2248,2082;PD2257,2069;PD2272,2051;PD2294,2042;PD2314,2036;PD2334,2027;PD2461,1968;PD2484,1960;PD2496,1953;PD2505,1945;PD2523,1925;PD2545,1913;PD2570,1908;PD2596,1908;PD2635,1915;PD2674,1924;PD2688,1925;PD2702,1922;PD2722,1918;PD2741,1919;PD2759,1924;PD2777,1934;PD2802,1947;PD2829,1956;PD2893,1971;PD2926,1976;PD2959,1977;PD2975,1979;PD2989,1985;PD3001,1994;PD3012,2007;PD3025,2020;PD3043,2027;PD3059,2032;PD3073,2041;PD3123,2097;PD3128,2111;PD3122,2126;PD3105,2158;PD3101,2176;PD3102,2195;PD3098,2211;PD3086,2223;PD3074,2236;PD3074,2243;PD3078,2253;PD3080,2268;PD3069,2278;PD3056,2287;PD3046,2298;PD3041,2312;PD3038,2327;PD3033,2344;PD3024,2359;PD3019,2372;PD3019,2382;PD3026,2390;PD3038,2393;PD3072,2393;PD3106,2390;PD3125,2386;PD3147,2384;PD3165,2389;PD3180,2401;PD3191,2420;PD3194,2433;PD3191,2445;PD3182,2454;PD3170,2455;PD3142,2454;PD3117,2460;PD3071,2483;PD3031,2507;PD2992,2534;PD2982,2544;PD2974,2555;PD2963,2580;PD2952,2634;PD2946,2659;PD2931,2679;PD2921,2690;PD2914,2703;PD2911,2717;PD2911,2732;PD2908,2758;PD2896,2781;PD2888,2794;PD2884,2810;PD2880,2829;PD2873,2846;PD2861,2859;PD2843,2870;PD2807,2892;PD2784,2899;PD2663,2895;PD2624,2886;PD2536,2878;PD2417,2872;PD2404,2868;PD2396,2860;PD2397,2846;PD2403,2833;PD2413,2825;PD2425,2821;PD2438,2817;PD2449,2811;PD2465,2790;PD2531,2677;PD2552,2640;PD2560,2621;PD2563,2599;PD2558,2557;PD2554,2548;PD2549,2544;PD2533,2546;PD2502,2558;PD2471,2567;PD2438,2571;PD2405,2570;PD2323,2566;PD2288,2560;PD2248,2561;PD2178,2568;PD2063,2575;PD2035,2578;PD2008,2581;PD1964,2586;PD1927,2601;PD1896,2627;PD1870,2661;PD1861,2673;PD1850,2681;PD1823,2691;PD1795,2696;PD1775,2702;PD1761,2713;PD1754,2729;PD1752,2750;PD1749,2775;PD1739,2799;PD1723,2819;PD1702,2835;PD1681,2843;PD1660,2847;PD1618,2849;PD1592,2854;PD1568,2862;PD1547,2874;PD1527,2890;PD1507,2908;PD1483,2920;PD1464,2929;PD1451,2936;PD1438,2938;PD1425,2936;PD1413,2928;PD1409,2925;PD1357,2916;PD1330,2912;PD1303,2911;PD1234,2912;PD1159,2905;PD1084,2896;PD1048,2886;PD1012,2873;PD969,2861;PD947,2859;PD924,2862;PD806,2886;PD777,2887;PD657,2878;PD657,2883;PD657,2883;PU2409,2408;PD2455,2413;PD2520,2425;PD2534,2426;PD2546,2423;PD2568,2416;PD2590,2416;PD2610,2416;PD2628,2412;PD2643,2402;PD2656,2387;PD2665,2363;PD2664,2338;PD2662,2301;PD2667,2285;PD2678,2270;PD2691,2252;PD2696,2233;PD2696,2192;PD2690,2177;PD2683,2175;PD2674,2175;PD2651,2183;PD2617,2201;PD2586,2217;PD2491,2261;PD2457,2274;PD2443,2284;PD2434,2303;PD2429,2318;PD2422,2327;PD2410,2331;PD2394,2332;PD2372,2334;PD2353,2340;PD2336,2351;PD2321,2366;PD2307,2377;PD2290,2383;PD2271,2391;PD2255,2403;PD2251,2411;PD2251,2418;PD2256,2423;PD2265,2426;PD2296,2426;PD2351,2423;PD2409,2408;PD2409,2408;PU3674,4207;PD3578,4224;PD3525,4233;PD3513,4240;PD3505,4251;PD3510,4261;PD3520,4270;PD3565,4290;PD3613,4299;PD3647,4306;PD3680,4310;PD3845,4301;PD3999,4290;PD4074,4282;PD4175,4275;PD4276,4265;PD4365,4251;PD4409,4240;PD4451,4223;PD4462,4216;PD4469,4206;PD4471,4192;PD4469,4174;PD4465,4163;PD4457,4153;PD4447,4147;PD4435,4144;PD4313,4141;PD4268,4135;PD4224,4126;PD4211,4120;PD4200,4110;PD4180,4095;PD4168,4093;PD4155,4094;PD4126,4099;PD4097,4101;PD4070,4098;PD4046,4089;PD4024,4077;PD4001,4069;PD3978,4064;PD3953,4063;PD3882,4063;PD3811,4058;PD3689,4040;PD3567,4021;PD3512,4019;PD3458,4008;PD3399,3990;PD3333,3966;PD3267,3945;PD3250,3939;PD3235,3930;PD3208,3908;PD3179,3889;PD3168,3881;PD3154,3854;PD3148,3823;PD3151,3807;PD3157,3792;PD3168,3779;PD3185,3768;PD3194,3758;PD3194,3745;PD3191,3727;PD3194,3716;PD3204,3710;PD3221,3709;PD3283,3713;PD3310,3713;PD3336,3710;PD3388,3698;PD3495,3672;PD3571,3650;PD3645,3630;PD3752,3607;PD3766,3601;PD3780,3592;PD3795,3582;PD3897,3565;PD3932,3560;PD3973,3550;PD4015,3545;PD4057,3544;PD4099,3548;PD4115,3547;PD4129,3542;PD4154,3527;PD4184,3513;PD4200,3510;PD4217,3510;PD4234,3509;PD4362,3486;PD4391,3484;PD4420,3487;PD4474,3501;PD4491,3510;PD4506,3521;PD4532,3551;PD4549,3587;PD4554,3625;PD4552,3637;PD4546,3646;PD4537,3652;PD4525,3654;PD4473,3650;PD4453,3648;PD4434,3651;PD4387,3662;PD4340,3667;PD4310,3674;PD4280,3683;PD4247,3689;PD4213,3692;PD4187,3693;PD4163,3698;PD4140,3707;PD4119,3722;PD4096,3736;PD4072,3743;PD4048,3745;PD4023,3742;PD3996,3741;PD3970,3747;PD3960,3753;PD3956,3760;PD3958,3768;PD3965,3776;PD3984,3786;PD4160,3829;PD4239,3842;PD4318,3853;PD4335,3853;PD4352,3850;PD4384,3844;PD4416,3843;PD4448,3847;PD4479,3854;PD4580,3881;PD4631,3891;PD4683,3897;PD4705,3905;PD4725,3922;PD4740,3934;PD4757,3943;PD4793,3956;PD4807,3962;PD4817,3971;PD4822,3983;PD4824,3998;PD4828,4028;PD4841,4054;PD4862,4085;PD4869,4091;PD4876,4094;PD4885,4089;PD4890,4082;PD4908,4018;PD4913,4000;PD4922,3986;PD4928,3970;PD4933,3936;PD4938,3916;PD4948,3901;PD4963,3889;PD4980,3879;PD5020,3852;PD5057,3822;PD5091,3787;PD5120,3749;PD5133,3723;PD5144,3696;PD5164,3654;PD5186,3612;PD5258,3505;PD5272,3488;PD5289,3477;PD5309,3471;PD5332,3471;PD5388,3477;PD5444,3475;PD5469,3475;PD5491,3481;PD5513,3492;PD5533,3506;PD5559,3521;PD5586,3532;PD5666,3564;PD5677,3572;PD5681,3584;PD5678,3596;PD5668,3606;PD5648,3625;PD5632,3646;PD5610,3693;PD5590,3737;PD5588,3756;PD5607,3756;PD5656,3741;PD5718,3723;PD5782,3712;PD5807,3705;PD5832,3695;PD5871,3678;PD5910,3663;PD5937,3652;PD5962,3638;PD6010,3606;PD6030,3596;PD6159,3567;PD6191,3556;PD6218,3539;PD6241,3517;PD6259,3489;PD6268,3477;PD6279,3469;PD6291,3465;PD6306,3465;PD6430,3471;PD6480,3477;PD6666,3504;PD6723,3519;PD6733,3526;PD6740,3535;PD6743,3547;PD6742,3559;PD6735,3583;PD6724,3601;PD6704,3611;PD6681,3620;PD6660,3633;PD6614,3673;PD6596,3685;PD6576,3691;PD6475,3714;PD6436,3721;PD6404,3729;PD6374,3742;PD6308,3764;PD6285,3774;PD6264,3788;PD6249,3799;PD6233,3806;PD6215,3810;PD6196,3811;PD6187,3811;PD6166,3808;PD6146,3811;PD6127,3818;PD6108,3830;PD6089,3842;PD6068,3850;PD6023,3860;PD5927,3876;PD5908,3885;PD5871,3908;PD5831,3925;PD5790,3934;PD5744,3933;PD5717,3933;PD5690,3937;PD5663,3946;PD5638,3959;PD5631,3967;PD5627,3979;PD5626,4004;PD5628,4028;PD5634,4041;PD5644,4049;PD5668,4054;PD5692,4054;PD5723,4052;PD5752,4056;PD5779,4068;PD5804,4087;PD5828,4100;PD5856,4108;PD5955,4134;PD6045,4158;PD6123,4174;PD6145,4182;PD6165,4194;PD6204,4214;PD6225,4220;PD6247,4223;PD6268,4219;PD6285,4205;PD6305,4181;PD6327,4160;PD6352,4144;PD6381,4134;PD6440,4118;PD6467,4106;PD6493,4090;PD6515,4072;PD6517,4063;PD6516,4046;PD6515,4021;PD6519,4005;PD6532,3994;PD6554,3985;PD6565,3981;PD6718,3920;PD6735,3907;PD6740,3897;PD6742,3884;PD6744,3871;PD6749,3863;PD6758,3859;PD6771,3859;PD6784,3860;PD6795,3857;PD6802,3850;PD6809,3838;PD6823,3814;PD6839,3802;PD6860,3799;PD6877,3799;PD6889,3797;PD6898,3793;PD6902,3785;PD6903,3773;PD6905,3756;PD6911,3742;PD6933,3719;PD7000,3659;PD7012,3649;PD7024,3645;PD7035,3646;PD7050,3652;PD7155,3710;PD7174,3716;PD7193,3710;PD7277,3652;PD7319,3628;PD7365,3610;PD7387,3601;PD7405,3586;PD7428,3565;PD7454,3550;PD7482,3542;PD7511,3538;PD7540,3531;PD7551,3523;PD7559,3511;PD7572,3494;PD7589,3484;PD7608,3480;PD7628,3480;PD7754,3487;PD7807,3490;PD7859,3502;PD7872,3508;PD7881,3519;PD7899,3547;PD7921,3569;PD7947,3587;PD7977,3601;PD7997,3610;PD8014,3622;PD8045,3650;PD8127,3727;PD8134,3738;PD8138,3751;PD8145,3772;PD8157,3790;PD8165,3800;PD8168,3811;PD8167,3823;PD8163,3834;PD8098,3968;PD8095,3984;PD8104,3998;PD8125,4010;PD8150,4015;PD8176,4013;PD8199,4006;PD8270,3963;PD8335,3913;PD8352,3903;PD8369,3895;PD8387,3886;PD8403,3873;PD8430,3844;PD8485,3800;PD8504,3788;PD8523,3778;PD8566,3765;PD8595,3753;PD8620,3734;PD8648,3713;PD8680,3701;PD8713,3696;PD8748,3693;PD8807,3692;PD8836,3688;PD8863,3676;PD8909,3655;PD8957,3645;PD9005,3642;PD9055,3642;PD9071,3639;PD9087,3634;PD9101,3629;PD9123,3625;PD9144,3618;PD9186,3602;PD9241,3587;PD9339,3563;PD9389,3553;PD9440,3549;PD9473,3544;PD9577,3531;PD9616,3525;PD9654,3519;PD9762,3515;PD9815,3517;PD9868,3523;PD9940,3540;PD9996,3550;PD10024,3552;PD10052,3550;PD10078,3550;PD10173,3564;PD10200,3573;PD10266,3595;PD10287,3607;PD10300,3628;PD10329,3702;PD10330,3715;PD10329,3728;PD10327,3742;PD10328,3756;PD10330,3772;PD10328,3787;PD10321,3800;PD10308,3811;PD10296,3820;PD10287,3831;PD10275,3858;PD10266,3876;PD10251,3889;PD10229,3908;PD10212,3931;PD10201,3945;PD10190,3956;PD10176,3964;PD10158,3967;PD10124,3969;PD10110,3972;PD10098,3978;PD10089,3988;PD10084,4001;PD10076,4019;PD10065,4032;PD10049,4042;PD10031,4048;PD9976,4066;PD9922,4086;PD9835,4111;PD9816,4117;PD9801,4126;PD9774,4150;PD9768,4161;PD9768,4170;PD9774,4178;PD9786,4184;PD9832,4195;PD9878,4204;PD9940,4218;PD9997,4244;PD10088,4291;PD10184,4326;PD10247,4339;PD10312,4343;PD10354,4349;PD10391,4363;PD10423,4386;PD10451,4416;PD10460,4434;PD10459,4450;PD10449,4463;PD10431,4470;PD10398,4473;PD10365,4473;PD10287,4468;PD10262,4471;PD10209,4482;PD10156,4489;PD10110,4486;PD10063,4480;PD10039,4476;PD10017,4467;PD9998,4454;PD9980,4436;PD9967,4423;PD9953,4414;PD9936,4409;PD9917,4408;PD9893,4404;PD9869,4395;PD9833,4374;PD9803,4361;PD9771,4354;PD9706,4347;PD9463,4326;PD9336,4311;PD9255,4293;PD9228,4290;PD9201,4290;PD9169,4289;PD9142,4279;PD9118,4261;PD9097,4236;PD9084,4222;PD9069,4210;PD9037,4187;PD9008,4167;PD8997,4155;PD8990,4141;PD8987,4130;PD8989,4122;PD8994,4115;PD9004,4110;PD9088,4080;PD9243,4030;PD9297,4008;PD9349,3979;PD9364,3972;PD9488,3934;PD9582,3907;PD9621,3892;PD9698,3850;PD9734,3833;PD9760,3817;PD9770,3806;PD9777,3792;PD9783,3782;PD9790,3773;PD9834,3732;PD9843,3720;PD9844,3710;PD9838,3701;PD9826,3693;PD9793,3680;PD9764,3659;PD9745,3649;PD9723,3645;PD9693,3646;PD9663,3650;PD9604,3666;PD9582,3670;PD9560,3671;PD9538,3674;PD9519,3685;PD9505,3695;PD9490,3701;PD9474,3702;PD9456,3698;PD9433,3692;PD9411,3693;PD9390,3700;PD9369,3710;PD9340,3724;PD9310,3733;PD9248,3743;PD9228,3746;PD9210,3753;PD9176,3775;PD9151,3793;PD9125,3809;PD9103,3815;PD9080,3817;PD9060,3818;PD9042,3824;PD9028,3835;PD9015,3851;PD9010,3865;PD9009,3878;PD9014,3905;PD9017,3918;PD9016,3929;PD9012,3940;PD9004,3949;PD8977,3976;PD8955,4007;PD8917,4073;PD8823,4234;PD8800,4265;PD8787,4281;PD8777,4298;PD8764,4337;PD8757,4351;PD8744,4361;PD8725,4371;PD8713,4382;PD8710,4398;PD8710,4411;PD8706,4423;PD8689,4442;PD8626,4502;PD8614,4512;PD8602,4516;PD8589,4514;PD8577,4505;PD8564,4490;PD8555,4473;PD8539,4445;PD8528,4434;PD8514,4425;PD8500,4416;PD8477,4404;PD8465,4404;PD8453,4408;PD8428,4418;PD8403,4422;PD8351,4425;PD8267,4439;PD8255,4444;PD8234,4453;PD8214,4453;PD8197,4443;PD8185,4425;PD8164,4366;PD8161,4347;PD8164,4328;PD8166,4306;PD8161,4284;PD8154,4261;PD8152,4237;PD8155,4213;PD8161,4189;PD8174,4147;PD8183,4103;PD8183,4091;PD8180,4083;PD8172,4080;PD8159,4079;PD8111,4084;PD8099,4088;PD8090,4094;PD8085,4104;PD8082,4116;PD8076,4168;PD8072,4180;PD8064,4189;PD8054,4188;PD8043,4182;PD8032,4179;PD8026,4187;PD8018,4220;PD8022,4253;PD8023,4265;PD8022,4277;PD8009,4297;PD7998,4311;PD7991,4327;PD7984,4361;PD7971,4394;PD7952,4418;PD7926,4434;PD7892,4442;PD7847,4443;PD7802,4440;PD7779,4440;PD7757,4446;PD7712,4461;PD7689,4465;PD7665,4466;PD7595,4467;PD7525,4469;PD7508,4466;PD7499,4459;PD7497,4447;PD7504,4431;PD7531,4390;PD7551,4358;PD7573,4327;PD7588,4315;PD7607,4310;PD7626,4304;PD7638,4295;PD7643,4281;PD7642,4262;PD7627,4195;PD7625,4159;PD7621,4145;PD7613,4135;PD7602,4136;PD7590,4143;PD7566,4157;PD7539,4160;PD7489,4159;PD7441,4150;PD7425,4148;PD7412,4153;PD7387,4170;PD7354,4190;PD7319,4207;PD7301,4209;PD7282,4206;PD7260,4203;PD7239,4202;PD6974,4233;PD6956,4240;PD6940,4252;PD6904,4293;PD6887,4307;PD6868,4313;PD6849,4312;PD6829,4303;PD6815,4297;PD6803,4297;PD6793,4302;PD6783,4313;PD6760,4348;PD6746,4357;PD6686,4376;PD6671,4381;PD6662,4388;PD6657,4398;PD6654,4413;PD6645,4441;PD6627,4464;PD6603,4479;PD6574,4485;PD6557,4484;PD6540,4481;PD6515,4476;PD6491,4477;PD6443,4490;PD6422,4497;PD6401,4500;PD6339,4499;PD6277,4493;PD6153,4473;PD6018,4450;PD6004,4448;PD5977,4439;PD5963,4430;PD5958,4416;PD5956,4396;PD5950,4377;PD5938,4362;PD5920,4350;PD5895,4342;PD5811,4314;PD5805,4310;PD5785,4294;PD5763,4283;PD5716,4271;PD5692,4269;PD5668,4270;PD5644,4267;PD5598,4257;PD5535,4237;PD5474,4211;PD5462,4207;PD5447,4206;PD5436,4200;PD5427,4190;PD5421,4176;PD5410,4156;PD5402,4148;PD5390,4145;PD5378,4147;PD5368,4152;PD5353,4171;PD5338,4186;PD5319,4191;PD5304,4193;PD5291,4199;PD5280,4209;PD5272,4221;PD5256,4256;PD5244,4281;PD5224,4297;PD5200,4314;PD5183,4333;PD5171,4357;PD5165,4384;PD5161,4398;PD5155,4410;PD5146,4419;PD5132,4426;PD5119,4435;PD5107,4448;PD5087,4462;PD5075,4464;PD5062,4463;PD5049,4463;PD5036,4464;PD4985,4468;PD4935,4459;PD4837,4433;PD4739,4409;PD4718,4399;PD4711,4390;PD4706,4378;PD4701,4365;PD4694,4358;PD4684,4359;PD4670,4365;PD4621,4393;PD4596,4405;PD4569,4412;PD4534,4411;PD4498,4409;PD4437,4404;PD4406,4404;PD4375,4408;PD4312,4426;PD4278,4435;PD4243,4440;PD4173,4440;PD4147,4441;PD4122,4447;PD4073,4460;PD3974,4474;PD3940,4474;PD3907,4472;PD3708,4458;PD3614,4454;PD3538,4451;PD3501,4445;PD3463,4435;PD3389,4415;PD3365,4414;PD3209,4416;PD3180,4413;PD3150,4408;PD3135,4405;PD3123,4398;PD3103,4377;PD3086,4358;PD3055,4330;PD3043,4314;PD3036,4294;PD3029,4282;PD3019,4270;PD3007,4248;PD3007,4228;PD3019,4210;PD3042,4199;PD3079,4193;PD3116,4198;PD3130,4198;PD3142,4192;PD3170,4171;PD3201,4158;PD3233,4151;PD3268,4150;PD3286,4145;PD3304,4133;PD3323,4118;PD3344,4112;PD3366,4110;PD3389,4113;PD3418,4117;PD3446,4117;PD3471,4117;PD3496,4121;PD3544,4132;PD3576,4135;PD3591,4132;PD3606,4125;PD3619,4121;PD3677,4123;PD3706,4129;PD3732,4142;PD3747,4158;PD3757,4178;PD3759,4189;PD3755,4200;PD3747,4207;PD3735,4211;PD3675,4211;PD3674,4207;PD3674,4207;PU7696,4009;PD7702,4009;PD7727,4009;PD7749,4003;PD7767,3989;PD7783,3969;PD7807,3936;PD7823,3923;PD7843,3914;PD7848,3910;PD7856,3897;PD7856,3890;PD7852,3883;PD7761,3790;PD7749,3782;PD7736,3780;PD7723,3783;PD7710,3790;PD7685,3805;PD7630,3825;PD7616,3833;PD7606,3847;PD7598,3857;PD7586,3863;PD7574,3864;PD7560,3864;PD7539,3868;PD7530,3874;PD7524,3883;PD7515,3896;PD7504,3907;PD7479,3923;PD7423,3954;PD7354,3991;PD7347,3998;PD7345,4008;PD7351,4015;PD7360,4018;PD7460,4012;PD7509,4010;PD7533,4014;PD7555,4024;PD7569,4031;PD7582,4034;PD7596,4033;PD7608,4028;PD7629,4018;PD7651,4013;PD7696,4009;PD7696,4009;PU8291,4329;PD8313,4321;PD8319,4313;PD8322,4302;PD8327,4274;PD8337,4248;PD8347,4238;PD8360,4231;PD8378,4223;PD8392,4214;PD8399,4204;PD8399,4193;PD8393,4177;PD8388,4161;PD8390,4146;PD8399,4135;PD8414,4127;PD8435,4114;PD8447,4095;PD8471,4017;PD8471,4005;PD8468,3997;PD8460,3994;PD8447,3994;PD8418,4003;PD8390,4017;PD8250,4098;PD8238,4107;PD8233,4118;PD8233,4130;PD8239,4143;PD8246,4163;PD8243,4245;PD8243,4263;PD8247,4280;PD8263,4311;PD8276,4320;PD8291,4329;PD8291,4329;PU657,4440;PD293,4441;PD258,4448;PD223,4459;PD193,4465;PD178,4464;PD163,4459;PD140,4457;PD16,4468;PD0,4469;PD-15,4467;PD-56,4453;PD-76,4443;PD-93,4429;PD-117,4411;PD-146,4402;PD-162,4397;PD-177,4389;PD-207,4363;PD-228,4333;PD-233,4318;PD-234,4305;PD-229,4287;PD-223,4281;PD-214,4277;PD-190,4269;PD-168,4256;PD-126,4228;PD-111,4213;PD-100,4194;PD-83,4173;PD-64,4156;PD-19,4129;PD-5,4119;PD6,4107;PD19,4088;PD38,4073;PD62,4067;PD96,4064;PD113,4059;PD119,4052;PD123,4042;PD129,4033;PD139,4026;PD163,4020;PD178,4016;PD189,4009;PD198,3998;PD205,3984;PD211,3975;PD221,3967;PD244,3956;PD300,3938;PD358,3930;PD379,3923;PD393,3906;PD410,3882;PD431,3863;PD480,3832;PD532,3807;PD585,3786;PD701,3743;PD766,3716;PD780,3708;PD785,3703;PD784,3694;PD773,3688;PD756,3688;PD629,3712;PD499,3725;PD437,3730;PD375,3739;PD359,3740;PD344,3737;PD330,3731;PD318,3720;PD305,3710;PD288,3710;PD263,3713;PD245,3708;PD232,3694;PD199,3618;PD195,3593;PD198,3574;PD206,3561;PD218,3552;PD236,3548;PD399,3537;PD501,3523;PD557,3516;PD613,3519;PD706,3531;PD740,3531;PD773,3521;PD800,3511;PD827,3506;PD882,3500;PD990,3486;PD1098,3476;PD1315,3468;PD1360,3463;PD1404,3455;PD1422,3454;PD1439,3457;PD1454,3465;PD1467,3479;PD1537,3558;PD1554,3582;PD1560,3608;PD1557,3634;PD1542,3660;PD1530,3672;PD1515,3680;PD1482,3687;PD1453,3696;PD1441,3705;PD1431,3717;PD1420,3730;PD1407,3740;PD1375,3754;PD1243,3805;PD1169,3827;PD1149,3836;PD1133,3849;PD1057,3940;PD1045,3950;PD1030,3955;PD1010,3957;PD989,3957;PD974,3961;PD966,3974;PD957,3997;PD943,4014;PD924,4027;PD902,4036;PD834,4062;PD767,4089;PD698,4110;PD671,4121;PD651,4140;PD611,4203;PD608,4213;PD609,4222;PD615,4229;PD625,4233;PD726,4251;PD827,4259;PD879,4257;PD931,4254;PD987,4258;PD1035,4259;PD1082,4256;PD1129,4248;PD1175,4234;PD1208,4219;PD1239,4201;PD1267,4178;PD1293,4152;PD1297,4147;PD1315,4134;PD1321,4125;PD1324,4114;PD1319,4082;PD1304,4053;PD1288,4024;PD1284,4015;PD1284,4007;PD1293,3992;PD1325,3961;PD1349,3946;PD1378,3939;PD1466,3929;PD1554,3909;PD1568,3903;PD1606,3877;PD1624,3862;PD1639,3844;PD1661,3822;PD1688,3804;PD1702,3792;PD1713,3778;PD1725,3746;PD1734,3723;PD1750,3706;PD1890,3596;PD1914,3582;PD1939,3576;PD1963,3579;PD1989,3591;PD2018,3607;PD2034,3612;PD2052,3613;PD2071,3617;PD2082,3624;PD2087,3634;PD2087,3645;PD2081,3656;PD2070,3672;PD2065,3689;PD2065,3725;PD2067,3732;PD2071,3735;PD2078,3736;PD2085,3733;PD2111,3715;PD2141,3702;PD2153,3694;PD2161,3682;PD2171,3667;PD2185,3658;PD2216,3648;PD2233,3645;PD2248,3639;PD2257,3626;PD2272,3608;PD2294,3599;PD2314,3593;PD2334,3584;PD2461,3525;PD2484,3517;PD2496,3510;PD2505,3502;PD2523,3482;PD2545,3470;PD2570,3465;PD2596,3465;PD2635,3472;PD2674,3481;PD2688,3482;PD2702,3479;PD2722,3475;PD2741,3476;PD2759,3481;PD2777,3491;PD2802,3504;PD2829,3513;PD2893,3528;PD2926,3533;PD2959,3534;PD2975,3536;PD2989,3542;PD3001,3551;PD3012,3564;PD3025,3577;PD3043,3584;PD3059,3589;PD3073,3598;PD3123,3654;PD3128,3668;PD3122,3683;PD3105,3715;PD3101,3733;PD3102,3752;PD3098,3768;PD3086,3780;PD3074,3793;PD3074,3800;PD3078,3810;PD3080,3825;PD3069,3835;PD3056,3844;PD3046,3855;PD3041,3868;PD3038,3884;PD3033,3901;PD3024,3916;PD3019,3929;PD3019,3939;PD3026,3947;PD3038,3950;PD3072,3950;PD3106,3947;PD3125,3943;PD3147,3941;PD3165,3946;PD3180,3958;PD3191,3977;PD3194,3990;PD3191,4002;PD3182,4011;PD3170,4012;PD3142,4011;PD3117,4017;PD3071,4039;PD3031,4064;PD2992,4091;PD2982,4100;PD2974,4112;PD2963,4137;PD2952,4191;PD2946,4216;PD2931,4236;PD2921,4247;PD2914,4260;PD2911,4274;PD2911,4289;PD2908,4315;PD2896,4338;PD2888,4351;PD2884,4366;PD2880,4386;PD2873,4403;PD2861,4416;PD2843,4427;PD2807,4449;PD2784,4456;PD2663,4452;PD2624,4443;PD2536,4435;PD2417,4429;PD2404,4425;PD2396,4417;PD2397,4403;PD2403,4389;PD2413,4382;PD2425,4378;PD2438,4374;PD2449,4368;PD2465,4347;PD2531,4234;PD2552,4197;PD2560,4178;PD2563,4156;PD2558,4114;PD2554,4105;PD2549,4101;PD2533,4103;PD2502,4115;PD2471,4124;PD2438,4128;PD2405,4127;PD2323,4123;PD2288,4117;PD2248,4118;PD2178,4125;PD2063,4132;PD2035,4135;PD2008,4138;PD1964,4142;PD1927,4158;PD1896,4184;PD1870,4218;PD1861,4230;PD1850,4238;PD1823,4248;PD1795,4253;PD1775,4259;PD1761,4270;PD1754,4286;PD1752,4307;PD1749,4332;PD1739,4356;PD1723,4376;PD1702,4392;PD1681,4400;PD1660,4404;PD1618,4406;PD1592,4410;PD1568,4419;PD1547,4431;PD1527,4447;PD1507,4465;PD1483,4477;PD1464,4486;PD1451,4493;PD1438,4495;PD1425,4493;PD1413,4484;PD1409,4482;PD1357,4473;PD1330,4469;PD1303,4468;PD1234,4469;PD1159,4462;PD1084,4453;PD1048,4443;PD1012,4430;PD969,4417;PD947,4416;PD924,4419;PD806,4443;PD777,4444;PD657,4435;PD657,4440;PD657,4440;PU2409,3965;PD2455,3970;PD2520,3982;PD2534,3982;PD2546,3979;PD2568,3972;PD2590,3973;PD2610,3973;PD2628,3969;PD2643,3959;PD2656,3944;PD2665,3920;PD2664,3895;PD2662,3858;PD2667,3842;PD2678,3826;PD2691,3809;PD2696,3790;PD2696,3749;PD2690,3734;PD2683,3731;PD2674,3732;PD2651,3740;PD2617,3758;PD2586,3774;PD2491,3818;PD2457,3831;PD2443,3841;PD2434,3860;PD2429,3875;PD2422,3884;PD2410,3888;PD2394,3889;PD2372,3891;PD2353,3897;PD2336,3908;PD2321,3922;PD2307,3934;PD2290,3940;PD2271,3948;PD2255,3960;PD2251,3968;PD2251,3975;PD2256,3980;PD2265,3983;PD2296,3983;PD2351,3980;PD2409,3965;PD2409,3965;PU; diff --git a/hpgl/ag.hpgl b/hpgl/ag.hpgl new file mode 100755 index 0000000..dfc8f04 --- /dev/null +++ b/hpgl/ag.hpgl @@ -0,0 +1 @@ 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\ No newline at end of file diff --git a/hpgl/clit.hpgl b/hpgl/clit.hpgl new file mode 100755 index 0000000..230ed0f --- /dev/null +++ b/hpgl/clit.hpgl @@ -0,0 +1 @@ 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30;PD3697,2832;PD3687,2829;PD3677,2823;PD3673,2810;PD3675,2796;PD3714,2745;PD3748,2691;PD3775,2633;PD3793,2571;PD3798,2538;PD3799,2504;PD3796,2471;PD3788,2438;PD3762,2351;PD3741,2262;PD3730,2173;PD3729,2127;PD3731,2081;PD3731,2067;PD3725,2054;PD3718,1937;PD3707,1820;PD3693,1703;PD3683,1586;PD3682,1486;PD3679,1436;PD3670,1387;PD3670,1387;PU3906,4967;PD3965,5098;PD4029,5227;PD4082,5323;PD4142,5414;PD4208,5501;PD4281,5582;PD4448,5746;PD4532,5828;PD4613,5911;PD4745,6055;PD4872,6203;PD4932,6280;PD4990,6358;PD5044,6440;PD5093,6524;PD5137,6614;PD5155,6659;PD5170,6706;PD5179,6754;PD5183,6803;PD5180,6854;PD5171,6905;PD5155,6948;PD5131,6988;PD5102,7024;PD5066,7056;PD5027,7083;PD4984,7103;PD4939,7118;PD4894,7124;PD4837,7124;PD4784,7116;PD4735,7100;PD4688,7079;PD4644,7053;PD4603,7022;PD4523,6954;PD4439,6869;PD4362,6779;PD4291,6684;PD4226,6583;PD4192,6536;PD4155,6491;PD4144,6471;PD4145,6451;PD4159,6413;PD4180,6406;PD4195,6411;PD4205,6424;PD4213,6441;PD4245,6506;PD4281,6568;PD4320,6627;PD4363,6684;PD4455,6793;PD4551,6899;PD4607,6953;PD4669,6996;PD4735,7030;PD4806,7057;PD4833,7065;PD4860,7069;PD4887,7069;PD4914,7066;PD4965,7051;PD5011,7025;PD5051,6989;PD5082,6946;PD5103,6895;PD5109,6868;PD5111,6840;PD5111,6796;PD5106,6753;PD5099,6711;PD5088,6670;PD5058,6590;PD5016,6512;PD4970,6439;PD4922,6368;PD4817,6232;PD4705,6102;PD4589,5977;PD4440,5825;PD4287,5676;PD4198,5581;PD4157,5529;PD4118,5475;PD4053,5384;PD4025,5336;PD4005,5283;PD4002,5281;PD3999,5284;PD3997,5286;PD3999,5285;PD4002,5285;PD4004,5288;PD4056,5501;PD4080,5607;PD4099,5715;PD4112,5782;PD4129,5849;PD4150,5915;PD4174,5980;PD4191,6028;PD4204,6077;PD4221,6177;PD4220,6212;PD4216,6226;PD4210,6237;PD4200,6245;PD4189,6250;PD4158,6253;PD4130,6116;PD4100,5979;PD4037,5743;PD4006,5625;PD3980,5505;PD3947,5304;PD3931,5203;PD3913,5103;PD3910,5100;PD3909,5102;PD3908,5105;PD3911,5104;PD3914,5107;PD3966,5429;PD3996,5589;PD4036,5748;PD4072,5874;PD4104,6000;PD4132,6127;PD4153,6256;PD4159,6304;PD4161,6351;PD4157,6399;PD4145,6445;PD4125,6443;PD4110,6433;PD4091,6404;PD4010,6257;PD3938,6107;PD3874,5952;PD3822,5792;PD3781,5636;PD3746,5478;PD3711,5320;PD3672,5162;PD3611,4925;PD3584,4805;PD3561,4685;PD3544,4548;PD3538,4410;PD3540,4272;PD3546,4134;PD3559,3923;PD3570,3818;PD3586,3714;PD3611,3573;PD3616,3502;PD3612,3429;PD3611,3412;PD3614,3398;PD3621,3387;PD3631,3379;PD3643,3375;PD3657,3374;PD3673,3378;PD3689,3385;PD3714,3404;PD3732,3429;PD3742,3497;PD3742,3530;PD3737,3564;PD3735,3606;PD3737,3626;PD3745,3646;PD3758,3713;PD3767,3781;PD3781,3916;PD3789,4125;PD3801,4334;PD3811,4438;PD3825,4541;PD3844,4644;PD3869,4746;PD3881,4820;PD3887,4893;PD3892,4965;PD3901,5034;PD3902,5020;PD3899,5003;PD3899,4985;PD3906,4967;PD3906,4967;PU4140,6444;PD4146,6367;PD4145,6292;PD4139,6217;PD4129,6143;PD4097,5997;PD4057,5852;PD4011,5683;PD3975,5511;PD3944,5339;PD3916,5166;PD3907,5121;PD3905,5095;PD3911,5066;PD3927,5119;PD3937,5170;PD3950,5268;PD3976,5424;PD4007,5580;PD4044,5734;PD4085,5887;PD4108,5978;PD4128,6069;PD4166,6254;PD4180,6293;PD4185,6333;PD4180,6372;PD4166,6412;PD4156,6450;PD4155,6491;PD4119,6592;PD4109,6596;PD4105,6597;PD4101,6593;PD4102,6581;PD4106,6568;PD4106,6534;PD4110,6502;PD4121,6472;PD4140,6444;PD4140,6444;PU3771,3916;PD3745,3646;PD3750,3614;PD3792,3925;PD3813,4081;PD3828,4237;PD3840,4381;PD3855,4525;PD3891,4812;PD3892,4851;PD3891,4890;PD3894,4929;PD3898,4948;PD3906,4967;PD3906,5044;PD3896,5008;PD3889,4972;PD3880,4898;PD3873,4825;PD3860,4752;PD3827,4548;PD3804,4343;PD3788,4138;PD3776,3932;PD3771,3916;PD3771,3916;PU3737,3564;PD3735,3497;PD3724,3431;PD3709,3374;PD3702,3316;PD3695,3199;PD3686,3119;PD3683,3039;PD3687,2960;PD3697,2881;PD3706,2848;PD3725,2821;PD3747,2788;PD3733,2885;PD3726,2983;PD3724,3081;PD3725,3180;PD3724,3210;PD3726,3225;PD3735,3239;PD3747,3512;PD3748,3539;PD3746,3552;PD3737,3564;PD3737,3564;PU2154,5496;PD2172,5449;PD2197,5406;PD2224,5364;PD2249,5321;PD2289,5233;PD2322,5143;PD2346,5051;PD2354,5004;PD2358,4955;PD2351,4937;PD2352,4918;PD2363,4829;PD2380,4741;PD2421,4566;PD2428,4551;PD2439,4538;PD2464,4465;PD2484,4391;PD2521,4301;PD2555,4210;PD2590,4119;PD2631,4031;PD2641,4018;PD2648,4016;PD2656,4020;PD2659,4035;PD2656,4050;PD2645,4078;PD2537,4347;PD2513,4416;PD2495,4487;PD2466,4585;PD2442,4684;PD2404,4884;PD2393,4944;PD2387,5005;PD2377,5068;PD2363,5129;PD2344,5188;PD2321,5245;PD2267,5356;PD2203,5463;PD2187,5486;PD2176,5494;PD2163,5499;PD2154,5496;PD2154,5496;PU2652,4018;PD2641,4018;PD2650,3980;PD2667,3944;PD2685,3909;PD2699,3872;PD2709,3883;PD2708,3922;PD2698,3958;PD2679,3990;PD2652,4018;PD2652,4018;PU2439,4538;PD2358,4955;PD2275,5043;PD2195,5133;PD2120,5227;PD2050,5325;PD1860,5615;PD1763,5759;PD1660,5900;PD1582,6002;PD1507,6107;PD1436,6214;PD1369,6325;PD1343,6366;PD1313,6402;PD1281,6436;PD1246,6465;PD1208,6491;PD1168,6513;PD1124,6531;PD1078,6546;PD1057,6549;PD1037,6547;PD1019,6540;PD1004,6528;PD991,6512;PD981,6492;PD974,6469;PD970,6442;PD969,6389;PD971,6335;PD984,6230;PD1005,6126;PD1029,6022;PD1062,5913;PD1104,5809;PD1156,5709;PD1218,5612;PD1259,5557;PD1304,5504;PD1399,5406;PD1500,5314;PD1604,5225;PD1722,5130;PD1841,5036;PD1959,4941;PD2073,4842;PD2243,4691;PD2416,4543;PD2426,4534;PD2432,4533;PD2439,4538;PD2439,4538;PU2155,6740;PD2129,6709;PD2111,6675;PD2098,6639;PD2088,6601;PD2078,6558;PD2072,6514;PD2066,6426;PD2063,6338;PD2054,6251;PD2041,6140;PD2033,6060;PD2029,5980;PD2028,5900;PD2032,5820;PD2043,5733;PD2067,5649;PD2084,5609;PD2104,5570;PD2127,5532;PD2154,5496;PD2157,5498;PD2162,5515;PD2160,5531;PD2146,5561;PD2119,5617;PD2097,5673;PD2080,5731;PD2067,5789;PD2060,5848;PD2057,5908;PD2060,5969;PD2067,6030;PD2069,6069;PD2066,6088;PD2056,6106;PD2077,6260;PD2085,6338;PD2088,6416;PD2090,6494;PD2100,6571;PD2120,6645;PD2135,6681;PD2154,6716;PD2156,6727;PD2156,6738;PD2155,6740;PD2155,6740;PU2056,6106;PD2044,5939;PD2043,5856;PD2054,5772;PD2067,5717;PD2084,5663;PD2105,5610;PD2130,5559;PD2157,5498;PD2197,5442;PD2233,5385;PD2267,5327;PD2296,5266;PD2322,5204;PD2343,5140;PD2360,5074;PD2371,5006;PD2377,4946;PD2382,4916;PD2392,4887;PD2416,4873;PD2437,4856;PD2479,4821;PD2500,4804;PD2511,4798;PD2526,4797;PD2482,5028;PD2434,5258;PD2412,5331;PD2382,5402;PD2319,5543;PD2284,5630;PD2253,5718;PD2231,5808;PD2226,5855;PD2224,5903;PD2225,5920;PD2223,5934;PD2208,5959;PD2168,6001;PD2120,6061;PD2091,6087;PD2056,6106;PD2056,6106;PU2156,6738;PD2198,6793;PD2216,6822;PD2229,6854;PD2205,6829;PD2183,6803;PD2165,6774;PD2155,6740;PD2156,6738;PD2156,6738;PU3725,2054;PD3770,2317;PD3785,2380;PD3804,2441;PD3812,2472;PD3815,2502;PD3813,2561;PD3797,2619;PD3772,2676;PD3734,2744;PD3711,2774;PD3680,2799;PD3661,2774;PD3647,2747;PD3632,2719;PD3613,2695;PD3601,2679;PD3585,2665;PD3571,2651;PD3567,2641;PD3567,2629;PD3589,2558;PD3596,2521;PD3600,2484;PD3624,2487;PD3645,2496;PD3664,2509;PD3680,2523;PD3666,2508;PD3647,2498;PD3627,2487;PD3612,2471;PD3629,2386;PD3652,2303;PD3706,2140;PD3720,2098;PD3725,2076;PD3725,2054;PD3725,2054;PU3612,2471;PD3665,2500;PD3687,2520;PD3694,2534;PD3698,2552;PD3677,2530;PD3654,2511;PD3628,2496;PD3600,2484;PD3583,2474;PD3564,2465;PD3546,2454;PD3533,2438;PD3554,2443;PD3573,2452;PD3592,2462;PD3612,2471;PD3612,2471;PU3409,2285;PD3443,2281;PD3473,2283;PD3501,2291;PD3527,2305;PD3470,2303;PD3440,2299;PD3409,2285;PD3409,2285;PU2541,6561;PD2436,6671;PD2408,6632;PD2384,6590;PD2364,6547;PD2348,6503;PD2322,6412;PD2303,6318;PD2267,6112;PD2254,6007;PD2247,5903;PD2371,5724;PD2497,5547;PD2663,5303;PD2826,5056;PD2874,4989;PD2928,4928;PD2987,4872;PD3051,4821;PD3069,4803;PD3085,4782;PD3104,4767;PD3117,4764;PD3133,4765;PD3153,4811;PD3169,4859;PD3182,4907;PD3199,4954;PD3216,5004;PD3236,5053;PD3246,5079;PD3246,5092;PD3240,5106;PD3212,5116;PD3184,5122;PD3126,5131;PD3096,5141;PD3069,5155;PD3046,5173;PD3027,5199;PD2974,5278;PD2953,5312;PD2939,5347;PD2930,5382;PD2926,5417;PD2927,5453;PD2933,5489;PD2943,5525;PD2956,5561;PD2988,5627;PD3003,5653;PD3024,5672;PD3049,5683;PD3080,5686;PD3136,5687;PD3192,5692;PD3248,5697;PD3304,5697;PD3357,5694;PD3410,5685;PD3433,5707;PD3445,5732;PD3447,5761;PD3441,5791;PD3389,5810;PD3336,5824;PD3282,5831;PD3229,5832;PD3192,5832;PD3157,5836;PD3090,5853;PD3026,5877;PD2962,5903;PD2839,5947;PD2809,5961;PD2781,5977;PD2755,5997;PD2731,6022;PD2658,6119;PD2627,6169;PD2600,6222;PD2578,6276;PD2562,6333;PD2552,6393;PD2550,6456;PD2552,6509;PD2549,6535;PD2541,6561;PD2541,6561;PU3545,6976;PD3535,6965;PD3544,6942;PD3555,6920;PD3564,6895;PD3564,6867;PD3519,6919;PD3476,6972;PD3431,7020;PD3405,7040;PD3377,7057;PD3327,7087;PD3287,7124;PD3254,7168;PD3226,7217;PD3213,7235;PD3194,7247;PD3198,7230;PD3205,7213;PD3224,7182;PD3245,7149;PD3262,7108;PD3227,7128;PD3194,7140;PD3161,7144;PD3130,7142;PD3100,7134;PD3070,7123;PD3012,7091;PD2981,7077;PD2948,7069;PD2920,7063;PD2895,7055;PD2872,7043;PD2851,7029;PD2833,7011;PD2817,6991;PD2792,6942;PD2762,6869;PD2729,6798;PD2700,6725;PD2689,6687;PD2681,6649;PD2672,6569;PD2671,6530;PD2674,6491;PD2680,6453;PD2692,6416;PD2709,6381;PD2732,6347;PD2818,6241;PD2864,6190;PD2913,6142;PD2943,6121;PD2973,6105;PD3004,6095;PD3035,6091;PD3066,6091;PD3098,6096;PD3130,6104;PD3161,6116;PD3235,6149;PD3273,6164;PD3313,6175;PD3366,6191;PD3419,6211;PD3523,6254;PD3543,6262;PD3566,6264;PD3572,6300;PD3570,6335;PD3563,6370;PD3552,6405;PD3517,6502;PD3501,6551;PD3487,6601;PD3491,6608;PD3493,6616;PD3492,6636;PD3494,6655;PD3503,6671;PD3524,6682;PD3556,6687;PD3584,6685;PD3611,6672;PD3636,6647;PD3596,6639;PD3555,6637;PD3536,6634;PD3518,6628;PD3501,6618;PD3487,6601;PD3515,6511;PD3550,6423;PD3562,6421;PD3571,6425;PD3581,6444;PD3597,6470;PD3616,6494;PD3634,6518;PD3650,6545;PD3656,6554;PD3664,6561;PD3686,6565;PD3693,6569;PD3697,6576;PD3707,6606;PD3710,6634;PD3708,6661;PD3702,6687;PD3678,6737;PD3646,6785;PD3626,6821;PD3612,6861;PD3598,6901;PD3580,6938;PD3568,6963;PD3560,6972;PD3545,6976;PD3545,6976;PU3171,7258;PD3160,7269;PD3105,7264;PD3052,7254;PD3001,7240;PD2951,7222;PD2903,7200;PD2857,7174;PD2812,7144;PD2769,7109;PD2742,7089;PD2674,6989;PD2641,6898;PD2619,6806;PD2609,6712;PD2609,6664;PD2613,6616;PD2626,6694;PD2644,6771;PD2671,6845;PD2688,6881;PD2709,6915;PD2749,6969;PD2792,7018;PD2837,7063;PD2886,7104;PD2939,7141;PD2994,7174;PD3053,7202;PD3115,7226;PD3147,7235;PD3161,7243;PD3171,7258;PD3171,7258;PU3059,6039;PD2998,6057;PD2939,6079;PD2884,6105;PD2832,6135;PD2784,6172;PD2740,6214;PD2700,6263;PD2666,6319;PD2690,6251;PD2721,6188;PD2760,6132;PD2807,6085;PD2862,6048;PD2892,6033;PD2923,6021;PD2957,6012;PD2993,6006;PD3031,6004;PD3070,6005;PD3073,6016;PD3071,6024;PD3059,6039;PD3059,6039;PU3059,6039;PD3070,6005;PD3197,6024;PD3320,6053;PD3380,6073;PD3439,6096;PD3497,6122;PD3554,6152;PD3560,6160;PD3562,6169;PD3556,6186;PD3520,6168;PD3483,6155;PD3406,6137;PD3328,6119;PD3291,6105;PD3256,6087;PD3238,6078;PD3221,6068;PD3183,6045;PD3143,6034;PD3102,6032;PD3059,6039;PD3059,6039;PU3556,6186;PD3554,6152;PD3532,6060;PD3503,5970;PD3471,5881;PD3441,5791;PD3430,5738;PD3422,5713;PD3411,5688;PD3397,5662;PD3387,5636;PD3372,5581;PD3361,5526;PD3349,5471;PD3341,5439;PD3340,5422;PD3344,5405;PD3349,5398;PD3357,5393;PD3372,5404;PD3381,5419;PD3391,5454;PD3418,5567;PD3446,5680;PD3479,5790;PD3504,5875;PD3533,5959;PD3561,6043;PD3581,6129;PD3589,6167;PD3589,6187;PD3583,6206;PD3575,6211;PD3567,6208;PD3556,6186;PD3556,6186;PU3567,6208;PD3576,6209;PD3587,6237;PD3594,6264;PD3596,6291;PD3593,6318;PD3579,6370;PD3556,6422;PD3488,6604;PD3488,6604;PD3480,6596;PD3478,6588;PD3482,6569;PD3513,6496;PD3536,6420;PD3553,6342;PD3566,6264;PD3567,6208;PD3567,6208;PU3124,3081;PD3137,3072;PD3191,3023;PD3202,3015;PD3208,3013;PD3215,3015;PD3223,3027;PD3223,3041;PD3212,3090;PD3199,3139;PD3174,3251;PD3159,3365;PD3152,3479;PD3153,3595;PD3153,3626;PD3150,3656;PD3115,3712;PD3077,3766;PD3000,3872;PD2833,4103;PD2820,4122;PD2806,4140;PD2788,4152;PD2776,4154;PD2761,4152;PD2756,4135;PD2756,4119;PD2765,4087;PD2797,3976;PD2836,3869;PD2886,3766;PD2946,3668;PD2956,3654;PD2980,3615;PD2997,3575;PD3007,3532;PD3010,3486;PD3010,3377;PD3007,3268;PD3021,3212;PD3041,3159;PD3055,3135;PD3072,3114;PD3095,3095;PD3124,3081;PD3124,3081;PU3124,3081;PD3085,3119;PD3055,3163;PD3033,3211;PD3017,3263;PD3019,3275;PD3017,3287;PD2995,3329;PD2966,3366;PD2904,3436;PD2893,3443;PD2887,3443;PD2880,3439;PD2959,3177;PD3002,3048;PD3055,2922;PD3058,2906;PD3058,2889;PD3076,2869;PD3090,2847;PD3117,2802;PD3138,2801;PD3151,2810;PD3157,2824;PD3160,2844;PD3161,2905;PD3156,2964;PD3143,3023;PD3124,3081;PD3124,3081;PU3488,2935;PD3449,2934;PD3422,2926;PD3410,2918;PD3404,2907;PD3405,2894;PD3413,2886;PD3436,2876;PD3465,2857;PD3489,2835;PD3510,2811;PD3528,2785;PD3542,2758;PD3553,2728;PD3567,2663;PD3585,2664;PD3598,2673;PD3618,2698;PD3636,2719;PD3651,2743;PD3665,2778;PD3668,2792;PD3667,2804;PD3662,2815;PD3654,2826;PD3624,2850;PD3566,2898;PD3536,2921;PD3504,2941;PD3495,2939;PD3488,2935;PD3488,2935;PU3488,2935;PD3499,2935;PD3510,2942;PD3512,2954;PD3496,2970;PD3475,2977;PD3454,2982;PD3433,2988;PD3424,3009;PD3423,3031;PD3420,3053;PD3416,3063;PD3409,3072;PD3400,3072;PD3393,3068;PD3383,3038;PD3372,3010;PD3363,2998;PD3352,2989;PD3337,2982;PD3316,2979;PD3292,2979;PD3273,2985;PD3259,2998;PD3249,3019;PD3223,3113;PD3201,3207;PD3185,3303;PD3176,3400;PD3176,3512;PD3173,3625;PD3165,3682;PD3166,3739;PD3160,3833;PD3153,3880;PD3141,3926;PD3128,3925;PD3120,3921;PD3113,3908;PD3113,3891;PD3111,3875;PD3110,3825;PD3115,3746;PD3123,3707;PD3137,3669;PD3138,3459;PD3143,3354;PD3150,3301;PD3160,3249;PD3211,3020;PD3192,3034;PD3176,3050;PD3159,3064;PD3137,3072;PD3153,3049;PD3172,3028;PD3213,2990;PD3229,2971;PD3238,2951;PD3237,2929;PD3222,2905;PD3287,2937;PD3319,2948;PD3352,2955;PD3386,2958;PD3419,2956;PD3454,2948;PD3488,2935;PD3488,2935;PU3351,2712;PD3350,2727;PD3345,2740;PD3327,2765;PD3301,2782;PD3270,2788;PD3249,2787;PD3230,2782;PD3213,2774;PD3199,2763;PD3187,2750;PD3178,2734;PD3173,2716;PD3171,2696;PD3176,2666;PD3188,2643;PD3209,2627;PD3238,2620;PD3260,2620;PD3281,2625;PD3300,2633;PD3317,2644;PD3331,2659;PD3342,2675;PD3349,2693;PD3351,2712;PD3351,2712;PU3612,2698;PD3567,2663;PD3539,2634;PD3509,2609;PD3479,2582;PD3454,2551;PD3486,2565;PD3513,2586;PD3539,2609;PD3567,2629;PD3579,2645;PD3596,2657;PD3612,2669;PD3622,2686;PD3612,2698;PD3612,2698;PU3545,6976;PD3575,6920;PD3588,6891;PD3597,6860;PD3611,6817;PD3632,6778;PD3680,6703;PD3691,6683;PD3698,6664;PD3698,6645;PD3687,6624;PD3682,6610;PD3684,6597;PD3688,6583;PD3689,6570;PD3682,6556;PD3681,6543;PD3686,6516;PD3699,6455;PD3708,6395;PD3719,6273;PD3721,6151;PD3721,6028;PD3720,5980;PD3724,5932;PD3731,5920;PD3739,5913;PD3746,5911;PD3753,5913;PD3766,5923;PD3777,5937;PD3830,6006;PD3852,6039;PD3868,6071;PD3860,6030;PD3846,5990;PD3828,5952;PD3806,5914;PD3756,5839;PD3704,5764;PD3688,5702;PD3680,5638;PD3679,5617;PD3675,5596;PD3657,5529;PD3637,5463;PD3616,5397;PD3598,5330;PD3617,5402;PD3639,5472;PD3660,5542;PD3678,5614;PD3677,5631;PD3673,5638;PD3666,5643;PD3658,5644;PD3651,5640;PD3640,5627;PD3627,5602;PD3618,5575;PD3561,5387;PD3503,5199;PD3494,5175;PD3487,5150;PD3488,5125;PD3494,5112;PD3504,5100;PD3517,5113;PD3526,5127;PD3540,5159;PD3502,5077;PD3469,4993;PD3441,4908;PD3416,4821;PD3407,4719;PD3404,4616;PD3407,4412;PD3411,4292;PD3420,4173;PD3434,4054;PD3453,3936;PD3498,3680;PD3521,3553;PD3546,3426;PD3555,3377;PD3570,3331;PD3593,3288;PD3625,3249;PD3643,3231;PD3660,3209;PD3670,3201;PD3681,3195;PD3695,3193;PD3712,3196;PD3714,3255;PD3720,3313;PD3725,3372;PD3724,3431;PD3706,3418;PD3692,3403;PD3676,3391;PD3659,3385;PD3639,3389;PD3630,3396;PD3624,3403;PD3621,3421;PD3631,3459;PD3635,3516;PD3630,3571;PD3609,3681;PD3581,3878;PD3571,3976;PD3565,4076;PD3555,4373;PD3559,4498;PD3571,4621;PD3591,4744;PD3619,4866;PD3696,5167;PD3732,5318;PD3764,5470;PD3793,5607;PD3828,5742;PD3867,5876;PD3909,6010;PD3933,6070;PD3963,6127;PD4004,6208;PD4044,6290;PD4087,6369;PD4112,6407;PD4140,6444;PD4106,6568;PD4005,6442;PD3996,6431;PD3991,6428;PD3984,6429;PD3976,6434;PD3974,6441;PD3979,6457;PD4080,6706;PD4089,6728;PD4097,6751;PD4097,6762;PD4094,6774;PD4087,6785;PD4075,6795;PD4076,6857;PD4069,6917;PD4053,6975;PD4027,7031;PD3972,7145;PD3745,7250;PD3632,7301;PD3516,7350;PD3491,7360;PD3465,7369;PD3438,7371;PD3424,7368;PD3410,7361;PD3421,7313;PD3438,7268;PD3475,7178;PD3541,7132;PD3602,7081;PD3655,7023;PD3679,6991;PD3700,6956;PD3733,6881;PD3745,6844;PD3752,6806;PD3755,6768;PD3752,6729;PD3744,6689;PD3729,6649;PD3725,6630;PD3723,6607;PD3724,6679;PD3717,6748;PD3703,6813;PD3681,6875;PD3653,6935;PD3619,6992;PD3580,7046;PD3536,7099;PD3516,7118;PD3504,7123;PD3489,7123;PD3499,7085;PD3515,7049;PD3532,7013;PD3545,6976;PD3545,6976;PU4027,7031;PD4045,6974;PD4059,6915;PD4075,6795;PD4087,6826;PD4087,6857;PD4074,6919;PD4041,7043;PD4027,7031;PD4027,7031;PU3125,4763;PD3090,4803;PD3050,4838;PD2969,4906;PD2909,4966;PD2858,5032;PD2765,5173;PD2648,5350;PD2527,5526;PD2281,5873;PD2265,5889;PD2247,5903;PD2246,5856;PD2249,5811;PD2257,5767;PD2268,5724;PD2297,5640;PD2334,5558;PD2369,5481;PD2400,5402;PD2427,5323;PD2451,5243;PD2490,5080;PD2518,4914;PD2534,4832;PD2546,4791;PD2561,4752;PD2610,4691;PD2663,4632;PD2716,4574;PD2767,4514;PD2930,4294;PD3085,4069;PD3092,4056;PD3100,4043;PD3105,4039;PD3111,4040;PD3118,4046;PD3126,4059;PD3120,4185;PD3119,4310;PD3121,4560;PD3126,4633;PD3137,4705;PD3139,4736;PD3135,4750;PD3125,4763;PD3125,4763;PU3114,4041;PD3061,4129;PD3004,4215;PD2883,4382;PD2818,4470;PD2751,4555;PD2680,4638;PD2603,4716;PD2561,4752;PD2570,4707;PD2574,4685;PD2574,4661;PD2573,4653;PD2598,4571;PD2630,4492;PD2698,4334;PD2705,4312;PD2708,4288;PD2713,4273;PD2722,4259;PD2823,4163;PD2921,4064;PD3013,3960;PD3055,3904;PD3094,3845;PD3106,3830;PD3114,3826;PD3125,3827;PD3125,3872;PD3120,3898;PD3123,3924;PD3129,3950;PD3131,3976;PD3130,4010;PD3125,4026;PD3114,4041;PD3114,4041;PU2526,4797;PD2416,4893;PD2401,4902;PD2395,4899;PD2392,4887;PD2406,4783;PD2425,4681;PD2450,4580;PD2483,4481;PD2523,4434;PD2568,4393;PD2663,4317;PD2677,4310;PD2687,4313;PD2694,4324;PD2697,4340;PD2674,4404;PD2648,4467;PD2620,4530;PD2594,4594;PD2573,4662;PD2574,4661;PD2556,4693;PD2546,4728;PD2537,4763;PD2526,4797;PD2526,4797;PU3410,7361;PD3448,7355;PD3486,7346;PD3557,7320;PD3697,7256;PD3905,7160;PD3937,7146;PD3954,7143;PD3972,7145;PD3919,7227;PD3860,7300;PD3794,7364;PD3722,7421;PD3645,7471;PD3563,7513;PD3476,7549;PD3384,7578;PD3265,7607;PD3201,7617;PD3132,7621;PD3203,7575;PD3270,7531;PD3301,7507;PD3328,7480;PD3353,7450;PD3373,7416;PD3410,7361;PD3410,7361;PU2880,3439;PD2917,3403;PD2950,3365;PD3013,3284;PD3017,3368;PD3020,3451;PD3019,3492;PD3013,3533;PD3003,3574;PD2987,3615;PD2957,3669;PD2957,3668;PD2918,3723;PD2883,3780;PD2854,3839;PD2829,3900;PD2788,4026;PD2755,4155;PD2748,4185;PD2742,4199;PD2732,4211;PD2690,4236;PD2652,4266;PD2615,4297;PD2575,4325;PD2554,4342;PD2542,4347;PD2527,4345;PD2551,4273;PD2578,4204;PD2635,4065;PD2652,4018;PD2709,3883;PD2753,3778;PD2800,3674;PD2840,3567;PD2855,3512;PD2866,3455;PD2880,3439;PD2880,3439;PU3489,7123;PD3546,7065;PD3595,7004;PD3636,6940;PD3668,6871;PD3691,6799;PD3706,6722;PD3710,6641;PD3705,6554;PD3729,6603;PD3747,6651;PD3760,6699;PD3767,6746;PD3768,6792;PD3762,6839;PD3749,6886;PD3729,6933;PD3708,6972;PD3684,7009;PD3657,7044;PD3628,7076;PD3563,7133;PD3489,7182;PD3483,7181;PD3475,7178;PD3478,7149;PD3482,7136;PD3489,7123;PD3489,7123;PU3712,3196;PD3699,3198;PD3688,3204;PD3670,3219;PD3654,3237;PD3635,3252;PD3626,3235;PD3620,3219;PD3615,3185;PD3618,3150;PD3622,3116;PD3627,3065;PD3628,3015;PD3625,2964;PD3616,2914;PD3624,2886;PD3640,2863;PD3680,2822;PD3725,2821;PD3709,2899;PD3703,2977;PD3703,3136;PD3706,3166;PD3712,3196;PD3712,3196;PU3680,2822;PD3673,2847;PD3660,2867;PD3623,2901;PD3614,2924;PD3600,2940;PD3581,2948;PD3554,2944;PD3544,2943;PD3533,2946;PD3522,2948;PD3511,2946;PD3499,2935;PD3567,2877;PD3602,2849;PD3640,2824;PD3653,2813;PD3658,2799;PD3657,2785;PD3653,2771;PD3633,2734;PD3612,2698;PD3622,2686;PD3643,2711;PD3660,2738;PD3672,2767;PD3680,2799;PD3680,2822;PD3680,2822;PU4166,6412;PD4166,6254;PD4190,6243;PD4204,6226;PD4210,6204;PD4209,6180;PD4194,6106;PD4173,6034;PD4130,5890;PD4098,5772;PD4085,5712;PD4075,5651;PD4058,5553;PD4036,5455;PD3986,5259;PD3999,5261;PD4007,5267;PD4014,5284;PD4025,5314;PD4041,5342;PD4077,5394;PD4115,5445;PD4146,5501;PD4156,5515;PD4170,5527;PD4185,5537;PD4198,5550;PD4258,5619;PD4321,5685;PD4449,5815;PD4530,5895;PD4613,5975;PD4691,6058;PD4727,6103;PD4759,6150;PD4798,6202;PD4843,6248;PD4882,6287;PD4918,6329;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317;PD2863,6300;PD2874,6285;PD2889,6273;PD2906,6262;PD2949,6249;PD2949,6249;PU3690,5634;PD3682,5649;PD3678,5664;PD3680,5694;PD3688,5724;PD3694,5753;PD3702,5870;PD3654,5837;PD3608,5802;PD3573,5779;PD3556,5773;PD3539,5770;PD3503,5775;PD3466,5791;PD3433,5688;PD3458,5673;PD3479,5656;PD3496,5636;PD3509,5614;PD3518,5591;PD3524,5566;PD3529,5512;PD3525,5443;PD3514,5375;PD3497,5309;PD3475,5244;PD3455,5206;PD3426,5175;PD3390,5150;PD3348,5133;PD3272,5115;PD3228,5022;PD3191,4926;PD3161,4829;PD3139,4728;PD3165,4695;PD3188,4660;PD3224,4586;PD3256,4510;PD3288,4434;PD3308,4451;PD3318,4474;PD3326,4523;PD3346,4595;PD3369,4666;PD3418,4806;PD3432,4866;PD3452,4924;PD3494,5040;PD3505,5071;PD3509,5086;PD3509,5103;PD3503,5116;PD3500,5130;PD3503,5155;PD3521,5204;PD3636,5585;PD3654,5626;PD3660,5634;PD3663,5634;PD3667,5627;PD3668,5610;PD3674,5603;PD3682,5598;PD3688,5606;PD3691,5615;PD3690,5634;PD3690,5634;PU3272,5115;PD3282,5106;PD3293,5103;PD3318,5107;PD3353,5119;PD3386,5133;PD3415,5151;PD3441,5171;PD3464,5196;PD3482,5225;PD3497,5258;PD3507,5296;PD3524,5370;PD3539,5443;PD3543,5480;PD3544,5517;PD3540,5555;PD3531,5593;PD3520,5628;PD3502,5660;PD3490,5673;PD3475,5682;PD3456,5688;PD3433,5688;PD3375,5451;PD3368,5421;PD3362,5408;PD3352,5396;PD3347,5337;PD3333,5281;PD3292,5172;PD3272,5115;PD3272,5115;PU3125,3827;PD3088,3884;PD3048,3937;PD2961,4040;PD2869,4137;PD2773,4231;PD2730,4266;PD2728,4234;PD2733,4205;PD2745,4178;PD2765,4153;PD2791,4131;PD2814,4107;PD2855,4055;PD2931,3945;PD3019,3823;PD3105,3700;PD3118,3682;PD3137,3669;PD3137,3709;PD3133,3748;PD3127,3788;PD3125,3827;PD3125,3827;PU2765,4153;PD2741,4208;PD2734,4236;PD2730,4266;PD2719,4287;PD2712,4277;PD2710,4267;PD2713,4248;PD2720,4230;PD2722,4211;PD2824,3891;PD2847,3830;PD2876,3771;PD2913,3717;PD2957,3668;PD2953,3688;PD2944,3705;PD2922,3737;PD2892,3786;PD2867,3835;PD2825,3938;PD2792,4045;PD2765,4153;PD2765,4153;PU2957,3669;PD2981,3606;PD3002,3543;PD3015,3478;PD3016,3445;PD3013,3411;PD3006,3347;PD3008,3316;PD3013,3284;PD3017,3263;PD3025,3356;PD3028,3450;PD3026,3496;PD3019,3542;PD3008,3587;PD2990,3632;PD2977,3654;PD2957,3669;PD2957,3669;PU3285,4436;PD3267,4518;PD3240,4596;PD3221,4632;PD3199,4667;PD3172,4699;PD3139,4728;PD3124,4578;PD3117,4427;PD3118,4276;PD3126,4124;PD3130,4050;PD3127,4012;PD3116,3976;PD3114,3923;PD3116,3897;PD3125,3872;PD3127,3886;PD3127,3900;PD3129,3914;PD3136,3926;PD3142,3932;PD3147,3943;PD3150,3946;PD3153,3946;PD3162,3929;PD3176,3902;PD3196,3878;PD3205,3872;PD3213,3870;PD3221,3874;PD3227,3883;PD3233,3994;PD3244,4104;PD3258,4213;PD3276,4322;PD3292,4378;PD3295,4406;PD3292,4421;PD3285,4436;PD3285,4436;PU3160,3623;PD3159,3465;PD3163,3387;PD3170,3309;PD3180,3232;PD3195,3155;PD3214,3079;PD3237,3003;PD3248,2977;PD3262,2961;PD3282,2957;PD3312,2963;PD3360,2979;PD3375,2987;PD3385,2995;PD3391,3006;PD3395,3021;PD3398,3070;PD3411,3100;PD3414,3131;PD3409,3194;PD3376,3254;PD3346,3316;PD3295,3443;PD3272,3495;PD3242,3542;PD3205,3586;PD3160,3623;PD3160,3623;PU3511,2946;PD3539,2929;PD3555,2927;PD3575,2934;PD3584,2938;PD3591,2937;PD3601,2925;PD3610,2909;PD3615,2903;PD3623,2901;PD3641,2946;PD3648,2992;PD3648,3039;PD3643,3086;PD3637,3169;PD3635,3252;PD3587,3329;PD3570,3371;PD3566,3394;PD3566,3419;PD3548,3415;PD3540,3410;PD3537,3398;PD3536,3376;PD3535,3325;PD3530,3274;PD3518,3226;PD3507,3202;PD3493,3180;PD3483,3166;PD3478,3150;PD3477,3126;PD3472,3102;PD3455,3058;PD3435,3014;PD3420,2969;PD3467,2966;PD3490,2959;PD3511,2946;PD3511,2946;PU3396,3207;PD3398,3070;PD3409,3070;PD3423,3081;PD3432,3094;PD3437,3107;PD3438,3121;PD3435,3151;PD3434,3180;PD3421,3267;PD3398,3351;PD3368,3432;PD3333,3513;PD3306,3582;PD3285,3653;PD3270,3724;PD3260,3796;PD3255,3868;PD3254,3941;PD3261,4088;PD3269,4165;PD3280,4242;PD3310,4394;PD3357,4557;PD3380,4638;PD3407,4719;PD3418,4756;PD3420,4776;PD3418,4795;PD3408,4810;PD3372,4725;PD3343,4638;PD3296,4460;PD3285,4436;PD3257,4296;PD3233,4156;PD3218,4014;PD3215,3943;PD3216,3872;PD3209,3855;PD3206,3839;PD3207,3806;PD3217,3742;PD3223,3705;PD3232,3668;PD3250,3595;PD3396,3207;PD3396,3207;PU3396,3207;PD3393,3242;PD3386,3275;PD3365,3340;PD3340,3403;PD3316,3467;PD3292,3529;PD3263,3590;PD3222,3642;PD3188,3699;PD3176,3723;PD3166,3732;PD3152,3736;PD3150,3679;PD3152,3651;PD3160,3623;PD3175,3596;PD3193,3571;PD3233,3526;PD3256,3494;PD3273,3460;PD3300,3388;PD3325,3316;PD3341,3281;PD3361,3248;PD3376,3225;PD3385,3215;PD3396,3207;PD3396,3207;PU3152,3736;PD3187,3673;PD3205,3641;PD3227,3612;PD3243,3596;PD3252,3591;PD3263,3590;PD3237,3730;PD3224,3800;PD3216,3872;PD3195,3898;PD3178,3927;PD3150,3997;PD3141,3977;PD3138,3958;PD3136,3926;PD3152,3736;PD3152,3736;PU3420,3184;PD3419,3155;PD3421,3127;PD3419,3098;PD3409,3070;PD3410,3045;PD3408,3019;PD3409,2993;PD3420,2969;PD3438,2991;PD3453,3014;PD3475,3064;PD3489,3116;PD3499,3171;PD3494,3177;PD3458,3191;PD3440,3192;PD3420,3184;PD3420,3184;PU3409,4796;PD3408,4771;PD3401,4747;PD3384,4700;PD3298,4400;PD3312,4323;PD3331,4247;PD3349,4170;PD3364,4093;PD3400,3811;PD3417,3670;PD3438,3529;PD3449,3457;PD3456,3384;PD3472,3239;PD3479,3203;PD3487,3187;PD3499,3173;PD3499,3171;PD3520,3194;PD3534,3218;PD3542,3244;PD3547,3271;PD3550,3327;PD3550,3382;PD3548,3405;PD3552,3414;PD3566,3419;PD3543,3528;PD3524,3638;PD3486,3858;PD3466,3971;PD3451,4085;PD3431,4313;PD3425,4442;PD3424,4572;PD3432,4831;PD3422,4831;PD3417,4828;PD3414,4818;PD3414,4805;PD3409,4796;PD3409,4796;PU3737,5915;PD3716,5768;PD3779,5846;PD3806,5888;PD3831,5931;PD3852,5978;PD3869,6026;PD3882,6078;PD3892,6133;PD3818,6016;PD3780,5962;PD3737,5915;PD3737,5915;PU3409,4796;PD3432,4831;PD3547,5169;PD3537,5172;PD3508,5103;PD3455,4958;PD3429,4885;PD3408,4810;PD3409,4796;PD3409,4796;PU3682,5598;PD3668,5610;PD3581,5303;PD3613,5375;PD3640,5448;PD3663,5522;PD3682,5598;PD3682,5598;PU2687,4335;PD2693,4331;PD2698,4321;PD2701,4318;PD2704,4318;PD2710,4335;PD2573,4662;PD2574,4626;PD2584,4591;PD2614,4526;PD2654,4432;PD2672,4384;PD2687,4335;PD2687,4335;PU3319,5316;PD3341,5395;PD3334,5412;PD3331,5429;PD3331,5463;PD3333,5498;PD3330,5532;PD3313,5584;PD3287,5623;PD3254,5650;PD3217,5665;PD3176,5669;PD3134,5663;PD3091,5645;PD3051,5618;PD3026,5592;PD3006,5559;PD3040,5580;PD3076,5593;PD3113,5600;PD3152,5599;PD3192,5590;PD3229,5570;PD3244,5557;PD3257,5541;PD3266,5524;PD3271,5505;PD3276,5447;PD3274,5388;PD3261,5331;PD3250,5304;PD3235,5277;PD3216,5252;PD3193,5232;PD3166,5220;PD3134,5219;PD3099,5228;PD3071,5246;PD3049,5272;PD3036,5306;PD2995,5469;PD2982,5439;PD2973,5411;PD2969,5383;PD2968,5356;PD2971,5331;PD2977,5307;PD2997,5264;PD3027,5228;PD3065,5200;PD3109,5180;PD3156,5170;PD3182,5170;PD3205,5175;PD3225,5185;PD3242,5199;PD3271,5233;PD3294,5274;PD3304,5297;PD3310,5308;PD3319,5316;PD3319,5316;PU3058,5463;PD3059,5438;PD3066,5413;PD3083,5386;PD3095,5377;PD3110,5376;PD3124,5382;PD3127,5394;PD3125,5423;PD3128,5446;PD3134,5466;PD3146,5484;PD3164,5499;PD3178,5512;PD3180,5520;PD3177,5531;PD3166,5546;PD3149,5554;PD3129,5556;PD3112,5554;PD3096,5548;PD3083,5537;PD3072,5524;PD3064,5506;PD3059,5486;PD3058,5463;PD3058,5463;PU3499,3173;PD3419,3811;PD3385,4072;PD3362,4201;PD3329,4329;PD3318,4367;PD3310,4384;PD3298,4400;PD3275,4295;PD3257,4190;PD3244,4085;PD3237,3980;PD3238,3875;PD3247,3770;PD3267,3665;PD3297,3560;PD3353,3419;PD3380,3349;PD3403,3277;PD3406,3253;PD3407,3229;PD3410,3206;PD3420,3184;PD3440,3181;PD3459,3176;PD3479,3172;PD3499,3173;PD3499,3173;PU; diff --git a/hpgl/cross.hpgl b/hpgl/cross.hpgl new file mode 100755 index 0000000..34e4966 --- /dev/null +++ b/hpgl/cross.hpgl @@ -0,0 +1 @@ +IN;SP1;PU338,1626;PD484,1791;PD638,1946;PD799,2092;PD968,2228;PD1143,2355;PD1325,2472;PD1512,2578;PD1705,2675;PD1902,2760;PD2104,2835;PD2310,2899;PD2520,2952;PD2733,2994;PD2949,3023;PD3166,3041;PD3386,3048;PD3606,3041;PD3824,3023;PD4039,2994;PD4252,2952;PD4462,2899;PD4668,2835;PD4870,2760;PD5068,2675;PD5260,2578;PD5448,2472;PD5629,2355;PD5804,2228;PD5973,2092;PD6134,1946;PD6288,1791;PD6434,1626;PD6434,5146;PD6288,4982;PD6134,4826;PD5973,4680;PD5804,4544;PD5629,4417;PD5448,4300;PD5260,4194;PD5068,4098;PD4870,4012;PD4668,3937;PD4462,3873;PD4252,3820;PD4039,3779;PD3824,3749;PD3606,3731;PD3386,3725;PD3166,3731;PD2949,3749;PD2733,3779;PD2520,3820;PD2310,3873;PD2104,3937;PD1902,4012;PD1705,4098;PD1512,4194;PD1325,4300;PD1143,4417;PD968,4544;PD799,4680;PD638,4826;PD484,4982;PD338,5146;PD338,1626;PU5146,338;PD4982,484;PD4826,638;PD4680,799;PD4544,968;PD4417,1143;PD4300,1325;PD4194,1512;PD4098,1705;PD4012,1902;PD3937,2104;PD3873,2310;PD3820,2520;PD3779,2733;PD3749,2949;PD3731,3166;PD3725,3386;PD3731,3606;PD3749,3824;PD3779,4039;PD3820,4252;PD3873,4462;PD3937,4668;PD4012,4870;PD4098,5068;PD4194,5260;PD4300,5448;PD4417,5629;PD4544,5804;PD4680,5973;PD4826,6134;PD4982,6288;PD5146,6434;PD1626,6434;PD1791,6288;PD1946,6134;PD2092,5973;PD2228,5804;PD2355,5629;PD2472,5448;PD2578,5260;PD2675,5068;PD2760,4870;PD2835,4668;PD2899,4462;PD2952,4252;PD2994,4039;PD3023,3824;PD3041,3606;PD3048,3386;PD3041,3166;PD3023,2949;PD2994,2733;PD2952,2520;PD2899,2310;PD2835,2104;PD2760,1902;PD2675,1705;PD2578,1512;PD2472,1325;PD2355,1143;PD2228,968;PD2092,799;PD1946,638;PD1791,484;PD1626,338;PD5146,338;PU; diff --git a/hpgl/dot.hpgl b/hpgl/dot.hpgl new file mode 100755 index 0000000..11c1fa0 --- /dev/null +++ b/hpgl/dot.hpgl @@ -0,0 +1 @@ +IN;SP1;PU1724,2978;PD1699,2964;PD1679,2944;PD1662,2920;PD1648,2893;PD1638,2863;PD1631,2832;PD1626,2768;PD1631,2728;PD1644,2685;PD1664,2646;PD1692,2614;PD1735,2584;PD1782,2565;PD1830,2557;PD1878,2559;PD1924,2571;PD1966,2594;PD2003,2628;PD2033,2672;PD2046,2703;PD2052,2735;PD2053,2770;PD2051,2808;PD2043,2864;PD2027,2911;PD2016,2931;PD2001,2949;PD1982,2966;PD1959,2981;PD1934,2991;PD1905,2997;PD1840,3001;PD1775,2993;PD1724,2978;PD1724,2978;PU; diff --git a/hpgl/fhain.hpgl b/hpgl/fhain.hpgl new file mode 100755 index 0000000..6937043 --- /dev/null +++ b/hpgl/fhain.hpgl @@ -0,0 +1 @@ +IN;SP1;PU16,16;PD2985,16;PD2985,2122;PD2982,2221;PD2972,2318;PD2956,2415;PD2934,2509;PD2906,2602;PD2872,2692;PD2832,2779;PD2787,2864;PD2736,2946;PD2680,3024;PD2619,3099;PD2553,3169;PD2482,3236;PD2407,3298;PD2327,3355;PD2243,3407;PD2156,3454;PD2066,3494;PD1975,3529;PD1882,3557;PD1788,3578;PD1693,3594;PD1597,3603;PD1501,3606;PD1405,3603;PD1309,3594;PD1214,3578;PD1120,3557;PD1027,3529;PD935,3494;PD846,3454;PD759,3407;PD675,3355;PD595,3298;PD520,3236;PD449,3169;PD383,3099;PD322,3024;PD266,2946;PD215,2864;PD170,2779;PD130,2692;PD96,2602;PD68,2509;PD46,2415;PD29,2318;PD20,2221;PD16,2122;PD16,16;PU1021,1456;PD1078,1456;PD1078,1501;PD1134,1501;PD1134,1456;PD1190,1456;PD1190,1501;PD1247,1501;PD1247,1456;PD1303,1456;PD1303,1501;PD1360,1501;PD1360,1456;PD1416,1456;PD1416,1501;PD1473,1501;PD1473,1456;PD1529,1456;PD1529,1501;PD1586,1501;PD1586,1456;PD1642,1456;PD1642,1501;PD1698,1501;PD1698,1456;PD1755,1456;PD1755,1501;PD1811,1501;PD1811,1456;PD1868,1456;PD1868,1501;PD1924,1501;PD1924,1456;PD1981,1456;PD1981,2150;PD1949,2088;PD1906,2032;PD1855,1983;PD1795,1941;PD1729,1908;PD1657,1883;PD1581,1867;PD1501,1862;PD1421,1867;PD1345,1883;PD1273,1908;PD1207,1941;PD1147,1983;PD1096,2032;PD1053,2088;PD1021,2150;PD1021,1456;PU1021,1557;PD1981,1557;PD1981,1772;PD1021,1772;PU519,2359;PD519,1433;PD1038,1433;PD1038,2359;PD1095,2573;PD462,2573;PD519,2359;PD778,2223;PD1038,2359;PD519,2359;PU609,2144;PD609,1772;PD613,1738;PD622,1706;PD638,1677;PD659,1652;PD684,1631;PD713,1616;PD744,1606;PD778,1603;PD813,1606;PD844,1616;PD873,1631;PD898,1652;PD919,1677;PD934,1706;PD944,1738;PD948,1772;PD948,2144;PD609,2144;PU519,1433;PD512,1405;PD497,1381;PD477,1362;PD451,1349;PD451,1044;PD428,1027;PD587,948;PD970,948;PD1128,1027;PD1106,1044;PD1106,1349;PD1080,1362;PD1060,1381;PD1045,1405;PD1038,1433;PD519,1433;PU451,1044;PD1106,1044;PD1106,1315;PD451,1315;PU587,948;PD587,666;PD778,169;PD970,666;PD970,948;PD587,948;PU564,1371;PD982,1371;PU558,666;PD558,519;PD637,519;PD637,564;PD694,564;PD694,519;PD750,519;PD750,564;PD807,564;PD807,519;PD863,519;PD863,564;PD920,564;PD920,519;PD999,519;PD999,666;PD558,666;PU620,1433;PD620,1315;PD625,1298;PD637,1285;PD654,1281;PD671,1285;PD684,1298;PD688,1315;PD688,1433;PD620,1433;PU745,1433;PD745,1315;PD749,1298;PD762,1285;PD778,1281;PD795,1285;PD808,1298;PD812,1315;PD812,1433;PD745,1433;PU869,1433;PD869,1315;PD873,1298;PD886,1285;PD903,1281;PD920,1285;PD932,1298;PD936,1315;PD936,1433;PD869,1433;PU666,564;PD666,666;PD688,666;PD688,948;PD564,1044;PD564,1433;PD561,1472;PD551,1505;PD536,1527;PD528,1533;PD519,1535;PU891,564;PD891,666;PD869,666;PD869,948;PD993,1044;PD993,1433;PD996,1472;PD1006,1505;PD1021,1527;PD1029,1533;PD1038,1535;PU654,1862;PD654,1732;PD658,1718;PD668,1708;PD682,1704;PD697,1708;PD707,1718;PD711,1732;PD711,1862;PD654,1862;PU745,1862;PD745,1693;PD749,1676;PD762,1664;PD778,1659;PD795,1664;PD808,1676;PD812,1693;PD812,1862;PD745,1862;PU846,1862;PD846,1732;PD850,1718;PD860,1708;PD874,1704;PD889,1708;PD899,1718;PD903,1732;PD903,1862;PD846,1862;PU-79,2511;PD-49,2508;PD-24,2499;PD19,2472;PD63,2445;PD89,2436;PD118,2432;PD147,2436;PD173,2445;PD217,2472;PD261,2499;PD286,2508;PD316,2511;PD345,2508;PD370,2499;PD414,2472;PD458,2445;PD484,2436;PD513,2432;PD542,2436;PD568,2445;PD612,2472;PD656,2499;PD681,2508;PD711,2511;PD740,2508;PD765,2499;PD809,2472;PD854,2445;PD879,2436;PD908,2432;PD938,2436;PD963,2445;PD1007,2472;PD1051,2499;PD1076,2508;PD1106,2511;PD1135,2508;PD1160,2499;PD1205,2472;PD1249,2445;PD1274,2436;PD1303,2432;PD1333,2436;PD1358,2445;PD1402,2472;PD1446,2499;PD1472,2508;PD1501,2511;PD1530,2508;PD1556,2499;PD1600,2472;PD1644,2445;PD1669,2436;PD1698,2432;PD1728,2436;PD1753,2445;PD1797,2472;PD1841,2499;PD1867,2508;PD1896,2511;PD1925,2508;PD1951,2499;PD1995,2472;PD2039,2445;PD2064,2436;PD2094,2432;PD2123,2436;PD2148,2445;PD2192,2472;PD2236,2499;PD2262,2508;PD2291,2511;PD2320,2508;PD2346,2499;PD2390,2472;PD2434,2445;PD2459,2436;PD2489,2432;PD2518,2436;PD2543,2445;PD2587,2472;PD2632,2499;PD2657,2508;PD2686,2511;PD2716,2508;PD2741,2499;PD2785,2472;PD2829,2445;PD2854,2436;PD2884,2432;PD2913,2436;PD2938,2445;PD2983,2472;PD3027,2499;PD3052,2508;PD3081,2511;PD3081,2698;PD3052,2694;PD3027,2685;PD2983,2658;PD2938,2631;PD2913,2622;PD2884,2619;PD2854,2622;PD2829,2631;PD2785,2658;PD2741,2685;PD2716,2694;PD2686,2698;PD2657,2694;PD2632,2685;PD2587,2658;PD2543,2631;PD2518,2622;PD2489,2619;PD2459,2622;PD2434,2631;PD2390,2658;PD2346,2685;PD2320,2694;PD2291,2698;PD2262,2694;PD2236,2685;PD2192,2658;PD2148,2631;PD2123,2622;PD2094,2619;PD2064,2622;PD2039,2631;PD1995,2658;PD1951,2685;PD1925,2694;PD1896,2698;PD1867,2694;PD1841,2685;PD1797,2658;PD1753,2631;PD1728,2622;PD1698,2619;PD1669,2622;PD1644,2631;PD1600,2658;PD1556,2685;PD1530,2694;PD1501,2698;PD1472,2694;PD1446,2685;PD1402,2658;PD1358,2631;PD1333,2622;PD1303,2619;PD1274,2622;PD1249,2631;PD1205,2658;PD1160,2685;PD1135,2694;PD1106,2698;PD1076,2694;PD1051,2685;PD1007,2658;PD963,2631;PD938,2622;PD908,2619;PD879,2622;PD854,2631;PD809,2658;PD765,2685;PD740,2694;PD711,2698;PD681,2694;PD656,2685;PD612,2658;PD568,2631;PD542,2622;PD513,2619;PD484,2622;PD458,2631;PD414,2658;PD370,2685;PD345,2694;PD316,2698;PD286,2694;PD261,2685;PD217,2658;PD173,2631;PD147,2622;PD118,2619;PD89,2622;PD63,2631;PD19,2658;PD-24,2685;PD-49,2694;PD-79,2698;PD-79,2511;PU; diff --git a/hpgl/fuu.hpgl b/hpgl/fuu.hpgl new file mode 100755 index 0000000..c9c9ffb --- /dev/null +++ b/hpgl/fuu.hpgl @@ -0,0 +1 @@ +IN;SP1;PU3402,5343;PD3392,5337;PD3389,5326;PD3391,5310;PD3404,5265;PD3431,5209;PD3469,5153;PD3462,5130;PD3451,5110;PD3435,5095;PD3415,5083;PD3404,5106;PD3390,5128;PD3351,5169;PD3304,5205;PD3251,5237;PD3197,5263;PD3147,5283;PD3073,5307;PD3061,5310;PD3066,5299;PD3156,5108;PD3091,5122;PD3034,5132;PD2989,5133;PD2973,5130;PD2962,5124;PD2952,5107;PD2951,5085;PD2958,5065;PD2970,5043;PD3009,4998;PD3061,4958;PD3119,4928;PD3160,4914;PD3222,4900;PD3257,4897;PD3292,4898;PD3326,4904;PD3358,4918;PD3382,4936;PD3400,4960;PD3414,4988;PD3421,5022;PD3422,5048;PD3418,5072;PD3442,5086;PD3460,5103;PD3471,5121;PD3478,5141;PD3483,5134;PD3512,5106;PD3541,5091;PD3569,5086;PD3597,5090;PD3626,5101;PD3653,5118;PD3709,5158;PD3733,5178;PD3777,5212;PD3818,5239;PD3860,5255;PD3882,5259;PD3905,5259;PD3933,5253;PD3957,5240;PD3976,5224;PD3992,5208;PD4004,5190;PD4010,5163;PD4017,5148;PD4023,5144;PD4029,5144;PD4033,5151;PD4032,5157;PD4015,5194;PD4014,5240;PD4020,5276;PD4027,5292;PD4039,5305;PD4055,5314;PD4073,5316;PD4092,5314;PD4111,5309;PD4146,5289;PD4172,5267;PD4192,5240;PD4205,5223;PD4222,5215;PD4230,5216;PD4237,5221;PD4252,5238;PD4274,5262;PD4287,5271;PD4302,5274;PD4315,5272;PD4325,5265;PD4342,5243;PD4354,5211;PD4357,5202;PD4364,5208;PD4395,5232;PD4425,5247;PD4441,5252;PD4457,5253;PD4475,5248;PD4488,5237;PD4496,5221;PD4502,5199;PD4503,5195;PD4507,5194;PD4512,5196;PD4516,5202;PD4530,5229;PD4539,5238;PD4551,5238;PD4555,5239;PD4539,5241;PD4526,5236;PD4517,5227;PD4510,5216;PD4504,5232;PD4495,5247;PD4479,5259;PD4458,5265;PD4429,5261;PD4402,5249;PD4363,5222;PD4356,5240;PD4343,5261;PD4326,5279;PD4315,5284;PD4302,5286;PD4284,5282;PD4268,5272;PD4243,5245;PD4233,5232;PD4224,5226;PD4213,5232;PD4201,5247;PD4181,5274;PD4152,5299;PD4113,5320;PD4091,5326;PD4070,5328;PD4050,5324;PD4032,5314;PD4018,5299;PD4010,5280;PD4002,5241;PD4002,5213;PD3984,5233;PD3962,5250;PD3936,5264;PD3906,5270;PD3881,5270;PD3857,5266;PD3813,5249;PD3770,5221;PD3726,5187;PD3702,5167;PD3648,5128;PD3622,5112;PD3596,5102;PD3570,5098;PD3544,5102;PD3518,5116;PD3492,5141;PD3480,5156;PD3480,5156;PD3481,5186;PD3476,5217;PD3468,5247;PD3456,5275;PD3430,5321;PD3418,5335;PD3408,5342;PD3402,5343;PD3402,5343;PU3470,5170;PD3437,5223;PD3414,5272;PD3402,5310;PD3402,5331;PD3404,5331;PD3422,5314;PD3444,5275;PD3463,5224;PD3468,5197;PD3470,5170;PD3470,5170;PU3170,5105;PD3082,5293;PD3165,5264;PD3213,5243;PD3262,5217;PD3308,5188;PD3350,5155;PD3382,5118;PD3404,5079;PD3359,5071;PD3326,5073;PD3284,5079;PD3184,5101;PD3170,5105;PD3170,5105;PU3268,4908;PD3223,4911;PD3181,4919;PD3123,4938;PD3093,4952;PD3064,4969;PD3015,5008;PD2979,5050;PD2968,5070;PD2962,5087;PD2962,5103;PD2969,5115;PD2980,5121;PD2996,5123;PD3042,5119;PD3162,5095;PD3188,5043;PD3199,5025;PD3209,5019;PD3176,5092;PD3181,5090;PD3284,5068;PD3326,5061;PD3360,5060;PD3407,5068;PD3411,5046;PD3410,5024;PD3403,4993;PD3391,4966;PD3374,4944;PD3352,4927;PD3333,4918;PD3312,4912;PD3268,4908;PD3268,4908;PU3693,5365;PD3678,5373;PD3701,5333;PD3773,5205;PD3809,5130;PD3837,5054;PD3789,5035;PD3746,5013;PD3710,4988;PD3681,4963;PD3657,4938;PD3638,4915;PD3617,4877;PD3614,4863;PD3617,4850;PD3626,4838;PD3640,4827;PD3658,4819;PD3680,4813;PD3705,4811;PD3732,4813;PD3759,4820;PD3787,4832;PD3814,4850;PD3839,4874;PD3850,4890;PD3858,4909;PD3866,4950;PD3863,4996;PD3852,5046;PD3895,5057;PD3943,5064;PD4014,5068;PD4080,5065;PD4140,5056;PD4192,5045;PD4267,5021;PD4295,5010;PD4312,5009;PD4281,5022;PD4201,5050;PD4146,5064;PD4083,5074;PD4015,5079;PD3942,5075;PD3893,5068;PD3849,5057;PD3820,5133;PD3784,5208;PD3711,5339;PD3693,5365;PD3693,5365;PU3707,4822;PD3673,4826;PD3646,4837;PD3631,4850;PD3626,4860;PD3627,4873;PD3648,4909;PD3666,4932;PD3689,4956;PD3718,4980;PD3752,5003;PD3793,5025;PD3841,5043;PD3851,4995;PD3854,4952;PD3848,4913;PD3841,4896;PD3831,4882;PD3801,4854;PD3770,4835;PD3738,4825;PD3707,4822;PD3707,4822;PU; diff --git a/hpgl/fuufuu.hpgl b/hpgl/fuufuu.hpgl new file mode 100755 index 0000000..fdc6b84 --- /dev/null +++ b/hpgl/fuufuu.hpgl @@ -0,0 +1 @@ +IN;SP1;PU1709,5343;PD1699,5337;PD1696,5326;PD1697,5310;PD1711,5265;PD1738,5209;PD1775,5153;PD1769,5130;PD1758,5110;PD1742,5095;PD1721,5083;PD1711,5106;PD1696,5128;PD1658,5169;PD1610,5205;PD1558,5237;PD1504,5263;PD1454,5283;PD1379,5307;PD1367,5310;PD1373,5299;PD1463,5108;PD1398,5122;PD1341,5132;PD1296,5133;PD1280,5130;PD1268,5124;PD1258,5107;PD1258,5085;PD1265,5065;PD1277,5043;PD1316,4998;PD1367,4958;PD1425,4928;PD1467,4914;PD1529,4900;PD1563,4897;PD1599,4898;PD1633,4904;PD1665,4918;PD1688,4936;PD1707,4960;PD1720,4988;PD1728,5022;PD1729,5048;PD1725,5072;PD1749,5086;PD1766,5103;PD1778,5121;PD1784,5141;PD1790,5134;PD1819,5106;PD1847,5091;PD1876,5086;PD1904,5090;PD1932,5101;PD1960,5118;PD2015,5158;PD2039,5178;PD2084,5212;PD2125,5239;PD2166,5255;PD2188,5259;PD2212,5259;PD2240,5253;PD2263,5240;PD2283,5224;PD2298,5208;PD2311,5190;PD2317,5163;PD2324,5148;PD2330,5144;PD2335,5144;PD2339,5151;PD2339,5157;PD2322,5194;PD2320,5240;PD2327,5276;PD2334,5292;PD2345,5305;PD2361,5314;PD2379,5316;PD2398,5314;PD2417,5309;PD2453,5289;PD2479,5267;PD2498,5240;PD2512,5223;PD2529,5215;PD2537,5216;PD2544,5221;PD2559,5238;PD2581,5262;PD2594,5271;PD2609,5274;PD2621,5272;PD2632,5265;PD2648,5243;PD2661,5211;PD2663,5202;PD2670,5208;PD2701,5232;PD2731,5247;PD2747,5252;PD2764,5253;PD2782,5248;PD2795,5237;PD2803,5221;PD2809,5199;PD2809,5195;PD2814,5194;PD2819,5196;PD2822,5202;PD2836,5229;PD2846,5238;PD2858,5238;PD2861,5239;PD2846,5241;PD2833,5236;PD2823,5227;PD2816,5216;PD2811,5232;PD2801,5247;PD2786,5259;PD2764,5265;PD2736,5261;PD2709,5249;PD2669,5222;PD2662,5240;PD2650,5261;PD2632,5279;PD2621,5284;PD2609,5286;PD2590,5282;PD2575,5272;PD2550,5245;PD2539,5232;PD2530,5226;PD2519,5232;PD2508,5247;PD2487,5274;PD2458,5299;PD2419,5320;PD2398,5326;PD2377,5328;PD2357,5324;PD2338,5314;PD2325,5299;PD2316,5280;PD2309,5241;PD2309,5213;PD2291,5233;PD2269,5250;PD2243,5264;PD2213,5270;PD2188,5270;PD2164,5266;PD2120,5249;PD2077,5221;PD2032,5187;PD2008,5167;PD1955,5128;PD1929,5112;PD1903,5102;PD1877,5098;PD1851,5102;PD1825,5116;PD1799,5141;PD1787,5156;PD1787,5156;PD1788,5186;PD1783,5217;PD1774,5247;PD1763,5275;PD1737,5321;PD1724,5335;PD1714,5342;PD1709,5343;PD1709,5343;PU1777,5170;PD1744,5223;PD1721,5272;PD1708,5310;PD1708,5331;PD1711,5331;PD1728,5314;PD1751,5275;PD1769,5224;PD1775,5197;PD1777,5170;PD1777,5170;PU1477,5105;PD1389,5293;PD1472,5264;PD1520,5243;PD1569,5217;PD1615,5188;PD1656,5155;PD1689,5118;PD1711,5079;PD1666,5071;PD1633,5073;PD1590,5079;PD1491,5101;PD1477,5105;PD1477,5105;PU1574,4908;PD1529,4911;PD1488,4919;PD1430,4938;PD1400,4952;PD1371,4969;PD1322,5008;PD1286,5050;PD1275,5070;PD1269,5087;PD1269,5103;PD1276,5115;PD1287,5121;PD1303,5123;PD1348,5119;PD1469,5095;PD1495,5043;PD1506,5025;PD1516,5019;PD1483,5092;PD1488,5090;PD1590,5068;PD1633,5061;PD1667,5060;PD1714,5068;PD1718,5046;PD1717,5024;PD1710,4993;PD1698,4966;PD1681,4944;PD1659,4927;PD1639,4918;PD1618,4912;PD1574,4908;PD1574,4908;PU2000,5365;PD1984,5373;PD2008,5333;PD2079,5205;PD2115,5130;PD2144,5054;PD2095,5035;PD2053,5013;PD2017,4988;PD1987,4963;PD1963,4938;PD1945,4915;PD1923,4877;PD1921,4863;PD1924,4850;PD1933,4838;PD1947,4827;PD1965,4819;PD1987,4813;PD2012,4811;PD2038,4813;PD2066,4820;PD2094,4832;PD2121,4850;PD2146,4874;PD2157,4890;PD2165,4909;PD2173,4950;PD2170,4996;PD2159,5046;PD2202,5057;PD2249,5064;PD2321,5068;PD2387,5065;PD2447,5056;PD2499,5045;PD2574,5021;PD2602,5010;PD2618,5009;PD2588,5022;PD2508,5050;PD2453,5064;PD2390,5074;PD2321,5079;PD2248,5075;PD2200,5068;PD2155,5057;PD2127,5133;PD2091,5208;PD2017,5339;PD2000,5365;PD2000,5365;PU2013,4822;PD1979,4826;PD1953,4837;PD1937,4850;PD1933,4860;PD1934,4873;PD1954,4909;PD1972,4932;PD1996,4956;PD2024,4980;PD2059,5003;PD2100,5025;PD2147,5043;PD2158,4995;PD2161,4952;PD2155,4913;PD2147,4896;PD2137,4882;PD2108,4854;PD2076,4835;PD2044,4825;PD2013,4822;PD2013,4822;PU4777,5343;PD4767,5337;PD4764,5326;PD4765,5310;PD4779,5265;PD4806,5209;PD4843,5153;PD4837,5130;PD4826,5110;PD4810,5095;PD4789,5083;PD4779,5106;PD4764,5128;PD4726,5169;PD4678,5205;PD4626,5237;PD4572,5263;PD4522,5283;PD4447,5307;PD4435,5310;PD4441,5299;PD4531,5108;PD4466,5122;PD4408,5132;PD4364,5133;PD4348,5130;PD4336,5124;PD4326,5107;PD4326,5085;PD4333,5065;PD4345,5043;PD4384,4998;PD4435,4958;PD4493,4928;PD4535,4914;PD4597,4900;PD4631,4897;PD4667,4898;PD4701,4904;PD4733,4918;PD4756,4936;PD4775,4960;PD4788,4988;PD4796,5022;PD4797,5048;PD4793,5072;PD4817,5086;PD4834,5103;PD4846,5121;PD4852,5141;PD4858,5134;PD4887,5106;PD4915,5091;PD4944,5086;PD4972,5090;PD5000,5101;PD5028,5118;PD5083,5158;PD5107,5178;PD5152,5212;PD5193,5239;PD5234,5255;PD5256,5259;PD5280,5259;PD5308,5253;PD5331,5240;PD5351,5224;PD5366,5208;PD5379,5190;PD5385,5163;PD5392,5148;PD5398,5144;PD5403,5144;PD5407,5151;PD5407,5157;PD5390,5194;PD5388,5240;PD5395,5276;PD5402,5292;PD5413,5305;PD5429,5314;PD5447,5316;PD5466,5314;PD5485,5309;PD5521,5289;PD5547,5267;PD5566,5240;PD5580,5223;PD5597,5215;PD5605,5216;PD5612,5221;PD5627,5238;PD5649,5262;PD5662,5271;PD5677,5274;PD5689,5272;PD5700,5265;PD5716,5243;PD5729,5211;PD5731,5202;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diff --git a/hpgl/janos.hpgl b/hpgl/janos.hpgl new file mode 100755 index 0000000..7c11ca3 --- /dev/null +++ b/hpgl/janos.hpgl @@ -0,0 +1 @@ +IN;SP1;PU1952,5185;PD1960,5193;PD1963,5193;PD1970,5191;PD1975,5192;PD1976,5200;PD1976,5256;PD1979,5258;PD1994,5258;PD1995,5256;PD1995,5200;PD1994,5188;PD1988,5180;PD1980,5175;PD1970,5173;PD1958,5176;PD1951,5182;PD1952,5185;PD1952,5185;PU2040,5185;PD2044,5187;PD2045,5190;PD2044,5194;PD2040,5196;PD2036,5194;PD2035,5190;PD2036,5187;PD2040,5185;PD2040,5185;PU2031,5236;PD2028,5242;PD2028,5244;PD2049,5256;PD2052,5256;PD2056,5249;PD2056,5245;PD2034,5236;PD2031,5236;PD2031,5236;PU2037,5205;PD2046,5203;PD2045,5208;PD2040,5210;PD2028,5208;PD2024,5211;PD2023,5219;PD2025,5222;PD2041,5224;PD2051,5222;PD2057,5219;PD2060,5212;PD2062,5203;PD2062,5176;PD2059,5174;PD2054,5174;PD2052,5176;PD2050,5179;PD2045,5176;PD2035,5173;PD2023,5177;PD2019,5189;PD2023,5200;PD2029,5203;PD2037,5205;PD2037,5205;PU2086,5220;PD2088,5222;PD2094,5222;PD2095,5221;PD2098,5216;PD2104,5221;PD2115,5224;PD2124,5221;PD2131,5216;PD2136,5208;PD2137,5199;PD2137,5176;PD2135,5174;PD2122,5174;PD2120,5176;PD2120,5199;PD2118,5205;PD2112,5208;PD2105,5206;PD2103,5200;PD2103,5176;PD2100,5174;PD2088,5174;PD2086,5176;PD2086,5220;PD2086,5220;PU2182,5188;PD2189,5191;PD2191,5199;PD2189,5205;PD2182,5208;PD2176,5205;PD2173,5199;PD2176,5191;PD2182,5188;PD2182,5188;PU2182,5224;PD2191,5221;PD2200,5216;PD2205,5208;PD2208,5199;PD2205,5188;PD2200,5180;PD2191,5175;PD2182,5173;PD2172,5175;PD2164,5180;PD2160,5188;PD2157,5199;PD2160,5208;PD2164,5216;PD2172,5221;PD2182,5224;PD2182,5224;PU2226,5179;PD2230,5188;PD2233,5189;PD2244,5186;PD2246,5188;PD2244,5190;PD2239,5193;PD2229,5200;PD2226,5209;PD2230,5220;PD2236,5222;PD2244,5224;PD2260,5220;PD2261,5216;PD2257,5208;PD2255,5208;PD2244,5211;PD2242,5209;PD2247,5205;PD2259,5199;PD2262,5195;PD2263,5188;PD2262,5183;PD2259,5178;PD2252,5174;PD2244,5173;PD2233,5175;PD2227,5177;PD2226,5179;PD2226,5179;PU2357,5191;PD2363,5194;PD2365,5200;PD2362,5206;PD2356,5208;PD2346,5208;PD2346,5191;PD2357,5191;PD2357,5191;PU2356,5224;PD2361,5227;PD2363,5232;PD2361,5239;PD2356,5241;PD2346,5241;PD2346,5224;PD2356,5224;PD2356,5224;PU2327,5256;PD2329,5258;PD2357,5258;PD2368,5256;PD2375,5251;PD2381,5244;PD2383,5236;PD2378,5224;PD2369,5217;PD2380,5210;PD2383,5204;PD2385,5197;PD2383,5188;PD2378,5181;PD2369,5176;PD2359,5174;PD2329,5174;PD2327,5176;PD2327,5256;PD2327,5256;PU2408,5220;PD2410,5222;PD2423,5222;PD2425,5220;PD2425,5198;PD2428,5191;PD2433,5188;PD2438,5191;PD2440,5197;PD2440,5220;PD2443,5222;PD2455,5222;PD2457,5220;PD2457,5176;PD2455,5174;PD2449,5174;PD2447,5176;PD2445,5180;PD2440,5176;PD2429,5173;PD2419,5175;PD2413,5180;PD2409,5188;PD2408,5198;PD2408,5220;PD2408,5220;PU2504,5224;PD2515,5221;PD2523,5215;PD2522,5212;PD2515,5204;PD2512,5205;PD2505,5208;PD2498,5205;PD2495,5198;PD2498,5191;PD2505,5188;PD2513,5192;PD2515,5193;PD2523,5187;PD2524,5184;PD2515,5176;PD2504,5173;PD2495,5175;PD2486,5180;PD2480,5188;PD2479,5198;PD2480,5208;PD2487,5216;PD2495,5221;PD2504,5224;PD2504,5224;PU2544,5256;PD2547,5258;PD2560,5258;PD2562,5256;PD2562,5204;PD2576,5221;PD2579,5222;PD2593,5222;PD2595,5221;PD2595,5219;PD2579,5200;PD2598,5178;PD2599,5176;PD2596,5174;PD2580,5174;PD2578,5176;PD2562,5196;PD2562,5176;PD2560,5174;PD2547,5174;PD2544,5176;PD2544,5256;PD2544,5256;PU; diff --git a/hpgl/kamel.hpgl b/hpgl/kamel.hpgl new file mode 100755 index 0000000..1b71a69 --- /dev/null +++ b/hpgl/kamel.hpgl @@ -0,0 +1 @@ +IN;SP1;PU429,5320;PD432,5317;PD440,5317;PD443,5320;PD443,5359;PD483,5318;PD486,5317;PD496,5317;PD499,5318;PD498,5322;PD458,5363;PD501,5410;PD501,5413;PD498,5415;PD487,5415;PD484,5414;PD443,5368;PD443,5412;PD440,5415;PD432,5415;PD429,5412;PD429,5320;PD429,5320;PU594,5381;PD577,5343;PD576,5343;PD559,5381;PD594,5381;PD594,5381;PU530,5411;PD573,5317;PD576,5315;PD577,5315;PD580,5317;PD622,5411;PD620,5415;PD611,5415;PD608,5413;PD599,5394;PD553,5394;PD545,5413;PD542,5415;PD533,5415;PD530,5411;PU671,5317;PD674,5315;PD676,5315;PD678,5317;PD708,5389;PD708,5389;PD737,5317;PD740,5315;PD742,5315;PD744,5317;PD762,5412;PD759,5415;PD750,5415;PD747,5413;PD737,5350;PD737,5350;PD711,5415;PD709,5416;PD706,5416;PD704,5415;PD679,5350;PD678,5350;PD668,5413;PD665,5415;PD656,5415;PD654,5412;PD671,5317;PD671,5317;PU802,5319;PD804,5317;PD861,5317;PD863,5319;PD863,5327;PD861,5330;PD816,5330;PD816,5358;PD854,5358;PD856,5361;PD856,5369;PD854,5372;PD816,5372;PD816,5402;PD861,5402;PD863,5405;PD863,5412;PD861,5415;PD804,5415;PD802,5412;PD802,5319;PD802,5319;PU903,5319;PD906,5317;PD915,5317;PD918,5319;PD918,5402;PD956,5402;PD959,5405;PD959,5412;PD956,5415;PD906,5415;PD903,5412;PD903,5319;PD903,5319;PU999,5337;PD979,5337;PD976,5335;PD976,5319;PD979,5317;PD1041,5317;PD1044,5319;PD1044,5335;PD1041,5337;PD1021,5337;PD1021,5412;PD1018,5415;PD1001,5415;PD999,5412;PD999,5337;PD999,5337;PU1117,5381;PD1106,5358;PD1106,5358;PD1095,5381;PD1117,5381;PD1117,5381;PU1059,5411;PD1103,5317;PD1105,5315;PD1107,5315;PD1109,5317;PD1153,5411;PD1151,5415;PD1135,5415;PD1130,5411;PD1125,5400;PD1087,5400;PD1082,5412;PD1077,5415;PD1061,5415;PD1059,5411;PU1224,5315;PD1242,5319;PD1258,5329;PD1259,5332;PD1248,5344;PD1244,5344;PD1235,5339;PD1225,5338;PD1215,5340;PD1206,5346;PD1200,5355;PD1198,5366;PD1200,5377;PD1206,5386;PD1215,5392;PD1226,5394;PD1238,5392;PD1238,5383;PD1229,5383;PD1227,5381;PD1227,5367;PD1229,5364;PD1257,5364;PD1260,5367;PD1260,5405;PD1259,5407;PD1249,5412;PD1224,5416;PD1205,5412;PD1188,5402;PD1178,5386;PD1174,5366;PD1178,5346;PD1188,5330;PD1205,5319;PD1224,5315;PU1300,5319;PD1303,5317;PD1361,5317;PD1364,5319;PD1364,5335;PD1361,5337;PD1322,5337;PD1322,5355;PD1354,5355;PD1357,5357;PD1357,5373;PD1354,5375;PD1322,5375;PD1322,5394;PD1361,5394;PD1364,5397;PD1364,5412;PD1361,5415;PD1303,5415;PD1300,5412;PD1300,5319;PD1300,5319;PU; diff --git a/hpgl/kanamen.hpgl b/hpgl/kanamen.hpgl new file mode 100755 index 0000000..c60cbfd --- /dev/null +++ b/hpgl/kanamen.hpgl @@ -0,0 +1 @@ +IN;SP1;PU973,5308;PD975,5305;PD978,5305;PD980,5307;PD1015,5371;PD1015,5371;PD1050,5307;PD1053,5305;PD1055,5305;PD1058,5308;PD1075,5408;PD1072,5412;PD1054,5412;PD1051,5409;PD1045,5363;PD1044,5363;PD1019,5411;PD1017,5413;PD1014,5413;PD1011,5411;PD986,5363;PD986,5363;PD979,5409;PD976,5412;PD959,5412;PD956,5408;PD973,5308;PD973,5308;PU1131,5394;PD1140,5390;PD1143,5381;PD1140,5373;PD1131,5369;PD1123,5373;PD1120,5381;PD1123,5390;PD1131,5394;PU1131,5350;PD1143,5353;PD1153,5359;PD1160,5369;PD1163,5381;PD1160,5394;PD1153,5404;PD1143,5411;PD1131,5413;PD1119,5411;PD1109,5404;PD1103,5394;PD1100,5381;PD1103,5369;PD1109,5359;PD1119,5353;PD1131,5350;PU1189,5355;PD1192,5352;PD1199,5352;PD1202,5353;PD1204,5360;PD1211,5353;PD1221,5350;PD1231,5352;PD1233,5357;PD1225,5369;PD1222,5370;PD1218,5369;PD1213,5372;PD1211,5378;PD1211,5409;PD1207,5412;PD1192,5412;PD1189,5409;PD1189,5355;PD1189,5355;PU1256,5355;PD1259,5352;PD1275,5352;PD1278,5355;PD1278,5409;PD1275,5412;PD1259,5412;PD1256,5409;PD1256,5355;PD1256,5355;PU1255,5322;PD1258,5313;PD1267,5310;PD1275,5313;PD1279,5322;PD1275,5330;PD1267,5334;PD1258,5330;PD1255,5322;PU1311,5371;PD1307,5371;PD1304,5368;PD1304,5355;PD1307,5352;PD1311,5352;PD1311,5335;PD1314,5332;PD1330,5332;PD1333,5335;PD1333,5352;PD1344,5352;PD1347,5355;PD1347,5368;PD1344,5371;PD1333,5371;PD1333,5389;PD1334,5392;PD1337,5393;PD1342,5392;PD1346,5394;PD1349,5406;PD1347,5410;PD1329,5413;PD1316,5408;PD1311,5392;PD1311,5371;PD1311,5371;PU1372,5407;PD1389,5371;PD1389,5371;PD1376,5371;PD1373,5368;PD1373,5355;PD1376,5352;PD1416,5352;PD1419,5356;PD1400,5392;PD1400,5392;PD1414,5392;PD1416,5395;PD1416,5409;PD1414,5412;PD1375,5412;PD1372,5409;PD1372,5407;PD1372,5407;PU1498,5310;PD1501,5307;PD1519,5307;PD1522,5310;PD1522,5347;PD1565,5347;PD1565,5310;PD1568,5307;PD1585,5307;PD1588,5310;PD1588,5409;PD1585,5412;PD1568,5412;PD1565,5409;PD1565,5369;PD1522,5369;PD1522,5409;PD1519,5412;PD1501,5412;PD1498,5409;PD1498,5310;PD1498,5310;PU1659,5321;PD1662,5313;PD1669,5310;PD1676,5313;PD1680,5321;PD1676,5328;PD1669,5331;PD1662,5328;PD1659,5321;PU1628,5321;PD1631,5313;PD1638,5310;PD1646,5313;PD1649,5321;PD1646,5328;PD1638,5331;PD1631,5328;PD1628,5321;PU1623,5355;PD1625,5352;PD1641,5352;PD1644,5355;PD1644,5382;PD1647,5390;PD1654,5394;PD1661,5390;PD1663,5383;PD1663,5355;PD1666,5352;PD1681,5352;PD1684,5355;PD1684,5409;PD1681,5412;PD1674,5412;PD1671,5409;PD1669,5404;PD1662,5410;PD1649,5413;PD1637,5411;PD1629,5404;PD1624,5394;PD1623,5382;PD1623,5355;PD1623,5355;PU1718,5371;PD1714,5371;PD1711,5368;PD1711,5355;PD1714,5352;PD1718,5352;PD1718,5335;PD1721,5332;PD1737,5332;PD1739,5335;PD1739,5352;PD1750,5352;PD1753,5355;PD1753,5368;PD1750,5371;PD1739,5371;PD1739,5389;PD1741,5392;PD1743,5393;PD1749,5392;PD1752,5394;PD1756,5406;PD1754,5410;PD1736,5413;PD1722,5408;PD1718,5392;PD1718,5371;PD1718,5371;PU1784,5371;PD1780,5371;PD1778,5368;PD1778,5355;PD1780,5352;PD1784,5352;PD1784,5335;PD1787,5332;PD1803,5332;PD1806,5335;PD1806,5352;PD1817,5352;PD1820,5355;PD1820,5368;PD1817,5371;PD1806,5371;PD1806,5389;PD1807,5392;PD1810,5393;PD1816,5392;PD1819,5394;PD1822,5406;PD1820,5410;PD1802,5413;PD1789,5408;PD1784,5392;PD1784,5371;PD1784,5371;PU1848,5355;PD1851,5352;PD1858,5352;PD1861,5353;PD1863,5359;PD1871,5353;PD1885,5350;PD1897,5353;PD1906,5359;PD1911,5369;PD1913,5381;PD1913,5409;PD1910,5412;PD1894,5412;PD1891,5409;PD1891,5381;PD1889,5373;PD1881,5370;PD1873,5372;PD1870,5380;PD1870,5409;PD1867,5412;PD1851,5412;PD1848,5409;PD1848,5355;PD1848,5355;PU1977,5373;PD1974,5368;PD1969,5366;PD1963,5368;PD1960,5373;PD1977,5373;PD1977,5373;PU1969,5350;PD1980,5352;PD1989,5358;PD1995,5367;PD1998,5378;PD1997,5382;PD1994,5385;PD1959,5385;PD1962,5391;PD1970,5395;PD1981,5391;PD1984,5391;PD1992,5400;PD1992,5405;PD1982,5411;PD1969,5413;PD1957,5411;PD1947,5404;PD1941,5394;PD1938,5382;PD1941,5370;PD1947,5360;PD1957,5353;PD1969,5350;PU2024,5355;PD2027,5352;PD2034,5352;PD2036,5353;PD2039,5360;PD2046,5353;PD2055,5350;PD2065,5352;PD2067,5357;PD2060,5369;PD2057,5370;PD2053,5369;PD2048,5372;PD2045,5378;PD2045,5409;PD2042,5412;PD2027,5412;PD2024,5409;PD2024,5355;PD2024,5355;PU2441,5398;PD2451,5388;PD2455,5388;PD2463,5391;PD2469,5389;PD2471,5380;PD2471,5310;PD2474,5307;PD2493,5307;PD2495,5310;PD2495,5380;PD2493,5394;PD2486,5404;PD2476,5411;PD2463,5413;PD2448,5409;PD2440,5402;PD2441,5398;PU2550,5398;PD2555,5396;PD2557,5392;PD2555,5387;PD2550,5385;PD2546,5387;PD2544,5392;PD2546,5396;PD2550,5398;PU2539,5334;PD2535,5327;PD2536,5324;PD2562,5309;PD2566,5309;PD2571,5318;PD2570,5323;PD2543,5335;PD2539,5334;PU2547,5373;PD2558,5376;PD2557,5369;PD2550,5367;PD2535,5369;PD2531,5366;PD2530,5356;PD2532,5352;PD2552,5350;PD2564,5352;PD2572,5356;PD2576,5364;PD2578,5376;PD2578,5409;PD2575,5412;PD2568,5412;PD2565,5410;PD2563,5406;PD2557,5410;PD2545,5413;PD2530,5408;PD2525,5393;PD2530,5379;PD2537,5375;PD2547,5373;PU2608,5355;PD2611,5352;PD2618,5352;PD2620,5353;PD2623,5359;PD2630,5353;PD2644,5350;PD2656,5353;PD2665,5359;PD2670,5369;PD2672,5381;PD2672,5409;PD2669,5412;PD2653,5412;PD2651,5409;PD2651,5381;PD2648,5373;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diff --git a/hpgl/karmen.hpgl b/hpgl/karmen.hpgl new file mode 100644 index 0000000..a67181c --- /dev/null +++ b/hpgl/karmen.hpgl @@ -0,0 +1 @@ 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22,6332,224,6330,226,6334,229,6337,230,6337,233,6342,232,6344,231,6346,233,6344,234,6346,238,6340,238,6337,237,6335,241,6331,238,6327,241,6325,236,6321,236,6318,236,6320,241,6324,245,6329,246,6329,249,6325,248,6324,253,6319,250,6319,249,6313,253,6312,250,6304,252,6304,249,6297,248,6294,248,6295,253,6298,257,6304,259,6305,259,6305,261,6302,260,6301,262,6297,259,6294,254,6291,255,6291,253,6277,252,6277,251,6263,249,6263,246,6257,243,6260,240,6258,237,6255,242,6254,246,6252,246,6253,241,6254,240,6252,239,6256,235,6259,234,6258,229,6261,229,6262,223,6267,226,6270,230,6272,229,6272,235,6274,235,6274,230,6271,225,6266,223,6261,224,6260,221,6256,224,6253,222,6251,227,6251,230,6248,231,6250,236,6252,237,6250,240,6255,242,6257,242,6257,246,6258,245,6259,249,6254,249,6250,246,6247,241,6245,242,6246,236,6248,233,6237,223,6238,222,6232,213,6235,211,6234,205,6237,205,6238,202,6233,202,6228,206,6227,211,6226,212,6225,212,6225,213,6222,214,6223,208,6226,204,6228,203,6227,201,6232,200,6237,202,6240,206,6241,208,6253,205,6253,207,6289,206,6289,207,6326,208,6326,209,6333,211,6330,215,6327,218,6328,220,6323,221,6320,220,6319,223,6325,223,6330,221,6332,216,6333,211,6331,208,6335,205,6336,207,6343,204,6343,207,6352,207,6352,210,6360,211,6357,216,6353,219,6349,219,6348,224,6343,222,6341,225;PU168,28;PD172,30,175,30,176,33,170,32,168,31,166,33,165,36,170,38,172,38,172,41,170,41,170,44,165,42,163,40,160,42,159,42,156,44,160,47,163,48,162,50,162,54,157,51,153,55,152,54,148,57,146,51,147,46,151,42,156,41,160,42,161,39,161,38,162,35,157,35,152,37,149,41,149,47,147,48,149,52,151,54,149,57,154,59,155,59,156,63,156,67,151,66,147,63,145,58,145,56,141,56,141,55,138,55,138,60,142,64,147,66,147,69,146,69,145,74,141,73,137,81,135,79,128,86,125,81,125,77,120,76,121,73,117,71,116,77,118,82,115,84,119,87,122,88,122,90,127,89,131,86,133,82,136,82,136,81,139,82,137,87,133,90,132,91,132,93,127,93,125,92,118,104,116,102,109,108,107,105,101,107,100,106,95,107,98,112,99,113,96,116,101,118,100,122,105,121,110,118,112,113,111,108,108,104,111,101,112,102,115,98,118,103,117,108,120,109,117,113,112,116,111,116,111,119,107,119,105,124,102,122,98,127,95,122,94,120,90,121,91,116,89,115,88,121,91,125,95,128,100,129,102,128,103,129,98,130,98,135,94,134,90,141,88,140,81,147,78,143,78,139,75,139,77,134,78,133,75,131,78,128,76,124,79,123,77,113,78,113,77,71,78,71,77,29,75,30,73,22,68,25,67,27,64,25,63,27,60,26,63,22,68,19,71,19,71,16,73,17,74,14,68,14,64,17,61,21,61,27,62,30,59,32,57,29,48,33,47,30,33,30,33,28,21,27,22,24,18,22,22,18,23,17,22,15,25,14,24,12,19,14,16,18,16,23,14,23,16,28,18,30,16,33,21,35,23,34,24,38,22,38,21,40,16,38,13,34,12,29,7,29,8,27,0,25,0,30,3,35,8,37,10,38,10,279,10,520,15,519,19,515,20,510,20,509,29,507,29,508,35,508,34,513,30,517,26,518,27,521,21,520,18,517,15,520,13,515,13,512,10,512,7,512,8,517,12,521,17,523,22,521,25,519,31,524,33,521,38,522,38,517,35,512,31,510,30,510,31,506,32,503,37,505,38,507,42,505,43,510,62,508,62,509,79,509,79,512,82,513,79,518,74,520,72,520,72,522,69,521,68,524,74,524,78,521,81,517,81,512,81,511,83,510,80,506,76,504,78,495,76,495,77,472,78,369,79,264,81,244,84,245,86,240,90,243,92,248,91,253,94,254,94,249,92,244,88,241,82,240,78,242,76,239,78,238,75,232,78,231,76,223,79,223,80,215,85,217,88,222,89,227,88,229,92,231,89,235,93,239,88,241,82,240,80,239,78,243,77,241,74,243,79,246,84,246,89,244,91,239,91,235,95,234,94,239,99,240,98,243,106,250,105,251,134,278,170,316,173,311,173,308,224,308,261,306,260,305,274,302,271,297,267,295,262,294,258,296,256,294,253,299,253,303,249,304,250,299,244,297,246,294,235,286,235,285,197,248,147,196,149,194,146,189,142,193,141,192,139,197,141,202,145,206,150,207,153,206,154,208,153,209,154,212,149,212,144,209,142,206,140,206,140,201,141,197,133,191,135,189,132,186,136,184,135,180,141,181,142,181,148,171,150,173,160,162,163,167,163,168,165,168,164,173,161,177,156,179,152,179,150,183,149,185,154,186,159,183,162,179,162,174,162,171,163,170,159,166,158,166,161,157,163,153,167,157,169,160,173,159,173,160,177,159,175,154,171,151,165,151,164,151,163,148,164,148,164,145,169,146,171,142,173,143,184,129,185,130,195,120,196,122,199,121,200,126,199,131,195,135,193,135,193,137,189,137,188,141,193,140,198,137,200,133,201,133,201,128,198,124,195,122,198,113,198,114,203,101,206,103,216,93,219,98,221,97,221,103,218,107,213,109,211,110,210,113,212,113,212,117,217,115,219,113,222,116,225,111,228,112,228,106,224,102,220,100,216,100,215,98,211,87,216,87,217,84,221,86,224,91,225,93,227,93,227,96,229,97,229,92,227,87,222,84,217,85,216,85,215,82,219,82,219,77,223,78,227,73,229,74,234,70,236,75,236,76,240,75,242,75,240,70,236,67,230,66,230,63,234,64,235,58,240,60,246,54,246,55,252,50,248,47,249,45,245,44,245,42,250,43,251,44,255,39,256,41,262,37,264,41,267,41,269,40,267,36,262,33,257,32,257,29,258,29,258,25,263,26,267,30,269,29,271,31,273,31,270,26,266,24,262,23,262,22,257,24,254,28,253,31,207,30,173,30,173,28,166,27,168,22,169,22,167,20,171,18,177,17,181,20,183,22,185,20,187,25,187,27,190,28,190,26,192,2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520,107,3519,109,3513,104,3511,109,3507,108,3507,113,3510,117,3507,119,3512,122,3515,122,3514,123;PU2136,203;PD2140,202,2142,207,2137,208,2133,207,2129,213,2126,216,2131,218,2137,217,2141,213,2142,208,2141,203,2140,202,2145,197,2145,196,2154,186,2149,184,2144,184,2139,187,2137,192,2137,196,2135,197,2135,195,2132,196,2132,190,2133,190,2128,188,2129,187,2125,184,2124,189,2125,195,2128,198,2134,200,2139,198,2140,198,2142,201,2140,202,2142,207,2137,208,2133,207,2129,213,2126,216,2131,218,2137,217,2141,213,2142,208,2141,203,2140,202,2145,197,2145,196,2154,186,2149,184,2144,184,2139,187,2137,192,2137,196,2136,196;PU158,212;PD161,217,165,219,170,219,172,223,175,221,181,228,182,226,188,231,190,226,190,225,193,225,191,220,188,216,182,215,177,216,176,217,170,209,169,210,165,206,170,203,169,200,171,199,171,197,166,198,162,202,161,207,163,212,164,213,160,216,164,219,170,219,172,223,175,221,181,228,182,226,188,231,190,226,190,225,193,225,191,220,188,216,182,215,177,216,176,217,170,209,169,210,165,206,170,203,170,202;PU561,213;PD556,215,554,220,554,225,556,229,561,232,563,232,563,236,558,234,556,232,552,235,552,234,549,237,553,240,557,241,556,243,562,242,565,239,568,241,570,236,570,234,573,234,572,229,571,229,574,226,570,223,569,223,570,219,565,219,565,215,561,217,558,213,555,216,554,216,552,221,554,226,558,229,564,230,566,230,567,232,563,232,563,236,558,234,556,232,552,235,552,234,549,237,553,240,557,241,556,243,562,242,565,239,568,241,570,236,570,234,573,234,572,229,571,229,574,226,570,223,569,223,570,219,565,219,565,215,561,217,558,213,555,216,554,216,552,221,554,226,558,229,564,230,566,230;PU1866,236;PD1861,237,1856,234,1855,233,1851,236,1856,239,1861,239,1866,237,1869,233,1869,232,1872,232,1872,233,1875,234,1873,238,1868,241,1863,241,1858,238,1855,242,1856,242,1852,246,1857,249,1862,248,1863,248,1865,251,1869,248,1870,246,1874,248,1875,243,1872,238,1872,237,1876,233,1872,231,1874,226,1869,225,1866,226,1865,223,1863,224,1861,221,1866,220,1869,220,1869,217,1870,217,1871,214,1865,214,1861,217,1859,222,1859,227,1860,228,1854,232,1855,233,1851,236,1856,239,1861,239,1866,237,1869,233,1869,232,1872,232,1872,233,1875,234,1873,238,1868,241,1863,241,1858,238,1855,242,1856,242,1852,246,1857,249,1862,248,1863,248,1865,251,1869,248,1870,246,1874,248,1875,243,1872,238,1872,237,1876,233,1872,231,1874,227;PU6422,223;PD6426,226,6428,231,6428,236,6424,240,6419,242,6419,246,6413,245,6413,244,6410,250,6409,250,6406,254,6411,256,6416,255,6420,251,6421,249,6422,249,6423,244,6423,243,6426,243,6426,248,6425,250,6427,251,6426,253,6427,254,6429,249,6429,244,6426,239,6421,237,6418,237,6418,235,6422,236,6425,228,6426,229,6427,225,6422,225,6417,227,6416,227,6414,224,6411,228,6409,227,6408,232,6410,237,6415,240,6420,241,6422,240,6422,241,6419,242,6419,246,6413,245,6413,244,6410,250,6409,250,6406,254,6411,256,6416,255,6420,251,6421,249,6422,249,6423,244,6423,243,6426,243,6426,248,6425,250,6427,251,6426,253,6427,254,6429,249,6429,244,6426,239,6421,237,6418,237,6418,235,6422,236,6425,228,6426,229,6427,225,6422,225,6417,227,6416,227,6414,225;PU4890,231;PD4887,235,4887,241,4890,245,4894,248,4900,248,4903,246,4906,250,4901,252,4902,255,4896,254,4892,251,4891,248,4889,249,4889,243,4890,241,4886,239,4886,238,4882,235,4880,240,4881,245,4885,249,4890,250,4895,249,4896,249,4899,253,4901,251,4906,255,4908,250,4907,245,4912,243,4909,239,4912,235,4907,233,4902,234,4900,235,4898,233,4896,235,4894,234,4898,230,4902,229,4902,227,4900,228,4899,226,4895,228,4892,233,4889,232,4889,238,4886,238,4889,243,4893,245,4899,245,4900,244,4902,247,4903,246,4906,250,4901,252,4902,255,4896,254,4892,251,4891,248,4889,249,4889,243,4890,241,4886,239,4886,238,4882,235,4880,240,4881,245,4885,249,4890,250,4895,249,4896,249,4899,253,4901,251,4906,255,4908,250,4907,245,4912,243,4909,239,4912,236;PU4498,264;PD4501,268,4502,273,4499,278,4495,281,4497,286,4502,283,4506,285,4508,280,4508,279,4511,279,4510,274,4506,270,4505,270,4507,267,4502,266,4500,266,4499,263,4494,266,4492,271,4493,277,4493,278,4489,280,4486,283,4484,278,4485,272,4489,269,4494,267,4496,268,4497,264,4496,264,4497,259,4492,260,4491,260,4490,257,4486,260,4484,265,4485,270,4483,271,4487,275,4491,277,4491,281,4495,281,4497,286,4502,283,4506,285,4508,280,4508,279,4511,279,4510,274,4506,270,4505,270,4507,267,4502,266,4500,266,4499,263,4494,266,4492,271,4493,277,4493,278,4489,280,4486,283,4484,278,4485,272,4489,269,4494,267,4496,268,4497,264,4496,264,4497,259,4492,260,4491,260,4491,259;PU124,272;PD130,271,135,273,138,277,138,283,136,287,133,290,139,299,141,297,145,300,147,296,150,296,150,291,147,287,142,284,137,285,135,285,130,276,128,278,123,273,121,278,121,283,119,283,121,288,126,291,131,290,133,290,139,299,141,297,145,300,147,296,150,296,150,291,147,287,142,284,137,285,135,285,130,276,128,278,123,273,121,278,121,283,119,283;PU2862,326;PD2864,329,2860,332,2858,327,2858,326,2854,326,2854,324,2852,323,2853,329,2856,333,2860,336,2866,335,2867,338,2870,335,2873,338,2875,333,2875,330,2878,330,2880,330,2879,335,2884,338,2883,338,2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3043,2972,3042,2976,3044,2977,3041,2987,3043,2988,3041,3178,3043,3178,3042,3362,3040,3362,3039,3370,3038,3369,3044,3365,3048,3364,3049,3365,3051,3360,3052,3360,3054,3365,3053,3369,3049,3371,3044,3370,3040,3374,3038,3375,3039,3383,3037,3384,3039,3395,3038,3395,3039,3405,3038,3404,3035,3407,3033,3412,3031,3413,3034,3426,3032,3426,3033,3533,3030,3533,3031,3594,3031,3622,3033,3622,3036,3628,3038,3628,3032,3626,3028,3627,3027,3622,3024,3617,3024,3612,3026,3612,3027,3609,3024,3611,3023,3610,3021,3615,3019,3620,3020,3624,3024,3625,3026,3629,3025,3630,3027,3661,3026,3660,3024,3673,3021,3673,3022,3688,3021,3688,3022,3720,3021,3754,3020,3754,3019,3775,3017,3775,3016,3782,3014,3783,3018,3786,3019,3786,3018,3787,3018,3786,3013,3783,3009,3785,3006,3787,3008,3791,3004,3793,3009,3793,3014,3792,3015,3799,3018,3799,3019,3805,3022,3806,3016,3804,3011,3800,3008,3795,3007,3791,3008,3789,3005,3787,3002,3792,3001,3794,3001,3795,2999,3799,3001,3801,3003,3809,2997,3811,2999,3820,2995,3820,2999,3826,2998,3826,3000,3829,3001,3828,2995,3825,2991,3821,2989,3821,2987,3824,2988,3825,2984,3829,2988,3830,2989,3836,2987,3835,2987,3842,2984,3838,2980,3842,2975,3840,2974,3842,2970,3846,2973,3848,2978,3847,2983,3846,2985,3849,2987,3847,2988,3849,2991,3852,2987,3853,2981,3850,2977,3846,2974,3845,2974,3846,2971,3847,2972,3848,2969,3852,2972,3855,2977,3855,2979,3857,2979,3857,2980,3860,2980,3859,2975,3858,2973,3860,2971,3856,2968,3851,2967,3850,2967,3849,2965,3845,2968,3842,2973,3842,2975,3838,2975,3838,2973,3831,2971,3834,2966,3827,2959,3820,2952,3818,2955,3813,2952,3812,2954,3808,2953,3811,2948,3813,2947,3811,2945,3813,2944,3813,2941,3808,2944,3806,2947,3805,2947,3804,2948,3791,2944,3791,2942,3784,2938,3787,2935,3784,2933,3783,2934,3781,2932,3779,2937,3772,2935,3764,2934,3764,2931,3758,2928,3758,2929,3753,2927,3753,2928,3744,2925,3744,2924,3736,2922,3736,2925,3730,2925,3725,2925,3726,2921,3721,2918,3722,2918,3718,2915,3717,2921,3718,2925,3716,2926,3717,2927,3716,2928,3714,2923,3715,2917,3718,2914,3716,2912,3713,2915,3707,2911,3706,2916,3693,2915,3682,2915,3683,2911,3681,2909,3684,2906,3689,2904,3691,2904,3691,2902,3692,2900,3687,2901,3682,2904,3680,2909,3681,2914,3676,2915,3676,2914,3665,2916,3664,2915,3647,2915,3647,2914,3630,2913,3631,2911,3621,2909,3622,2906,3619,2904,3617,2909,3619,2914,3622,2918,3628,2919,3631,2918,3632,2921,3632,2922,3633,2925,3627,2925,3623,2922,3620,2918,3619,2915,3617,2915,3617,2916,3604,2917,3604,2919,3599,2920,3599,2915,3602,2910,3607,2908,3608,2908,3608,2906,3603,2907,3601,2909,3600,2908,3598,2913,3598,2918,3599,2919,3593,2922,3585,2926,3584,2921,3584,2918,3578,2915,3579,2913,3575,2911,3574,2916,3575,2921,3579,2925,3584,2926,3586,2926,3587,2928,3586,2928,3587,2931,3581,2931,3577,2928,3576,2926,3573,2927,3572,2924,3553,2926,3553,2925,3543,2926,3544,2921,3545,2920,3542,2918,3546,2915,3550,2914,3550,2911,3545,2913,3541,2917,3541,2918,3538,2917,3538,2923,3535,2924,3537,2928,3542,2931,3543,2931,3543,2933,3545,2933,3545,2935,3540,2934,3538,2933,3536,2935,3533,2931,3532,2929,3530,2930,3530,2925,3534,2920,3533,2918,3537,2916,3536,2908,3532,2909,3530,2906,3526,2909,3525,2915,3527,2920,3525,2921,3530,2924,3534,2925,3535,2930,3534,2930,3534,2937,3529,2936,3525,2932,3525,2930,3520,2932,3520,2930,3497,2932,3483,2933,3484,2928,3488,2924,3493,2922,3493,2921,3498,2922,3501,2924,3504,2921,3508,2917,3504,2914,3498,2914,3494,2917,3491,2921,3491,2927,3492,2929,3485,2932,3476,2935,3475,2930,3476,2928,3470,2925,3470,2923,3467,2921,3465,2926,3466,2931,3470,2935,3475,2936,3478,2936,3479,2938,3478,2938,3478,2941,3473,2941,3469,2938,3467,2936,3465,2937,3464,2932,3465,2929,3456,2924,3457,2922,3454,2920,3452,2925,3452,2930,3456,2934,3461,2936,3465,2935,3466,2938,3462,2939,3462,2942,3457,2940,3454,2936,3453,2934,3448,2935,3448,2931,3443,2930,3446,2925,3450,2922,3453,2922,3453,2919,3456,2919,3457,2917,3451,2917,3447,2919,3444,2924,3444,2929,3445,2932,3442,2934,3441,2933,3436,2936,3435,2930,3430,2929,3399,2925,3399,2926,3378,2924,3378,2922,3367,2919,3368,2916,3365,2914,3363,2919,3364,2924,3368,2928,3373,2929,3377,2929,3378,2931,3377,2932,3377,2935,3372,2935,3368,2932,3365,2927,3365,2924,3361,2924,3361,2923,3338,2919,3318,2915,3318,2917,3248,2915,3198,2914,3198,2913,3178,2911,3179,2907,3177,2906,3175,2911,3176,2915,3172,2917,3172,2915,3163,2918,3163,2915,3148,2916,3148,2915,3136,2915,3137,2919,3133,2921,3136,2925,3141,2927,3141,2929,3136,2927,3133,2923,3132,2918,3129,2917,3131,2913,3127,2911,3132,2907,3131,2904,3129,2905,3127,2903,3124,2907,3123,2910,3119,2909,3119,2912,3114,2913,3116,2917,3120,2921,3126,2921,3131,2919,3131,2918,3134,2921,3135,2921,3137,2923,3133,2926,3129,2927,3129,2928,3124,2926,3120,2922,3120,2920,3111,2922,3111,2919,3098,2919,3099,2914,3101,2911,3100,2909,3105,2907,3110,2908,3114,2911,3116,2908,3117,2909,3118,2908,3114,2905,3108,2904,3104,2906,3101,2911,3100,2915,3098,2915,3100,2919,3097,2921,3101,2925,3103,2926;PU3994,2935;PD3994,2935,3994,2939,3989,2937,3986,2932,3986,2927,3988,2922,3989,2922,3986,2919,3984,2916,3981,2921,3981,2926,3983,2931,3984,2931,3983,2932,3988,2935,3993,2934,3994,2938,3998,2936,4001,2940,4003,2938,4007,2940,4009,2935,4009,2934,4012,2934,4010,2929,4006,2926,4003,2925,4003,2923,3997,2924,3994,2928,3992,2931,3990,2930,3987,2929,3990,2925,3995,2922,4000,2922,4004,2925,4005,2927,4009,2925,4008,2924,4012,2922,4008,2918,4002,2917,3998,2919,3995,2915,3992,2918,3989,2916,3987,2921,3988,2926,3992,2930,3995,2931,3994,2935,3994,2939,3989,2937,3986,2932,3986,2927,3988,2922,3989,2922,3986,2919,3984,2916,3981,2921,3981,2926,3983,2931,3984,2931,3983,2932,3988,2935,3993,2934,3994,2938,3998,2936,4001,2940,4003,2938,4007,2940,4009,2935,4009,2934,4012,2934,4010,2929,4006,2926,4003,2925,4003,2923,3997,2924,3994,2928,3992,2931,3990,2930,3987,2929,3990,2925,3995,2922,4000,2922,4004,2925,4005,2927,4007,2926;PU3847,2943;PD3849,2948,3847,2953,3843,2956,3838,2958,3833,2956,3832,2955,3828,2959,3833,2961,3838,2961,3839,2961,3840,2964,3844,2960,3846,2955,3846,2953,3850,2953,3848,2948,3847,2947,3850,2942,3847,2940,3849,2934,3844,2934,3839,2936,3836,2940,3836,2946,3837,2948,3830,2953,3832,2955,3828,2959,3833,2961,3838,2961,3839,2961,3840,2964,3844,2960,3846,2955,3846,2953,3850,2953,3848,2948,3847,2947,3850,2942,3847,2940,3849,2934,3844,2934,3839,2936,3836,2940,3836,2946,3837,2948,3830,2953;PU1928,2662;PD1932,2665,1937,2667,1942,2665,1944,2664,1950,2669,1951,2668,1955,2671,1957,2666,1956,2661,1952,2657,1947,2655,1943,2656,1942,2653,1944,2653,1944,2649,1949,2650,1953,2653,1955,2658,1955,2661,1961,2662,1966,2663,1965,2658,1962,2654,1961,2653,1962,2652,1957,2650,1951,2652,1948,2655,1947,2657,1936,2654,1936,2657,1927,2657,1928,2662,1932,2665,1937,2667,1943,2665,1944,2664,1950,2669,1951,2668,1955,2671,1957,2666,1956,2661,1952,2657,1947,2655,1943,2656,1942,2653,1944,2653,1944,2649,1949,2650,1953,2653,1955,2658,1955,2661,1961,2662,1966,2663,1965,2658,1962,2654,1961,2653,1962,2652,1957,2650,1951,2652,1948,2655,1947,2657,1939,2655;PU4317,2674;PD4317,2680,4320,2684,4324,2687,4326,2687,4326,2695,4331,2694,4335,2690,4336,2685,4337,2685,4336,2680,4332,2676,4330,2675,4330,2673,4332,2673,4333,2671,4337,2674,4339,2679,4339,2681,4341,2682,4339,2687,4338,2688,4340,2691,4335,2693,4332,2693,4332,2696,4332,2695,4331,2698,4337,2697,4339,2696,4340,2698,4344,2694,4344,2691,4346,2692,4345,2686,4342,2682,4338,2681,4338,2678,4333,2679,4329,2668,4327,2670,4323,2665,4320,2669,4319,2675,4322,2680,4324,2682,4322,2686,4326,2687,4326,2695,4331,2694,4335,2690,4336,2685,4337,2685,4336,2680,4332,2676,4330,2675,4330,2673,4332,2673,4333,2671,4337,2674,4339,2679,4339,2681,4341,2682,4339,2687,4338,2688,4340,2691,4335,2693,4332,2693,4332,2696,4332,2695,4331,2698,4337,2697,4339,2696,4340,2698,4344,2694,4344,2691,4346,2692,4345,2686,4342,2682,4338,2681,4338,2678,4333,2679,4330,2672;PU2008,2926;PD2004,2929,2002,2934,2002,2939,2006,2943,2011,2945,2015,2944,2016,2949,2020,2946,2023,2950,2026,2947,2029,2949,2030,2943,2030,2941,2032,2940,2029,2935,2025,2933,2025,2931,2020,2931,2018,2932,2016,2930,2013,2934,2012,2935,2010,2934,2010,2940,2012,2944,2013,2945,2012,2946,2009,2943,2008,2943,2007,2938,2009,2933,2011,2931,2008,2929,2006,2926,2003,2931,2003,2936,2006,2941,2005,2943,2010,2945,2015,2944,2016,2949,2020,2946,2023,2950,2026,2947,2029,2949,2030,2943,2030,2941,2032,2940,2029,2935,2025,2933,2025,2931,2020,2931,2018,2932,2016,2930,2013,2934,2012,2935,2010,2934,2010,2940,2012,2944,2013,2945,2012,2946,2009,2943,2008,2943,2007,2938,2009,2933,2011,2931,2008,2929,2006,2926,2003,2931,2003,2936,2006,2941,2005,2943;PU4004,3175;PD4008,3177,4007,3180,4003,3177,4000,3174,3997,3175,3996,3171,3991,3170,3992,3167,3987,3164,3984,3162,3983,3167,3984,3172,3988,3176,3994,3177,3999,3175,4001,3178,4003,3176,4008,3180,4009,3177,4014,3178,4014,3174,4019,3173,4017,3168,4021,3166,4018,3163,4020,3159,4014,3158,4009,3159,4007,3157,4004,3161,4003,3163,4001,3163,4002,3168,4005,3173,4009,3174,4009,3177,4008,3177,4007,3180,4003,3177,4000,3174,3997,3175,3996,3171,3991,3170,3992,3167,3987,3164,3984,3162,3983,3167,3984,3172,3988,3176,3994,3177,3999,3175,4001,3178,4003,3176,4008,3180,4009,3177,4014,3178,4014,3174,4018,3173;PU3245,3301;PD3245,3306,3241,3311,3236,3312,3235,3313,3235,3318,3241,3316,3244,3313,3245,3308,3247,3308,3246,3303,3242,3299,3239,3298,3240,3295,3240,3293,3245,3295,3248,3300,3248,3305,3245,3309,3247,3311,3248,3310,3252,3312,3253,3307,3253,3304,3257,3304,3255,3299,3253,3298,3255,3295,3250,3293,3245,3294,3241,3298,3240,3299,3235,3297,3235,3300,3229,3300,3230,3305,3227,3307,3230,3311,3235,3313,3235,3318,3241,3316,3244,3313,3245,3308,3247,3308,3246,3303,3242,3299,3239,3298,3240,3295,3240,3293,3245,3295,3248,3300,3248,3305,3245,3309,3247,3311,3248,3310,3252,3312,3253,3307,3253,3304,3257,3304,3255,3299,3253,3298,3255,3295,3250,3293,3245,3294,3241,3298,3240,3299,3235,3297,3235,3300,3229,3300,3230,3305,3227,3307;PU3182,3315;PD3186,3319,3191,3320,3196,3319,3198,3318,3200,3321,3203,3316,3203,3315,3209,3316,3209,3313,3214,3312,3212,3307,3207,3304,3202,3304,3202,3301,3197,3303,3195,3306,3187,3303,3186,3308,3186,3309,3183,3310,3185,3314,3188,3317,3187,3319,3192,3320,3197,3318,3198,3318,3200,3321,3203,3316,3203,3315,3209,3316,3209,3313,3214,3312,3212,3307,3207,3304,3202,3304,3202,3301,3197,3303,3195,3306,3187,3303,3186,3308,3186,3309,3183,3310,3185,3314,3188,3317,3187,3319;PU2607,3395;PD2606,3394,2604,3397,2600,3393,2595,3395,2596,3395,2592,3397,2595,3401,2600,3403,2606,3401,2608,3399,2615,3405,2615,3404,2621,3407,2623,3402,2622,3397,2618,3393,2613,3392,2609,3393,2607,3390,2607,3391,2604,3386,2609,3385,2614,3386,2618,3390,2621,3388,2624,3385,2620,3382,2615,3381,2613,3381,2611,3377,2608,3379,2605,3377,2602,3381,2602,3387,2605,3391,2607,3392,2606,3394,2604,3397,2600,3393,2595,3395,2596,3395,2592,3397,2595,3401,2600,3403,2606,3401,2608,3399,2615,3405,2615,3404,2621,3407,2623,3402,2622,3397,2618,3393,2613,3392,2609,3393,2607,3390,2607,3391,2604,3386,2609,3385,2614,3386,2618,3390,2621,3388;PU2545,3398;PD2546,3403,2545,3408,2542,3411,2546,3416,2549,3412,2549,3411,2552,3413,2553,3410,2568,3411,2568,3412,2578,3413,2577,3408,2574,3404,2569,3402,2564,3402,2563,3398,2561,3399,2558,3395,2564,3394,2569,3395,2572,3399,2574,3404,2573,3406,2578,3407,2582,3407,2581,3402,2578,3398,2575,3396,2576,3395,2571,3394,2566,3396,2563,3401,2557,3399,2557,3402,2546,3402,2535,3401,2535,3399,2527,3396,2528,3394,2525,3392,2524,3397,2525,3402,2529,3406,2534,3407,2538,3406,2540,3412,2542,3411,2546,3416,2549,3412,2549,3411,2552,3413,2553,3410,2568,3411,2568,3412,2578,3413,2577,3408,2574,3404,2569,3402,2564,3402,2563,3398,2561,3399,2560,3398;PU2825,3428;PD2821,3432,2820,3437,2822,3442,2826,3445,2831,3446,2832,3446,2832,3450,2827,3449,2823,3446,2821,3441,2821,3440,2819,3440,2816,3440,2818,3445,2822,3449,2823,3449,2822,3452,2827,3452,2829,3452,2831,3455,2835,3451,2836,3450,2840,3452,2841,3448,2856,3448,2856,3449,2861,3450,2859,3454,2863,3457,2864,3454,2866,3455,2866,3450,2864,3445,2859,3442,2857,3442,2858,3436,2855,3437,2853,3430,2848,3433,2846,3437,2845,3439,2840,3439,2834,3439,2834,3435,2827,3432,2827,3431,2821,3427,2820,3433,2821,3438,2825,3441,2830,3442,2831,3442,2832,3446,2832,3450,2827,3449,2823,3446,2821,3441,2821,3440,2819,3440,2816,3440,2818,3445,2822,3449,2823,3449,2822,3452,2827,3452,2829,3452,2831,3455,2835,3451,2836,3450,2840,3452,2841,3448,2856,3448,2856,3449,2861,3450,2859,3454,2860,3455;PU2736,3454;PD2737,3452,2744,3454,2740,3459,2735,3460,2730,3459,2726,3456,2725,3451,2718,3451,2718,3448,2706,3445,2708,3441,2705,3439,2709,3436,2714,3435,2719,3437,2722,3442,2722,3444,2726,3443,2726,3447,2737,3450,2737,3452,2744,3454,2740,3459,2735,3460,2730,3459,2726,3456,2725,3451,2718,3451,2718,3448,2706,3445,2708,3441,2705,3439,2709,3436,2714,3435,2719,3437,2722,3442,2722,3444,2726,3443,2726,3447,2731,3448;PU4001,2275;PD3998,2279,3994,2282,3989,2282,3989,2285,3994,2285,3998,2282,4000,2284,4002,2280,4002,2279,4006,2280,4006,2276,4011,2275,4010,2272,4013,2269,4009,2266,4004,2265,3999,2267,3998,2267,3996,2265,3993,2268,3986,2266,3986,2271,3987,2275,3983,2278,3987,2281,3989,2282,3989,2285,3994,2285,3998,2282,4000,2284,4002,2280,4002,2279,4006,2280,4006,2276,4011,2275,4010,2272,4013,2269,4009,2266,4004,2265,3999,2267,3998,2267,3996,2265,3993,2268,3986,2266,3986,2271,3987,2275,3983,2278;PU1475,2985;PD1477,2987,1474,2992,1479,2994,1484,2993,1488,2989,1490,2984,1490,2981,1494,2981,1494,2982,1498,2981,1498,2986,1502,2988,1504,2989,1505,2984,1503,2979,1498,2976,1498,2975,1498,2973,1493,2972,1493,2969,1488,2972,1485,2977,1483,2977,1483,2980,1481,2980,1482,2975,1484,2971,1483,2970,1480,2974,1480,2975,1477,2974,1478,2979,1479,2983,1475,2986,1477,2987,1474,2992,1479,2994,1484,2993,1488,2989,1490,2984,1490,2981,1494,2981,1494,2982,1498,2981,1498,2986,1502,2988,1504,2989,1505,2984,1503,2979,1498,2976,1498,2975,1498,2973,1493,2972,1493,2969,1488,2972,1485,2977,1483,2977,1483,2980,1481,2980,1482,2975,1484,2971,1483,2970,1480,2974,1480,2975,1477,2974,1478,2979,1479,2983,1476,2985;PU1551,3091;PD1555,3094,1555,3095,1553,3100,1558,3100,1559,3100,1560,3103,1565,3100,1567,3096,1567,3094,1571,3094,1570,3089,1568,3087,1571,3084,1568,3082,1570,3078,1564,3077,1563,3073,1559,3075,1556,3078,1553,3077,1552,3082,1554,3087,1555,3089,1552,3093,1555,3095,1553,3100,1558,3100,1559,3100,1560,3103,1565,3100,1567,3096,1567,3094,1571,3094,1570,3089,1568,3087,1571,3084,1568,3082,1570,3078,1564,3077,1563,3073,1559,3075,1556,3078,1553,3077,1552,3082,1554,3087,1555,3089,1552,3093;PU1603,3164;PD1608,3167,1613,3166,1618,3177,1620,3176,1624,3180,1627,3176,1627,3170,1625,3165,1623,3164,1625,3160,1621,3159,1621,3155,1616,3156,1612,3159,1611,3161,1609,3160,1608,3162,1605,3161,1608,3157,1611,3154,1609,3152,1610,3152,1608,3145,1603,3148,1601,3153,1600,3152,1600,3158,1604,3162,1608,3164,1609,3164,1609,3167,1613,3166,1618,3177,1620,3176,1624,3180,1627,3176,1627,3170,1625,3165,1623,3164,1625,3160,1621,3159,1621,3155,1616,3156,1612,3159,1611,3161,1609,3160,1608,3162,1605,3161,1608,3157,1611,3154,1609,3152,1610,3152,1608,3145,1603,3148,1601,3153;PU4963,3300;PD4964,3306,4967,3310,4971,3312,4973,3312,4972,3316,4978,3315,4981,3319,4983,3317,4988,3320,4990,3315,4989,3310,4985,3306,4982,3304,4983,3301,4978,3301,4977,3298,4972,3301,4970,3305,4970,3306,4968,3306,4968,3309,4966,3309,4967,3304,4970,3300,4972,3299,4971,3297,4976,3296,4981,3298,4986,3293,4988,3296,4990,3294,4986,3291,4981,3289,4976,3291,4972,3295,4972,3297,4970,3296,4970,3301,4971,3304,4964,3307,4968,3311,4973,3312,4972,3316,4978,3315,4981,3319,4983,3317,4988,3320,4990,3315,4989,3310,4985,3306,4982,3304,4983,3301,4978,3301,4977,3298,4972,3301,4970,3305,4970,3306,4968,3306,4968,3309,4966,3309,4967,3304,4970,3300,4972,3299,4971,3297,4976,3296,4981,3298,4986,3293,4988,3296,4990,3294,4986,3291,4981,3289,4976,3291,4972,3295,4972,3297,4970,3296,4970,3301,4971,3304,4969,3304;PU1848,3417;PD1852,3421,1857,3422,1860,3422,1862,3430,1866,3427,1869,3422,1869,3421,1870,3421,1869,3416,1866,3412,1869,3409,1867,3408,1870,3400,1865,3400,1860,3402,1859,3402,1858,3400,1855,3405,1854,3406,1851,3405,1851,3410,1851,3411,1848,3412,1851,3416,1856,3418,1857,3418,1857,3422,1860,3422,1862,3430,1866,3427,1869,3422,1869,3421,1870,3421,1869,3416,1866,3412,1869,3409,1867,3408,1870,3400,1865,3400,1860,3402,1859,3402,1858,3400,1855,3405,1854,3406,1851,3405,1851,3410,1851,3411,1848,3412,1851,3416,1856,3418,1857,3418,1857,3422;PU2042,3425;PD2047,3424,2048,3428,2043,3429,2042,3429,2042,3431,2045,3431,2045,3432,2050,3430,2053,3426,2054,3423,2057,3423,2055,3418,2065,3412,2063,3409,2065,3406,2060,3404,2055,3405,2051,3408,2049,3413,2050,3419,2051,3420,2046,3423,2045,3421,2040,3423,2039,3417,2042,3413,2046,3410,2047,3409,2046,3404,2042,3406,2039,3410,2034,3408,2034,3413,2034,3415,2031,3416,2034,3420,2039,3422,2044,3422,2045,3422,2046,3425,2047,3424,2048,3428,2043,3429,2042,3429,2042,3431,2045,3431,2045,3432,2050,3430,2053,3426,2054,3423,2057,3423,2055,3418,2065,3412,2063,3409,2065,3406,2060,3404,2055,3405,2051,3408,2049,3413,2050,3419,2051,3420,2046,3423,2045,3421,2040,3423,2039,3417,2042,3413,2046,3410,2047,3409,2047,3406;PU2172,3458;PD2167,3460,2165,3465,2164,3470,2167,3475,2165,3478,2169,3480,2172,3480,2172,3483,2177,3481,2181,3478,2188,3481,2189,3476,2189,3474,2192,3473,2189,3468,2185,3466,2186,3463,2180,3463,2179,3464,2176,3457,2172,3461,2170,3466,2170,3469,2164,3470,2167,3475,2165,3478,2169,3480,2172,3480,2172,3483,2177,3481,2181,3478,2188,3481,2189,3476,2189,3474,2192,3473,2189,3468,2185,3466,2186,3463,2180,3463,2179,3464,2176,3457,2172,3461,2170,3466,2170,3469,2164,3470;PU2046,3484;PD2048,3488,2045,3491,2049,3494,2055,3494,2059,3491,2062,3487,2065,3487,2065,3488,2067,3489,2064,3494,2060,3496,2054,3495,2053,3494,2050,3499,2049,3499,2047,3503,2052,3504,2057,3503,2061,3500,2062,3495,2061,3490,2067,3487,2066,3485,2070,3481,2066,3478,2062,3478,2062,3475,2057,3477,2055,3479,2053,3477,2058,3474,2062,3474,2062,3471,2063,3471,2064,3469,2058,3469,2054,3472,2052,3476,2052,3482,2053,3483,2047,3486,2048,3488,2045,3491,2049,3494,2055,3494,2059,3491,2062,3487,2065,3487,2065,3488,2067,3489,2064,3494,2060,3496,2054,3495,2053,3494,2050,3499,2049,3499,2047,3503,2052,3504,2057,3503,2061,3500,2062,3495,2061,3490,2067,3487,2066,3485,2070,3481,2066,3478,2062,3478,2062,3475,2057,3477,2055,3479,2053,3477,2058,3474,2062,3474,2062,3471,2063,3471;PU287,2909;PD291,2911,294,2916,294,2921,294,2922,298,2923,298,2920,308,2920,317,2920,317,2924,321,2925,320,2927,324,2929,325,2925,334,2926,334,2925,369,2928,399,2930,398,2931,404,2933,401,2937,396,2940,394,2940,394,2944,391,2943,390,2946,395,2946,400,2944,403,2939,403,2934,402,2931,405,2930,406,2933,416,2931,416,2934,433,2935,432,2936,447,2940,446,2942,450,2944,446,2948,443,2949,444,2951,439,2951,439,2952,444,2952,449,2949,451,2944,450,2938,449,2937,453,2934,453,2935,459,2932,460,2938,459,2942,463,2945,461,2948,462,2950,457,2952,452,2951,448,2948,447,2943,447,2942,445,2942,446,2947,444,2948,448,2952,450,2953,449,2959,451,2959,450,2968,455,2967,459,2963,461,2958,460,2953,456,2949,460,2940,462,2941,468,2934,471,2939,471,2942,479,2941,479,2945,494,2949,494,2950,498,2951,499,2946,502,2946,502,2948,510,2949,510,2951,524,2956,522,2959,524,2961,520,2964,515,2964,514,2967,512,2967,511,2969,517,2970,521,2968,524,2963,525,2958,523,2954,526,2951,527,2952,534,2948,535,2953,535,2955,537,2956,535,2960,530,2963,525,2963,525,2966,530,2965,534,2963,536,2964,538,2959,539,2957,545,2957,545,2958,561,2959,561,2961,570,2964,571,2962,587,2964,586,2965,593,2966,590,2970,589,2971,591,2973,593,2971,596,2973,598,2968,607,2969,639,2972,668,2977,668,2980,674,2982,671,2986,673,2989,674,2990,677,2986,678,2981,676,2976,675,2975,677,2973,680,2970,682,2975,682,2980,680,2985,681,2986,682,2984,686,2987,687,2982,696,2983,725,2987,756,2992,756,2991,765,2992,763,2997,766,2998,762,3002,763,3004,767,3000,768,2997,773,2998,813,3004,813,3005,831,3009,831,3011,839,3014,843,3015,844,3012,853,3012,863,3013,863,3016,868,3018,867,3021,869,3022,871,3017,871,3015,873,3015,873,3016,878,3015,878,3018,885,3021,886,3020,905,3023,933,3027,932,3028,959,3035,958,3036,965,3038,961,3043,960,3043,962,3046,964,3044,966,3046,968,30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,4172,1736,4166,1734,4161,1729,4159,1724,4159,1723,4159,1723,4157,1719,4159,1717,4158;PU1850,4223;PD1847,4228,1847,4233,1850,4238,1854,4240,1860,4240,1863,4238,1866,4241,1868,4237,1873,4239,1874,4235,1878,4234,1876,4229,1872,4226,1867,4225,1863,4226,1861,4223,1857,4226,1850,4221,1849,4226,1849,4230,1847,4231,1850,4235,1855,4237,1857,4237,1857,4240,1862,4239,1863,4238,1866,4241,1868,4237,1873,4239,1874,4235,1878,4234,1876,4229,1872,4226,1867,4225,1863,4226,1861,4223,1857,4226,1850,4221,1849,4226,1849,4230,1847,4231,1850,4235,1855,4237,1857,4237,1857,4240;PU4992,4256;PD4987,4255,4985,4254,4979,4260,4982,4262,4980,4267,4985,4267,4990,4265,4991,4264,4993,4266,4996,4261,4995,4256,4995,4255,5001,4253,5000,4250,5002,4248,4998,4245,4993,4245,4988,4247,4985,4251,4983,4251,4984,4248,4983,4247,4987,4244,4993,4243,4995,4244,4995,4242,4999,4244,5004,4238,5005,4238,5011,4232,5008,4230,5009,4228,5004,4227,4999,4229,4996,4233,4995,4239,4997,4243,4984,4252,4985,4254,4979,4260,4982,4262,4980,4267,4985,4267,4990,4265,4991,4264,4993,4266,4996,4261,4995,4256,4995,4255,5001,4253,5000,4250,5002,4248,4998,4245,4993,4245,4988,4247,4985,4251,4983,4251,4984,4248,4983,4247,4987,4244,4993,4243,4995,4244,4995,4242,4999,4244,5004,4238;PU1515,4321;PD1518,4325,1518,4331,1515,4335,1511,4338,1507,4338,1506,4342,1511,4341,1512,4341,1514,4344,1518,4341,1519,4339,1522,4340,1522,4335,1520,4330,1519,4329,1521,4326,1516,4324,1516,4319,1511,4320,1510,4321,1509,4318,1505,4322,1504,4324,1501,4324,1502,4329,1504,4333,1501,4335,1505,4338,1507,4338,1506,4342,1511,4341,1512,4341,1514,4344,1518,4341,1519,4339,1522,4340,1522,4335,1520,4330,1519,4329,1521,4326,1516,4324,1516,4319,1511,4320,1510,4321,1509,4318,1505,4322,1504,4324,1501,4324,1502,4329,1504,4333,1501,4335;PU295,3927;PD299,3930,305,3930,309,3928,312,3924,331,3931,330,3931,346,3937,346,3936,368,3942,367,3944,381,3951,379,3954,381,3955,383,3951,384,3947,387,3946,391,3946,390,3951,388,3955,389,3956,391,3958,394,3953,394,3949,398,3949,401,3948,400,3954,398,3957,399,3959,400,3958,402,3960,405,3956,405,3955,410,3956,415,3956,413,3961,412,3963,414,3965,414,3964,417,3967,420,3962,427,3963,435,3965,434,3968,442,3972,441,3972,446,3976,448,3971,448,3970,451,3970,451,3967,452,3967,453,3972,450,3977,446,3979,447,3981,449,3980,451,3982,454,3978,455,3973,459,3973,462,3973,461,3978,458,3982,459,3984,457,3985,457,3988,462,3985,464,3982,465,3982,466,3980,472,3981,471,3983,478,3986,477,3988,482,3992,478,3995,480,3998,475,3999,475,4001,480,4000,484,3996,486,3991,486,3990,488,3990,488,3991,495,3990,494,3994,503,3996,502,3998,511,4002,510,4004,518,4010,524,4014,526,4010,528,4010,528,4006,530,4005,530,4010,529,4012,534,4013,533,4016,537,4020,532,4023,531,4023,532,4027,531,4027,531,4028,536,4026,539,4022,540,4017,543,4016,543,4018,549,4018,548,4022,556,4025,570,4030,570,4029,574,4030,571,4035,567,4037,561,4037,559,4036,556,4041,553,4045,558,4046,564,4045,567,4042,569,4036,568,4032,573,4028,574,4029,580,4027,581,4032,581,4034,584,4035,584,4037,597,4044,597,4042,618,4049,618,4050,623,4052,621,4056,623,4058,625,4059,627,4055,628,4051,631,4050,631,4051,635,4051,634,4056,630,4060,632,4062,631,4063,632,4065,636,4061,637,4056,637,4054,640,4054,640,4056,643,4056,641,4061,639,4064,641,4067,643,4070,647,4066,647,4061,646,4058,649,4056,650,4060,658,4060,657,4063,677,4069,676,4070,705,4081,708,4083,709,4078,713,4077,717,4076,716,4082,713,4086,708,4088,705,4088,704,4090,705,4090,704,4093,709,4092,714,4089,716,4084,716,4081,719,4080,719,4082,727,4082,727,4084,738,4087,737,4088,747,4092,745,4095,749,4099,747,4100,748,4101,752,4097,753,4092,752,4091,755,4090,755,4094,767,4095,767,4097,795,4107,814,4112,830,4118,829,4119,844,4127,843,4128,854,4136,852,4138,854,4141,849,4143,848,4143,848,4145,847,4145,847,4148,852,4147,854,4146,856,4148,859,4143,860,4141,863,4141,862,4136,860,4134,863,4132,859,4129,858,4128,859,4126,854,4126,849,4129,846,4133,846,4138,847,4139,844,4140,841,4141,841,4136,843,4131,847,4128,853,4128,854,4128,855,4126,859,4129,861,4131,864,4130,865,4135,863,4139,870,4144,876,4148,877,4144,881,4144,881,4143,883,4144,882,4149,879,4152,881,4155,884,4159,887,4155,891,4156,890,4158,903,4169,903,4170,930,4196,989,4255,988,4255,1004,4272,1003,4272,1006,4276,1001,4278,996,4278,992,4274,990,4269,987,4269,989,4274,993,4278,998,4279,999,4279,999,4282,1003,4281,1005,4284,1009,4280,1010,4275,1008,4270,1007,4269,1010,4267,1010,4266,1012,4265,1014,4269,1014,4272,1017,4272,1015,4277,1014,4278,1021,4284,1020,4286,1026,4293,1023,4294,1024,4298,1019,4299,1017,4298,1016,4299,1021,4300,1026,4298,1030,4294,1030,4288,1030,4286,1031,4291,1030,4294,1043,4300,1042,4301,1075,4325,1074,4326,1084,4336,1079,4339,1074,4339,1070,4337,1069,4338,1066,4334,1066,4328,1066,4327,1063,4327,1063,4326,1061,4326,1061,4331,1063,4336,1068,4338,1073,4338,1074,4340,1079,4338,1080,4336,1083,4338,1085,4333,1090,4334,1090,4335,1096,4337,1095,4341,1102,4346,1100,4348,1105,4356,1100,4358,1096,4357,1093,4364,1091,4363,1088,4367,1094,4368,1099,4367,1103,4364,1104,4358,1103,43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diff --git a/hpgl/kreis.hpgl b/hpgl/kreis.hpgl new file mode 100755 index 0000000..fa43568 --- /dev/null +++ b/hpgl/kreis.hpgl @@ -0,0 +1 @@ +IN;SP1;PA0,0;CI1000;PA1000,0;CI1000;PA-1000,0;CI1000;PA0,1000;CI1000;PA0,-1000;CI1000;PA500,0;CI500;PA-500,0;CI500;PA0,500;CI500;PA0,-500;CI500; diff --git a/hpgl/logo-neos.hpgl b/hpgl/logo-neos.hpgl new file mode 100755 index 0000000..93eddb0 --- /dev/null +++ b/hpgl/logo-neos.hpgl @@ -0,0 +1 @@ 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diff --git a/hpgl/logo-tec.hpgl b/hpgl/logo-tec.hpgl new file mode 100755 index 0000000..b86d937 --- /dev/null +++ b/hpgl/logo-tec.hpgl @@ -0,0 +1 @@ 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diff --git a/hpgl/luz.hpgl b/hpgl/luz.hpgl new file mode 100755 index 0000000..d4fd48c --- /dev/null +++ b/hpgl/luz.hpgl @@ -0,0 +1 @@ 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6,252,9277,253,9242,285,9243,286,9210,320,9180,356,9152,394,9153,394,9126,433,9127,433,9103,473,9103,474,9081,515,9082,516,9062,559,9044,604,9045,604,9029,650,9016,698,9005,747,8996,798,8989,850,8984,904,8981,959,8982,959,8981,1015,8982,1074,8985,1131,8986,1131,8991,1186,8998,1240,9007,1292,9008,1292,9019,1343,9032,1392,9033,1392,9048,1439,9065,1485,9084,1530,9085,1530,9106,1573,9106,1572,9129,1614,9154,1654,9155,1654,9182,1692,9211,1729,9211,1728,9242,1764,9243,1763,9275,1797,9276,1797,9310,1828,9346,1857,9383,1884,9384,1884,9422,1909,9422,1908,9462,1931,9503,1952,9503,1951,9546,1970,9546,1969,9590,1985,9635,1999,9636,1999,9682,2011,9682,2010,9730,2020,9730,2019,9780,2027,9831,2032,9883,2035,9883,2034,9936,2036,9936,2035,9984,2034,10031,2031,10031,2030,10077,2025,10121,2018,10164,2009,10163,2008,10205,1997,10245,1984,10284,1969,10284,1968,10322,1952,10322,1951,10358,1933,10358,1932,10393,1911,10427,1888,10426,1888,10459,1863,10490,1836,10520,1807,10519,1807,10548,1777,10548,1776,10575,1744,10601,1711,10600,1710,10624,1676,10624,1675,10646,1639,10666,1601,10684,1562,10701,1521,10700,1521,10715,1479,10728,1436,10739,1391,10749,1345,10748,1345,10756,1298,10756,1297,10762,1249,10766,1198,10768,1147,10769,1093,10769,1053;PU10452,1186;PD10447,1188,10443,1192,10442,1197,10444,1202,10448,1205,10451,1206,10448,1270,10440,1330,10439,1330,10428,1387,10427,1386,10411,1440,10410,1440,10389,1490,10388,1489,10364,1536,10363,1536,10333,1579,10299,1619,10298,1619,10262,1655,10261,1654,10221,1686,10221,1685,10178,1711,10177,1710,10132,1732,10131,1731,10083,1748,10083,1747,10031,1759,10031,1758,9977,1765,9920,1767,9920,1766,9855,1764,9855,1763,9794,1756,9794,1755,9736,1744,9736,1743,9681,1726,9682,1725,9630,1704,9631,1703,9582,1678,9583,1677,9538,1646,9538,1645,9497,1610,9498,1609,9460,1570,9461,1569,9427,1526,9428,1526,9399,1479,9400,1478,9375,1427,9376,1427,9355,1372,9356,1372,9340,1314,9340,1313,9328,1251,9329,1251,9321,1185,9326,1186,9330,1189,9332,1194,9332,1195,10462,1196,10460,1202,10457,1205,10451,1206,10449,1246;PU11256,831;PD11256,831,11256,1999,11261,1997,11265,1994,11266,1989,11583,1989,11582,1984,11578,1980,11573,1979,11573,823,11575,757,11576,757,11581,695,11590,637,11602,583,11603,584,11618,534,11619,535,11637,489,11638,490,11660,449,11661,450,11686,413,11687,414,11715,382,11716,383,11748,355,11748,356,11783,333,11784,334,11822,315,11823,316,11865,301,11865,302,11910,291,11910,292,11959,286,11959,287,12010,285,12010,286,12073,288,12073,289,12132,297,12132,298,12187,310,12187,311,12239,329,12239,330,12288,353,12287,354,12333,382,12332,383,12374,417,12374,418,12412,456,12412,457,12447,499,12446,500,12476,546,12475,547,12501,597,12500,598,12521,652,12520,652,12537,709,12536,710,12548,771,12547,771,12554,836,12553,836,12555,905,12555,1999,12560,1997,12564,1994,12565,1989,12882,1989,12881,1984,12877,1980,12872,1979,12872,50,12867,51,12863,55,12862,60,12545,60,12546,65,12550,68,12555,70,12555,366,12550,364,12546,361,12545,355,12547,350,12549,348,12520,305,12489,266,12488,266,12457,229,12456,229,12423,195,12423,196,12389,164,12388,165,12353,136,12352,137,12316,111,12316,112,12278,89,12277,89,12239,70,12238,70,12198,53,12198,54,12156,39,12156,40,12113,28,12112,29,12068,19,12067,20,12021,13,12021,14,11973,10,11973,11,11923,9,11923,10,11843,13,11843,14,11767,24,11731,32,11697,41,11697,42,11663,52,11664,53,11631,65,11632,65,11601,79,11601,80,11571,95,11572,95,11543,112,11544,113,11516,132,11517,132,11491,152,11491,153,11467,174,11467,175,11444,198,11444,199,11422,224,11401,251,11402,251,11382,279,11383,279,11365,309,11348,340,11349,341,11333,373,11334,373,11320,407,11320,408,11296,480,11297,481,11278,559,11279,559,11265,644,11266,644,11258,734,11259,734,11256,831,11256,871;PU12054,2045;PU14764,1940;PD14767,1936,14768,1931,14766,1926,14762,1923,14758,1922,14758,1622,14753,1624,14749,1628,14748,1633,14749,1637,14681,1669,14681,1668,14612,1696,14541,1719,14470,1738,14469,1738,14396,1753,14396,1752,14322,1763,14322,1762,14246,1769,14246,1768,14169,1770,14112,1769,14112,1768,14059,1765,14059,1764,14009,1759,14009,1758,13963,1750,13920,1739,13921,1739,13882,1726,13882,1725,13847,1711,13847,1710,13816,1693,13816,1692,13789,1673,13790,1672,13766,1650,13767,1649,13747,1626,13748,1625,13731,1599,13733,1598,13720,1570,13721,1569,13712,1539,13713,1539,13708,1506,13709,1506,13707,1471,13708,1471,13709,1444,13710,1444,13714,1419,13715,1419,13722,1395,13723,1395,13732,1373,13733,1373,13745,1352,13746,1353,13761,1333,13762,1334,13779,1316,13780,1317,13800,1300,13800,1301,13824,1286,13824,1287,13854,1271,13854,1272,13888,1257,13889,1257,13928,1242,13928,1243,14024,1214,14141,1185,14141,1186,14249,1162,14249,1161,14331,1142,14406,1121,14475,1098,14475,1097,14538,1073,14537,1072,14594,1045,14644,1016,14688,985,14688,984,14726,952,14759,917,14758,916,14787,879,14786,878,14811,837,14810,837,14830,792,14829,792,14845,745,14844,744,14855,693,14854,693,14861,639,14860,639,14862,582,14861,582,14858,516,14857,517,14847,455,14846,455,14838,425,14828,396,14828,397,14817,369,14816,369,14804,342,14803,342,14789,316,14773,291,14772,292,14755,267,14754,267,14735,244,14714,222,14713,222,14691,200,14690,201,14640,160,14640,161,14584,124,14584,125,14523,93,14523,94,14457,67,14457,68,14386,46,14386,47,14311,29,14311,30,14230,18,14230,19,14145,11,14145,12,14054,9,14054,10,13976,12,13896,18,13896,19,13814,28,13814,29,13730,42,13730,43,13646,59,13559,80,13469,105,13378,133,13380,138,13385,140,13387,140,13387,467,13392,466,13396,462,13397,457,13396,453,13484,410,13484,411,13571,373,13571,374,13657,342,13657,343,13743,317,13828,298,13913,284,13913,285,13997,277,14081,275,14135,276,14135,277,14186,280,14186,281,14234,287,14279,296,14320,307,14320,308,14358,321,14358,322,14393,337,14392,338,14424,356,14452,377,14451,378,14476,400,14475,401,14495,425,14494,426,14511,452,14510,453,14523,481,14522,481,14531,511,14530,512,14536,544,14535,544,14537,578,14536,578,14534,609,14533,609,14529,638,14528,638,14521,666,14520,665,14511,691,14509,691,14497,715,14496,714,14481,736,14480,735,14462,755,14461,754,14441,772,14440,771,14415,789,14415,788,14383,805,14383,804,14345,821,14345,820,14301,837,14300,836,14250,853,14249,853,14192,869,14058,901,13947,927,13876,943,13877,943,13811,962,13811,963,13750,983,13750,984,13694,1006,13695,1007,13644,1032,13599,1059,13599,1060,13559,1089,13560,1089,13524,1120,13525,1121,13494,1155,13495,1156,13469,1192,13470,1193,13447,1233,13448,1233,13430,1276,13431,1276,13416,1322,13417,1322,13407,1371,13408,1371,13402,1422,13403,1422,13400,1477,13401,1477,13404,1543,13405,1543,13414,1605,13415,1605,13430,1663,13432,1663,13453,1717,13454,1717,13481,1767,13482,1767,13515,1813,13516,1813,13555,1856,13556,1855,13601,1894,13602,1893,13653,1928,13653,1927,13709,1957,13710,1956,13770,1981,13771,1980,13837,2001,13837,2000,13908,2017,13908,2016,13984,2028,13984,2027,14065,2034,14065,2033,14152,2036,14152,2035,14238,2034,14238,2033,14322,2028,14403,2020,14403,2019,14482,2008,14558,1993,14631,1975,14631,1974,14701,1953,14768,1929,14765,1924,14760,1922,14758,1922,14758,1882;PU16756,1905;PD16756,1905,16756,1608,16751,1610,16748,1614,16746,1619,16747,1623,16680,1658,16680,1657,16612,1687,16544,1712,16544,1711,16476,1732,16476,1731,16409,1748,16409,1747,16341,1759,16341,1758,16273,1765,16272,1765,16204,1767,16204,1766,16129,1763,16129,1762,16058,1753,16058,1752,15992,1737,15992,1736,15961,1726,15961,1725,15931,1714,15931,1713,15901,1700,15902,1700,15873,1685,15874,1685,15846,1669,15847,1668,15820,1651,15821,1650,15796,1631,15796,1630,15772,1610,15773,1609,15750,1587,15728,1563,15729,1563,15708,1538,15708,1537,15689,1511,15690,1511,15655,1454,15656,1454,15627,1393,15628,1393,15604,1327,15604,1326,15586,1255,15587,1255,15573,1179,15574,1179,15566,1098,15567,1098,15564,1012,15565,1012,15567,927,15568,927,15576,846,15577,846,15590,770,15591,770,15610,699,15634,633,15635,633,15665,572,15666,572,15700,516,15701,516,15720,490,15721,490,15741,465,15742,466,15764,442,15787,420,15787,421,15811,400,15812,401,15837,382,15863,365,15864,365,15891,349,15891,350,15919,335,15920,336,15949,323,15949,324,16011,302,16012,303,16078,288,16078,289,16149,280,16149,281,16224,278,16224,279,16292,281,16292,282,16361,288,16361,289,16428,300,16428,301,16496,317,16495,317,16563,339,16631,365,16631,366,16698,396,16765,431,16766,426,16765,421,16761,417,16756,416,16756,124,16751,125,16748,129,16747,130,16680,101,16612,76,16542,55,16542,56,16471,38,16471,39,16399,25,16399,26,16325,16,16325,17,16248,11,16169,9,16169,10,16116,11,16063,14,16063,15,16012,20,16012,21,15963,28,15963,29,15915,38,15915,39,15868,51,15823,65,15779,81,15779,82,15737,100,15737,101,15696,121,15656,144,15618,169,15618,170,15581,196,15582,197,15546,226,15512,257,15513,257,15480,291,15449,326,15450,326,15420,363,15421,363,15394,401,15369,441,15370,441,15347,482,15326,525,15307,569,15308,569,15291,615,15276,662,15277,662,15264,710,15253,760,15254,760,15245,812,15238,865,15233,919,15234,919,15231,975,15230,1032,15231,1091,15232,1091,15235,1147,15240,1202,15241,1202,15248,1256,15257,1308,15258,1308,15269,1358,15282,1407,15283,1406,15298,1454,15298,1453,15315,1499,15316,1499,15335,1543,15336,1543,15357,1585,15380,1626,15381,1625,15406,1665,15407,1664,15434,1702,15464,1738,15495,1772,15496,1772,15529,1805,15529,1804,15564,1835,15564,1834,15601,1863,15639,1889,15639,1888,15678,1913,15679,1912,15719,1934,15720,1934,15762,1954,15806,1971,15851,1987,15851,1986,15898,2000,15946,2011,15996,2020,16047,2027,16100,2032,16154,2035,16154,2034,16210,2035,16283,2033,16355,2027,16355,2026,16426,2017,16426,2016,16496,2002,16565,1985,16633,1964,16700,1940,16700,1939,16766,1911,16762,1907,16757,1905,16756,1905,16756,1865;PU18059,1757;PD18053,1758,18050,1762,18049,1766,17987,1763,17987,1762,17928,1753,17928,1751,17873,1736,17873,1735,17821,1713,17822,1712,17773,1684,17774,1682,17728,1648,17729,1647,17687,1607,17688,1606,17649,1559,17650,1558,17615,1507,17616,1506,17586,1450,17587,1449,17561,1388,17562,1388,17541,1322,17542,1322,17526,1252,17527,1251,17515,1176,17516,1176,17509,1097,17507,1012,17508,1012,17510,928,17511,928,17517,849,17518,849,17529,773,17530,774,17546,703,17547,703,17568,637,17568,638,17594,576,17594,577,17624,520,17625,520,17659,468,17660,469,17699,422,17700,423,17742,383,17743,384,17788,350,17789,351,17838,323,17838,324,17891,302,17891,303,17947,288,17947,289,18006,280,18006,281,18069,278,18069,279,18130,282,18130,283,18189,292,18188,294,18243,309,18243,310,18295,332,18294,333,18343,361,18342,362,18387,397,18387,398,18428,438,18428,439,18466,486,18500,539,18499,539,18529,596,18554,658,18553,658,18574,724,18573,724,18590,794,18589,794,18600,869,18607,949,18606,949,18608,1032,18606,1116,18605,1116,18598,1195,18597,1195,18586,1269,18585,1269,18569,1339,18568,1339,18547,1405,18546,1404,18521,1465,18520,1465,18490,1522,18489,1521,18454,1573,18415,1620,18414,1619,18372,1660,18371,1659,18326,1694,18325,1693,18277,1721,18276,1720,18225,1742,18224,1741,18169,1757,18169,1756,18110,1765,18110,1764,18049,1767,18049,1766,18009,1764;PU18049,2035;PD18050,2030,18054,2026,18060,2025,18065,2027,18068,2031,18069,2035,18120,2034,18169,2030,18217,2025,18217,2024,18264,2017,18264,2016,18309,2007,18353,1995,18353,1994,18396,1981,18396,1980,18437,1965,18437,1964,18477,1946,18476,1946,18515,1926,18515,1925,18552,1903,18551,1903,18587,1879,18587,1878,18621,1852,18621,1851,18654,1823,18653,1823,18685,1792,18715,1759,18714,1759,18743,1724,18769,1688,18794,1650,18793,1650,18816,1611,18816,1610,18837,1570,18837,1569,18856,1527,18873,1483,18873,1482,18888,1437,18902,1389,18901,1389,18913,1340,18923,1290,18931,1237,18930,1237,18937,1184,18937,1183,18941,1128,18944,1071,18943,1071,18944,1012,18943,954,18940,897,18939,897,18935,842,18928,788,18919,736,18909,686,18908,686,18896,637,18882,590,18866,544,18866,545,18848,500,18848,501,18828,458,18807,417,18806,418,18783,378,18783,379,18758,341,18757,341,18731,305,18730,305,18702,271,18701,271,18671,238,18671,239,18639,208,18639,209,18606,180,18605,181,18571,155,18535,131,18497,109,18497,110,18459,90,18458,91,18419,73,18418,73,18377,57,18377,58,18334,44,18334,45,18290,33,18290,34,18244,24,18244,25,18198,17,18197,18,18149,13,18100,10,18049,9,18049,10,17997,11,17948,14,17948,15,17899,20,17899,21,17852,28,17807,38,17763,50,17720,64,17720,65,17679,80,17679,81,17639,99,17601,119,17601,120,17564,142,17528,166,17529,167,17494,193,17495,193,17462,222,17430,253,17431,253,17401,286,17373,321,17347,357,17322,395,17323,396,17300,435,17279,476,17280,476,17261,519,17244,563,17229,609,17215,656,17216,657,17204,705,17204,706,17194,756,17195,756,17186,808,17187,808,17180,862,17181,862,17176,917,17174,974,17173,1032,17174,1091,17175,1091,17177,1148,17178,1148,17182,1203,17183,1203,17189,1257,17198,1309,17208,1360,17209,1360,17220,1409,17221,1408,17235,1456,17251,1501,17268,1545,17269,1545,17288,1588,17289,1587,17310,1628,17333,1667,17358,1705,17359,1704,17385,1740,17414,1774,17444,1806,17445,1806,17476,1837,17477,1836,17510,1864,17545,1890,17581,1914,17581,1913,17618,1935,17619,1935,17657,1955,17657,1954,17697,1972,17698,1972,17739,1987,17782,2001,17782,2000,17826,2012,17826,2011,17872,2021,17872,2020,17919,2027,17968,2032,18017,2035,18017,2034,18069,2036,18069,2035,18109,2034;PU19250,1989;PD19250,1989,19586,1989,19585,1984,19581,1980,19580,1979,20183,360,20187,363,20189,368,20188,374,20185,378,20183,379,20785,1998,20790,1995,20792,1990,20792,1989,21128,1989,21126,1984,21123,1980,21117,1979,21114,1979,20391,50,20387,53,20384,58,20384,60,19954,60,19955,65,19959,68,19960,69,19237,1998,19242,1999,19247,1996,19250,1992,19250,1989,19290,1989;PU21565,1989;PD21565,1989,21882,1989,21881,1984,21877,1980,21872,1979,21872,50,21867,51,21864,55,21862,60,21545,60,21547,65,21551,68,21555,70,21555,1999,21561,1997,21564,1994,21565,1989,21605,1989;PU21565,2740;PD21565,2740,21882,2740,21881,2735,21877,2731,21872,2730,21872,2328,21867,2330,21864,2334,21862,2338,21545,2338,21547,2344,21551,2347,21555,2348,21555,2750,21561,2748,21564,2745,21565,2740,21605,2740;PU23932,1915;PD23931,1910,23927,1906,23922,1905,23922,1608,23917,1610,23913,1614,23912,1619,23913,1623,23846,1658,23846,1657,23778,1687,23710,1712,23710,1711,23642,1732,23642,1731,23575,1748,23574,1747,23507,1759,23507,1758,23438,1765,23370,1767,23370,1766,23295,1763,23295,1762,23224,1753,23224,1752,23158,1737,23158,1736,23127,1726,23127,1725,23096,1714,23097,1713,23067,1700,23039,1685,23012,1669,23012,1668,22986,1651,22987,1650,22962,1631,22962,1630,22938,1610,22938,1609,22915,1587,22916,1587,22894,1563,22874,1538,22874,1537,22855,1511,22821,1454,22822,1454,22792,1393,22793,1393,22769,1327,22770,1326,22752,1255,22739,1179,22740,1179,22732,1098,22733,1098,22730,1012,22733,927,22734,927,22742,846,22743,846,22756,770,22757,770,22775,699,22776,699,22800,633,22801,633,22830,572,22831,572,22866,516,22867,516,22886,490,22907,465,22907,466,22929,442,22930,442,22953,420,22953,421,22977,400,22977,401,23003,382,23029,365,23057,349,23057,350,23085,335,23085,336,23115,323,23115,324,23177,302,23177,303,23244,288,23244,289,23315,280,23315,281,23390,278,23390,279,23458,281,23458,282,23526,288,23526,289,23594,300,23594,301,23661,317,23729,339,23797,365,23796,366,23864,396,23931,431,23932,426,23930,421,23926,417,23922,416,23922,124,23917,125,23913,129,23913,130,23846,101,23778,76,23777,76,23708,55,23708,56,23637,38,23637,39,23565,25,23565,26,23491,16,23491,17,23414,11,23335,9,23335,10,23281,11,23229,14,23229,15,23178,20,23178,21,23129,28,23129,29,23080,38,23081,39,23034,51,22989,65,22945,81,22945,82,22902,100,22903,101,22861,121,22862,121,22822,144,22784,169,22784,170,22747,196,22747,197,22712,226,22678,257,22646,291,22615,326,22586,363,22587,363,22560,401,22535,441,22512,482,22513,482,22492,525,22473,569,22474,569,22457,615,22442,662,22443,662,22429,710,22430,710,22419,760,22410,812,22411,812,22404,865,22399,919,22396,975,22397,975,22396,1032,22397,1091,22398,1091,22401,1147,22406,1202,22413,1256,22414,1256,22423,1308,22434,1358,22435,1358,22448,1407,22448,1406,22464,1454,22464,1453,22481,1499,22482,1499,22501,1543,22523,1585,22546,1626,22547,1625,22572,1665,22572,1664,22600,1702,22629,1738,22630,1738,22661,1772,22695,1805,22695,1804,22730,1835,22730,1834,22766,1863,22767,1863,22805,1889,22805,1888,22844,1913,22844,1912,22885,1934,22928,1954,22972,1971,23017,1987,23017,1986,23064,2000,23112,2011,23162,2020,23213,2027,23266,2032,23320,2035,23320,2034,23376,2035,23449,2033,23520,2027,23520,2026,23591,2017,23591,2016,23662,2002,23661,2002,23731,1985,23799,1964,23798,1964,23866,1940,23865,1939,23931,1911,23928,1907,23923,1905,23922,1905,23922,1865;PU26081,1214;PD26081,1214,26081,50,26075,51,26072,55,26071,60,25754,60,25755,65,25759,68,25764,70,25764,1224,25763,1224,25762,1290,25761,1290,25756,1352,25755,1352,25747,1410,25746,1409,25735,1463,25734,1463,25719,1512,25718,1511,25700,1556,25699,1556,25677,1596,25676,1596,25651,1632,25650,1631,25622,1663,25621,1662,25589,1690,25588,1689,25553,1712,25553,1711,25514,1730,25514,1729,25472,1744,25472,1743,25427,1753,25427,1752,25378,1759,25378,1758,25326,1760,25326,1759,25264,1757,25264,1756,25205,1748,25205,1747,25149,1734,25150,1733,25097,1716,25098,1715,25049,1692,25049,1691,25004,1662,25005,1661,24962,1628,24963,1627,24924,1589,24925,1588,24891,1546,24891,1545,24861,1498,24862,1498,24837,1448,24838,1447,24817,1393,24818,1393,24802,1335,24791,1274,24792,1274,24785,1209,24783,1140,24783,50,24778,51,24775,55,24773,60,24455,60,24456,65,24460,68,24465,70,24465,2750,24470,2748,24474,2745,24475,2740,24793,2740,24792,2735,24788,2731,24783,2730,24783,1679,24789,1680,24792,1684,24793,1690,24792,1695,24789,1697,24818,1739,24819,1739,24849,1778,24881,1815,24881,1814,24914,1848,24948,1879,24949,1879,24984,1907,24984,1906,25021,1932,25021,1931,25059,1954,25099,1974,25099,1973,25140,1991,25140,1990,25183,2005,25183,2004,25227,2016,25272,2025,25319,2031,25367,2035,25367,2034,25417,2036,25417,2035,25498,2032,25498,2031,25573,2021,25573,2020,25609,2013,25643,2004,25643,2003,25676,1993,25676,1992,25708,1980,25739,1966,25739,1965,25768,1950,25768,1949,25796,1932,25823,1913,25822,1913,25848,1893,25848,1892,25872,1870,25895,1847,25895,1846,25917,1821,25916,1821,25937,1794,25936,1794,25956,1766,25955,1766,25973,1736,25989,1705,26004,1672,26018,1638,26017,1638,26041,1565,26040,1565,26059,1487,26058,1486,26071,1402,26079,1311,26078,1311,26081,1214,26081,1174;PU0,0;SP0;IN; diff --git a/hpgl/moritz.hpgl b/hpgl/moritz.hpgl new file mode 100755 index 0000000..a3ea7be --- /dev/null +++ b/hpgl/moritz.hpgl @@ -0,0 +1 @@ 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diff --git a/hpgl/neos.hpgl b/hpgl/neos.hpgl new file mode 100755 index 0000000..d79eafe --- /dev/null +++ b/hpgl/neos.hpgl @@ -0,0 +1 @@ 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diff --git a/hpgl/nmk.hpgl b/hpgl/nmk.hpgl new file mode 100755 index 0000000..dab58a4 --- /dev/null +++ b/hpgl/nmk.hpgl @@ -0,0 +1 @@ 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;PD11271,3831;PD11452,3824;PD11518,3808;PD11584,3792;PD11634,3799;PD11693,3804;PD11803,3805;PD12299,3797;PD12745,3790;PD13422,3792;PD13947,3794;PD14003,3788;PD14060,3782;PD14630,3782;PD15945,3783;PD16690,3783;PD16755,3793;PD16821,3803;PD16852,3829;PD16884,3855;PD16897,3917;PD16906,3976;PD16910,4030;PD16913,4076;PD16920,4114;PD16929,4148;PD16914,4334;PD16898,4560;PD16884,4677;PD16850,4876;PD16836,4950;PD16763,4959;PD16690,4968;PD16560,4961;PD16294,4947;PD16092,4932;PD15945,4919;PD15764,4925;PD15371,4941;PD15132,4956;PD14997,4967;PD14675,4965;PD14377,4966;PD14111,4971;PD13868,4978;PD13761,4991;PD13653,5004;PD13524,5003;PD13394,5001;PD13320,5019;PD13247,5037;PD13140,5046;PD13033,5057;PD12928,5072;PD12841,5086;PD12791,5099;PD12764,5109;PD12795,5134;PD12827,5159;PD12884,5160;PD12984,5161;PD13162,5153;PD13315,5145;PD13394,5124;PD13473,5103;PD13565,5107;PD13656,5111;PD13711,5100;PD13766,5089;PD14020,5079;PD14314,5063;PD14361,5059;PD14433,5057;PD14754,5062;PD15053,5068;PD15172,5057;PD15290,5046;PD15685,5046;PD16081,5046;PD16154,5058;PD16227,5070;PD16459,5076;PD16690,5081;PD16797,5058;PD16887,5036;PD16953,5016;PD17001,4997;PD17006,4973;PD17016,4786;PD17021,4622;PD17033,4592;PD17045,4562;PD17051,4473;PD17059,4395;PD17070,4329;PD17082,4272;PD17069,4154;PD17046,3967;PD17038,3899;PD17020,3865;PD16995,3829;PD16961,3790;PD16920,3751;PD16873,3728;PD16783,3685;PD16741,3666;PD16741,3666;PU9068,4039;PD9020,4064;PD8971,4088;PD8977,4135;PD8983,4182;PD8976,4271;PD8969,4360;PD8890,4363;PD8756,4373;PD8702,4381;PD8705,4332;PD8709,4284;PD8802,4284;PD8894,4284;PD8914,4264;PD8934,4244;PD8917,4228;PD8901,4211;PD8808,4208;PD8715,4205;PD8715,4174;PD8715,4143;PD8782,4143;PD8849,4143;PD8878,4129;PD8906,4116;PD8906,4090;PD8906,4064;PD8819,4064;PD8731,4064;PD8676,4085;PD8621,4105;PD8607,4133;PD8593,4159;PD8586,4284;PD8579,4409;PD8616,4428;PD8652,4446;PD8779,4443;PD8906,4439;PD8930,4423;PD8954,4407;PD8988,4441;PD9022,4474;PD9038,4452;PD9051,4429;PD9060,4402;PD9076,4349;PD9086,4323;PD9106,4331;PD9143,4353;PD9203,4401;PD9246,4435;PD9280,4442;PD9314,4449;PD9330,4436;PD9342,4422;PD9345,4407;PD9338,4390;PD9321,4367;PD9296,4338;PD9259,4324;PD9223,4305;PD9256,4248;PD9290,4194;PD9290,4174;PD9285,4149;PD9273,4120;PD9256,4086;PD9225,4071;PD9194,4055;PD9131,4047;PD9068,4039;PD9068,4039;PU8431,4072;PD8373,4079;PD8316,4085;PD8295,4104;PD8274,4123;PD8274,4158;PD8274,4193;PD8305,4228;PD8336,4258;PD8367,4282;PD8398,4301;PD8398,4318;PD8398,4335;PD8374,4344;PD8349,4353;PD8303,4345;PD8229,4325;PD8201,4314;PD8185,4286;PD8170,4258;PD8143,4246;PD8116,4237;PD8089,4233;PD8063,4233;PD8044,4211;PD8024,4189;PD8047,4166;PD8067,4149;PD8081,4143;PD8091,4137;PD8099,4124;PD8106,4105;PD8096,4096;PD8087,4086;PD8036,4081;PD7986,4076;PD7961,4113;PD7936,4150;PD7936,4179;PD7936,4207;PD7974,4236;PD8011,4266;PD8042,4273;PD8073,4281;PD8078,4296;PD8084,4310;PD8071,4334;PD8059,4357;PD8011,4357;PD7964,4357;PD7914,4334;PD7864,4311;PD7854,4321;PD7844,4332;PD7861,4366;PD7875,4390;PD7891,4407;PD7915,4421;PD7953,4438;PD7998,4456;PD8047,4458;PD8097,4459;PD8136,4429;PD8174,4400;PD8242,4429;PD8310,4459;PD8361,4459;PD8413,4459;PD8462,4428;PD8511,4397;PD8518,4376;PD8525,4355;PD8518,4327;PD8511,4299;PD8474,4263;PD8419,4216;PD8400,4205;PD8410,4179;PD8420,4154;PD8459,4154;PD8497,4154;PD8510,4138;PD8523,4122;PD8505,4104;PD8484,4089;PD8459,4079;PD8431,4072;PD8431,4072;PU7626,4094;PD7535,4094;PD7445,4094;PD7394,4114;PD7348,4128;PD7309,4135;PD7275,4137;PD7272,4277;PD7269,4417;PD7286,4435;PD7302,4454;PD7400,4456;PD7497,4458;PD7566,4442;PD7634,4426;PD7644,4411;PD7650,4395;PD7653,4377;PD7653,4357;PD7600,4358;PD7539,4363;PD7467,4373;PD7388,4387;PD7382,4370;PD7378,4351;PD7380,4329;PD7384,4306;PD7432,4310;PD7480,4314;PD7528,4301;PD7575,4288;PD7582,4271;PD7588,4254;PD7576,4242;PD7564,4230;PD7472,4232;PD7381,4234;PD7385,4208;PD7388,4182;PD7507,4181;PD7625,4180;PD7651,4167;PD7676,4153;PD7676,4137;PD7676,4121;PD7651,4107;PD7626,4094;PD7626,4094;PU7166,4095;PD7139,4102;PD7113,4109;PD7109,4178;PD7106,4247;PD7061,4261;PD7015,4273;PD6968,4281;PD6920,4287;PD6920,4249;PD6920,4212;PD6890,4188;PD6865,4172;PD6846,4165;PD6832,4165;PD6825,4191;PD6812,4267;PD6801,4350;PD6795,4382;PD6802,4408;PD6809,4434;PD6842,4448;PD6874,4461;PD6890,4448;PD6906,4435;PD6913,4397;PD6920,4359;PD7011,4355;PD7102,4351;PD7096,4380;PD7091,4408;PD7109,4432;PD7129,4452;PD7151,4468;PD7170,4476;PD7185,4476;PD7198,4466;PD7210,4446;PD7224,4417;PD7229,4289;PD7234,4162;PD7222,4135;PD7210,4109;PD7188,4102;PD7166,4095;PD7166,4095;PU9129,4108;PD9147,4125;PD9165,4143;PD9154,4177;PD9143,4207;PD9131,4228;PD9117,4239;PD9102,4244;PD9086,4244;PD9080,4229;PD9077,4203;PD9078,4164;PD9081,4114;PD9105,4111;PD9129,4108;PD9129,4108;PU7794,4109;PD7761,4111;PD7727,4114;PD7724,4222;PD7723,4305;PD7727,4355;PD7733,4381;PD7758,4391;PD7781,4398;PD7798,4401;PD7810,4398;PD7818,4389;PD7824,4361;PD7830,4304;PD7835,4172;PD7835,4140;PD7815,4124;PD7794,4109;PD7794,4109;PU6185,4120;PD6132,4133;PD6053,4155;PD6028,4165;PD6028,4195;PD6028,4225;PD6072,4266;PD6117,4307;PD6191,4333;PD6265,4359;PD6265,4381;PD6265,4401;PD6230,4420;PD6194,4438;PD6156,4418;PD6129,4401;PD6118,4390;PD6105,4381;PD6073,4371;PD6028,4359;PD6010,4373;PD5992,4386;PD6000,4417;PD6008,4447;PD6023,4447;PD6038,4447;PD6047,4463;PD6065,4481;PD6096,4502;PD6135,4525;PD6176,4526;PD6216,4526;PD6255,4514;PD6320,4489;PD6346,4476;PD6362,4446;PD6378,4415;PD6378,4382;PD6378,4350;PD6346,4320;PD6315,4290;PD6261,4273;PD6222,4260;PD6195,4246;PD6180,4231;PD6175,4215;PD6175,4200;PD6208,4206;PD6242,4213;PD6270,4206;PD6299,4199;PD6299,4183;PD6299,4169;PD6279,4151;PD6259,4134;PD6222,4127;PD6185,4120;PD6185,4120;PU6722,4148;PD6612,4149;PD6502,4150;PD6468,4182;PD6434,4214;PD6411,4262;PD6388,4309;PD6393,4338;PD6402,4366;PD6417,4395;PD6436,4424;PD6488,4458;PD6540,4492;PD6606,4492;PD6672,4492;PD6705,4476;PD6738,4458;PD6751,4435;PD6763,4413;PD6756,4391;PD6749,4368;PD6737,4368;PD6718,4375;PD6689,4391;PD6653,4413;PD6612,4419;PD6571,4426;PD6553,4392;PD6541,4361;PD6536,4335;PD6536,4313;PD6559,4273;PD6583,4233;PD6624,4232;PD6662,4229;PD6694,4223;PD6722,4215;PD6722,4182;PD6722,4148;PD6722,4148;PU4162,4154;PD4156,4159;PD4149,4213;PD4143,4325;PD4139,4439;PD4139,4498;PD4154,4513;PD4185,4534;PD4220,4551;PD4246,4559;PD4265,4560;PD4273,4537;PD4280,4513;PD4273,4477;PD4266,4440;PD4295,4427;PD4320,4417;PD4339,4413;PD4354,4413;PD4417,4483;PD4479,4551;PD4530,4557;PD4581,4563;PD4593,4540;PD4605,4516;PD4544,4455;PD4482,4393;PD4448,4378;PD4424,4365;PD4413,4357;PD4432,4334;PD4476,4289;PD4538,4228;PD4538,4208;PD4538,4189;PD4526,4182;PD4514,4174;PD4489,4181;PD4464,4187;PD4413,4235;PD4304,4332;PD4246,4379;PD4238,4332;PD4232,4282;PD4230,4231;PD4231,4178;PD4196,4166;PD4162,4154;PD4162,4154;PU16148,4165;PD16097,4167;PD16057,4171;PD16024,4178;PD16004,4259;PD15991,4320;PD15985,4367;PD15988,4408;PD15998,4450;PD16011,4495;PD16055,4524;PD16098,4552;PD16105,4545;PD16112,4538;PD16140,4561;PD16168,4583;PD16214,4583;PD16258,4583;PD16322,4548;PD16385,4513;PD16411,4455;PD16436,4397;PD16436,4373;PD16436,4349;PD16406,4305;PD16382,4272;PD16358,4248;PD16325,4226;PD16273,4199;PD16207,4165;PD16148,4165;PD16148,4165;PU5406,4182;PD5380,4185;PD5348,4191;PD5334,4226;PD5293,4332;PD5266,4403;PD5242,4433;PD5219,4461;PD5195,4454;PD5171,4446;PD5165,4427;PD5160,4398;PD5157,4360;PD5158,4317;PD5163,4272;PD5171,4214;PD5155,4200;PD5138,4186;PD5089,4190;PD5040,4193;PD5040,4301;PD5040,4410;PD5071,4457;PD5102,4504;PD5139,4520;PD5175,4536;PD5225,4537;PD5275,4538;PD5313,4509;PD5350,4480;PD5370,4444;PD5390,4402;PD5410,4357;PD5428,4318;PD5428,4375;PD5429,4433;PD5453,4463;PD5477,4493;PD5520,4515;PD5564,4538;PD5632,4538;PD5700,4538;PD5762,4510;PD5824,4483;PD5831,4493;PD5837,4504;PD5870,4504;PD5903,4504;PD5913,4484;PD5924,4449;PD5937,4393;PD5952,4322;PD5940,4309;PD5927,4297;PD5867,4299;PD5808,4301;PD5748,4318;PD5688,4335;PD5692,4349;PD5696,4363;PD5732,4374;PD5758,4384;PD5768,4393;PD5749,4408;PD5704,4431;PD5641,4460;PD5601,4456;PD5561,4453;PD5550,4434;PD5538,4416;PD5552,4354;PD5566,4292;PD5610,4272;PD5649,4257;PD5680,4250;PD5720,4246;PD5734,4244;PD5734,4221;PD5734,4198;PD5718,4192;PD5701,4186;PD5631,4209;PD5573,4226;PD5533,4233;PD5505,4233;PD5468,4275;PD5431,4318;PD5439,4278;PD5444,4243;PD5443,4214;PD5439,4189;PD5425,4184;PD5406,4182;PD5406,4182;PU4733,4186;PD4689,4190;PD4645,4193;PD4642,4329;PD4641,4431;PD4644,4488;PD4650,4511;PD4693,4524;PD4763,4542;PD4890,4546;PD4988,4546;PD5011,4530;PD5034,4514;PD5034,4498;PD5034,4482;PD5016,4472;PD4998,4462;PD4892,4467;PD4786,4473;PD4769,4459;PD4752,4445;PD4752,4330;PD4752,4216;PD4742,4201;PD4733,4186;PD4733,4186;PU15804,4199;PD15802,4253;PD15803,4388;PD15805,4470;PD15795,4470;PD15767,4446;PD15715,4392;PD15663,4334;PD15637,4300;PD15623,4286;PD15596,4267;PD15559,4244;PD15501,4238;PD15443,4233;PD15441,4281;PD15436,4374;PD15432,4419;PD15443,4487;PD15453,4555;PD15483,4580;PD15512,4605;PD15534,4605;PD15556,4603;PD15568,4532;PD15584,4438;PD15588,4416;PD15594,4408;PD15603,4413;PD15617,4431;PD15677,4506;PD15718,4551;PD15763,4574;PD15807,4596;PD15854,4573;PD15900,4550;PD15916,4524;PD15932,4498;PD15937,4394;PD15942,4290;PD15935,4262;PD15928,4233;PD15895,4216;PD15861,4199;PD15833,4199;PD15804,4199;PD15804,4199;PU11727,4208;PD11590,4212;PD11454,4217;PD11451,4233;PD11437,4301;PD11413,4437;PD11401,4522;PD11407,4540;PD11414,4557;PD11451,4577;PD11489,4598;PD11508,4590;PD11527,4583;PD11525,4546;PD11524,4478;PD11525,4447;PD11645,4447;PD11765,4447;PD11741,4488;PD11717,4528;PD11717,4554;PD11717,4581;PD11752,4610;PD11778,4630;PD11796,4637;PD11811,4630;PD11830,4610;PD11853,4580;PD11853,4558;PD11856,4537;PD11863,4517;PD11873,4498;PD11939,4499;PD12005,4500;PD12039,4564;PD12073,4628;PD12107,4639;PD12155,4649;PD12167,4646;PD12175,4638;PD12183,4626;PD12159,4593;PD12142,4567;PD12135,4550;PD12125,4524;PD12101,4476;PD12041,4374;PD12012,4338;PD11972,4298;PD11926,4256;PD11900,4256;PD11875,4255;PD11867,4275;PD11814,4360;PD11770,4425;PD11752,4410;PD11703,4382;PD11671,4368;PD11600,4368;PD11528,4368;PD11521,4337;PD11508,4289;PD11503,4272;PD11613,4281;PD11722,4290;PD11748,4284;PD11774,4278;PD11774,4266;PD11767,4252;PD11750,4232;PD11727,4208;PD11727,4208;PU14218,4216;PD14105,4217;PD13992,4218;PD13931,4240;PD13870,4262;PD13856,4301;PD13841,4340;PD13840,4455;PD13840,4570;PD13866,4591;PD13892,4611;PD13998,4610;PD14156,4607;PD14208,4605;PD14230,4588;PD14252,4572;PD14227,4551;PD14203,4530;PD14085,4535;PD13967,4540;PD13959,4528;PD13951,4515;PD13957,4495;PD13964,4476;PD14035,4474;PD14106,4473;PD14142,4454;PD14168,4438;PD14183,4426;PD14190,4415;PD14171,4397;PD14153,4378;PD14051,4386;PD13950,4394;PD13958,4359;PD13965,4325;PD13953,4318;PD13945,4310;PD13941,4303;PD13941,4295;PD14074,4294;PD14207,4292;PD14238,4280;PD14269,4267;PD14269,4256;PD14261,4244;PD14243,4230;PD14218,4216;PD14218,4216;PU14802,4222;PD14767,4229;PD14732,4236;PD14659,4302;PD14605,4349;PD14576,4368;PD14562,4360;PD14544,4339;PD14523,4311;PD14469,4277;PD14432,4255;PD14412,4246;PD14408,4247;PD14405,4251;PD14404,4267;PD14404,4289;PD14367,4286;PD14331,4284;PD14327,4346;PD14327,4407;PD14331,4466;PD14338,4525;PD14373,4560;PD14408,4594;PD14429,4594;PD14449,4594;PD14449,4574;PD14433,4454;PD14416,4353;PD14423,4342;PD14430,4331;PD14471,4376;PD14511,4421;PD14550,4440;PD14583,4453;PD14608,4459;PD14628,4459;PD14636,4436;PD14643,4413;PD14663,4413;PD14683,4413;PD14703,4391;PD14724,4368;PD14739,4368;PD14754,4368;PD14754,4419;PD14754,4476;PD14782,4537;PD14810,4592;PD14830,4598;PD14861,4600;PD14873,4598;PD14876,4476;PD14879,4355;PD14856,4316;PD14840,4284;PD14833,4262;PD14828,4248;PD14818,4234;PD14802,4222;PD14802,4222;PU13495,4227;PD13489,4306;PD13484,4385;PD13490,4439;PD13497,4492;PD13484,4492;PD13465,4482;PD13437,4456;PD13338,4356;PD13266,4291;PD13230,4265;PD13191,4259;PD13151,4253;PD13149,4302;PD13146,4419;PD13144,4487;PD13159,4531;PD13175,4569;PD13193,4596;PD13211,4617;PD13237,4617;PD13264,4617;PD13270,4591;PD13277,4564;PD13267,4489;PD13261,4434;PD13262,4408;PD13288,4428;PD13345,4484;PD13404,4542;PD13436,4567;PD13515,4594;PD13581,4619;PD13598,4612;PD13615,4606;PD13613,4441;PD13611,4277;PD13592,4255;PD13574,4234;PD13535,4231;PD13495,4227;PD13495,4227;PU15078,4235;PD15076,4235;PD15053,4278;PD15007,4352;PD14984,4389;PD14964,4433;PD14951,4478;PD14946,4516;PD14946,4548;PD14979,4571;PD15006,4587;PD15025,4594;PD15038,4594;PD15061,4538;PD15084,4482;PD15159,4489;PD15234,4496;PD15246,4509;PD15275,4553;PD15292,4584;PD15319,4599;PD15344,4609;PD15372,4615;PD15397,4615;PD15412,4610;PD15419,4603;PD15391,4539;PD15362,4483;PD15332,4436;PD15273,4351;PD15239,4301;PD15225,4277;PD15219,4259;PD15149,4245;PD15078,4235;PD15078,4235;PU16135,4242;PD16180,4248;PD16224,4254;PD16257,4285;PD16289,4316;PD16282,4345;PD16272,4372;PD16255,4396;PD16228,4418;PD16190,4442;PD16140,4468;PD16131,4467;PD16126,4459;PD16119,4447;PD16125,4438;PD16130,4403;PD16133,4335;PD16135,4242;PD16135,4242;PU12852,4243;PD12700,4249;PD12515,4255;PD12483,4255;PD12487,4274;PD12491,4292;PD12550,4314;PD12609,4336;PD12609,4443;PD12609,4550;PD12621,4573;PD12633,4595;PD12669,4617;PD12696,4632;PD12716,4638;PD12728,4636;PD12736,4625;PD12742,4611;PD12733,4543;PD12719,4405;PD12713,4334;PD12795,4334;PD12877,4334;PD12892,4317;PD12906,4300;PD12879,4271;PD12852,4243;PD12852,4243;PU13688,4244;PD13682,4251;PD13678,4271;PD13671,4336;PD13669,4414;PD13672,4482;PD13677,4522;PD13694,4546;PD13711,4571;PD13739,4581;PD13766,4592;PD13776,4582;PD13786,4573;PD13781,4445;PD13776,4318;PD13761,4293;PD13745,4268;PD13718,4256;PD13688,4244;PD13688,4244;PU12276,4252;PD12234,4289;PD12192,4327;PD12192,4346;PD12192,4364;PD12217,4388;PD12249,4410;PD12295,4433;PD12340,4451;PD12372,4459;PD12392,4459;PD12406,4476;PD12420,4492;PD12413,4509;PD12407,4526;PD12365,4543;PD12329,4555;PD12300,4560;PD12276,4560;PD12239,4538;PD12212,4523;PD12190,4516;PD12174,4517;PD12163,4526;PD12157,4537;PD12170,4563;PD12185,4586;PD12202,4605;PD12227,4622;PD12266,4643;PD12306,4663;PD12334,4671;PD12362,4668;PD12403,4655;PD12457,4637;PD12493,4609;PD12530,4582;PD12530,4538;PD12530,4494;PD12484,4455;PD12438,4416;PD12397,4409;PD12331,4392;PD12284,4373;PD12295,4357;PD12328,4324;PD12378,4279;PD12365,4266;PD12352,4253;PD12314,4252;PD12276,4252;PD12276,4252;PU9407,4353;PD9371,4355;PD9352,4359;PD9346,4365;PD9352,4381;PD9367,4399;PD9395,4422;PD9431,4447;PD9454,4440;PD9474,4431;PD9493,4418;PD9509,4403;PD9483,4378;PD9456,4353;PD9407,4353;PD9407,4353;PU15160,4366;PD15167,4383;PD15171,4399;PD15170,4411;PD15166,4420;PD15146,4416;PD15133,4411;PD15128,4403;PD15131,4392;PD15144,4380;PD15160,4366;PD15160,4366;PU11945,4380;PD11954,4380;PD11954,4395;PD11954,4411;PD11936,4418;PD11914,4424;PD11910,4422;PD11909,4416;PD11913,4405;PD11923,4393;PD11935,4384;PD11945,4380;PD11945,4380;PU16414,4526;PD16414,4538;PD16426,4573;PD16438,4596;PD16474,4611;PD16502,4621;PD16521,4624;PD16532,4621;PD16536,4597;PD16539,4574;PD16500,4550;PD16462,4526;PD16438,4526;PD16414,4526;PD16414,4526;PU11430,6572;PD11305,6577;PD11181,6582;PD11108,6604;PD11034,6626;PD10997,6649;PD10959,6672;PD10964,6685;PD10968,6699;PD11024,6714;PD11099,6740;PD11118,6747;PD11136,6750;PD11153,6750;PD11153,6760;PD11153,6770;PD11269,6778;PD11458,6790;PD11531,6793;PD11561,6865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diff --git a/hpgl/plane.hpgl b/hpgl/plane.hpgl new file mode 100755 index 0000000..4426160 --- /dev/null +++ b/hpgl/plane.hpgl @@ -0,0 +1 @@ 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diff --git a/hpgl/r1.hpgl b/hpgl/r1.hpgl new file mode 100755 index 0000000..bada238 --- /dev/null +++ b/hpgl/r1.hpgl @@ -0,0 +1 @@ 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diff --git a/hpgl/r2.hpgl b/hpgl/r2.hpgl new file mode 100755 index 0000000..e88e460 --- /dev/null +++ b/hpgl/r2.hpgl @@ -0,0 +1 @@ +IN;SP1;PU406,1586;PD406,169;PD776,169;PD1062,168;PD1153,168;PD1198,172;PD1245,188;PD1281,207;PD1308,226;PD1327,246;PD1340,267;PD1349,286;PD1363,320;PD1374,348;PD1382,383;PD1389,489;PD1388,920;PD1389,1233;PD1389,1340;PD1386,1392;PD1372,1435;PD1350,1468;PD1319,1492;PD1279,1508;PD1238,1518;PD1219,1524;PD1241,1530;PD1284,1537;PD1323,1553;PD1351,1573;PD1367,1594;PD1377,1619;PD1384,1657;PD1388,1715;PD1389,1919;PD1388,2292;PD1374,2860;PD1385,2903;PD1391,2914;PD1400,2924;PD1425,2939;PD1451,2947;PD1471,2949;PD1486,2950;PD1495,2953;PD1500,2961;PD1501,2974;PD1501,3002;PD1270,3002;PD1038,3002;PD1038,2361;PD1035,1809;PD1029,1725;PD1024,1709;PD1017,1700;PD1002,1691;PD976,1685;PD871,1682;PD745,1682;PD745,2342;PD745,3002;PD575,3002;PD406,3002;PD406,1586;PU1013,1370;PD1039,1343;PD1038,933;PD1035,581;PD1029,518;PD1025,503;PD1019,494;PD1005,484;PD981,477;PD873,474;PD745,474;PD745,936;PD745,1399;PD865,1399;PD930,1398;PD970,1392;PD995,1383;PD1013,1370;PD1013,1370;PU1839,2779;CI220;PU; diff --git a/hpgl/sign b/hpgl/sign new file mode 100755 index 0000000..f4576d7 --- /dev/null +++ b/hpgl/sign @@ -0,0 +1 @@ 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diff --git a/hpgl/sticker.hpgl b/hpgl/sticker.hpgl new file mode 100755 index 0000000..f9a8129 --- /dev/null +++ b/hpgl/sticker.hpgl @@ -0,0 +1 @@ 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diff --git a/hpgl/tiger.hpgl b/hpgl/tiger.hpgl new file mode 100755 index 0000000..747b060 --- /dev/null +++ b/hpgl/tiger.hpgl @@ -0,0 +1 @@ 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970,1761;PD984,1830;PD994,1875;PD1007,1920;PD996,1933;PD987,1947;PD974,1979;PD962,2006;PD955,2016;PD947,2022;PU630,2062;PD617,2040;PD611,2023;PD609,2009;PD612,1999;PD622,1989;PD633,1989;PD640,2000;PD637,2015;PD632,2036;PD630,2062;PU559,2018;PD549,2045;PD547,2058;PD542,2052;PD533,2031;PD527,2005;PD529,1994;PD533,1985;PD545,1980;PD557,1985;PD564,1998;PD564,2007;PD559,2018;PU492,2019;PD484,2038;PD482,2050;PD477,2037;PD470,2009;PD471,1996;PD474,1987;PD484,1978;PD491,1978;PD499,1983;PD501,1996;PD492,2019;PU235,1155;PD237,1099;PD242,1043;PD251,989;PD263,935;PD296,832;PD341,735;PD318,823;PD302,908;PD292,988;PD289,1066;PD292,1140;PD300,1211;PD313,1278;PD332,1343;PD355,1405;PD382,1465;PD414,1522;PD449,1577;PD488,1630;PD530,1681;PD622,1778;PD612,1808;PD599,1836;PD580,1863;PD505,1796;PD437,1722;PD378,1641;PD329,1553;PD289,1461;PD260,1363;PD241,1261;PD235,1155;PU1253,1249;PD1239,1226;PD1228,1200;PD1213,1136;PD1204,1100;PD1192,1062;PD1173,1024;PD1147,985;PD1231,1066;PD1255,1110;PD1268,1147;PD1267,1190;PD1253,1249;PU1044,363;PD1044,348;PD1047,332;PD1054,313;PD1067,293;PD1087,274;PD1117,259;PD1157,248;PD1120,280;PD1084,318;PD1044,363;PU872,354;PD879,338;PD889,321;PD904,302;PD926,285;PD955,270;PD992,263;PD1038,264;PD977,288;PD924,318;PD872,354;PU1220,666;PD1218,779;PD1221,872;PD1227,959;PD1205,900;PD1182,853;PD1169,833;PD1156,819;PD1205,793;PD1189,779;PD1172,770;PD1154,765;PD1185,740;PD1206,728;PD1156,701;PD1176,686;PD1195,676;PD1220,666;PU1174,194;PD1098,197;PD1024,205;PD952,219;PD881,238;PD813,262;PD747,291;PD684,325;PD624,363;PD611,373;PD629,384;PD653,398;PD677,389;PD711,384;PD751,383;PD795,387;PD850,389;PD889,399;PD912,410;PD919,416;PD948,408;PD984,395;PD999,395;PD1008,407;PD1013,433;PD1012,474;PD1030,494;PD1067,462;PD1091,447;PD1121,435;PD1129,588;PD1133,760;PD1135,969;PD1125,959;PD1108,940;PD1088,914;PD1051,855;PD1029,832;PD1000,815;PD1022,850;PD1033,880;PD1037,904;PD1038,925;PD1043,983;PD1050,1012;PD1061,1035;PD1090,1082;PD1087,1025;PD1076,980;PD1067,947;PD1066,934;PD1068,923;PD1097,957;PD1116,993;PD1127,1030;PD1135,1067;PD1148,1142;PD1160,1179;PD1178,1214;PD1202,1256;PD1220,1298;PD1241,1379;PD1257,1454;PD1268,1489;PD1283,1521;PD1279,1483;PD1281,1439;PD1292,1346;PD1305,1254;PD1308,1214;PD1308,1179;PD1321,1193;PD1331,1211;PD1344,1255;PD1350,1307;PD1353,1364;PD1357,1476;PD1366,1525;PD1373,1546;PD1382,1565;PD1386,1497;PD1393,1432;PD1398,1368;PD1398,1306;PD1389,1246;PD1379,1217;PD1366,1188;PD1348,1159;PD1326,1131;PD1298,1104;PD1265,1077;PD1252,969;PD1242,809;PD1241,717;PD1245,622;PD1253,526;PD1268,432;PD1295,463;PD1321,501;PD1364,577;PD1390,536;PD1403,509;PD1414,479;PD1417,524;PD1413,568;PD1404,606;PD1392,635;PD1451,773;PD1476,744;PD1487,721;PD1497,690;PD1499,723;PD1495,761;PD1474,840;PD1500,914;PD1525,992;PD1542,924;PD1555,815;PD1557,755;PD1554,695;PD1545,639;PD1530,592;PD1521,635;PD1506,672;PD1502,607;PD1491,549;PD1475,497;PD1453,451;PD1428,410;PD1401,375;PD1371,345;PD1342,319;PD1350,347;PD1355,374;PD1353,418;PD1340,375;PD1321,332;PD1296,289;PD1262,249;PD1316,272;PD1362,300;PD1402,332;PD1436,364;PD1485,424;PD1513,467;PD1552,501;PD1601,554;PD1609,533;PD1615,505;PD1618,472;PD1615,437;PD1632,487;PD1642,535;PD1647,610;PD1695,676;PD1707,644;PD1713,592;PD1727,634;PD1731,668;PD1730,698;PD1726,725;PD1804,867;PD1809,813;PD1809,760;PD1805,708;PD1797,658;PD1785,612;PD1769,570;PD1751,534;PD1730,505;PD1734,524;PD1733,543;PD1726,573;PD1710,521;PD1687,475;PD1658,433;PD1625,395;PD1589,362;PD1550,333;PD1510,308;PD1470,286;PD1539,312;PD1604,342;PD1668,377;PD1727,416;PD1784,460;PD1837,508;PD1886,559;PD1931,615;PD1971,673;PD2007,735;PD2038,799;PD2064,866;PD2085,935;PD2100,1007;PD2109,1080;PD2112,1155;PD2106,1263;PD2087,1366;PD2057,1466;PD2016,1560;PD1965,1648;PD1904,1730;PD1834,1805;PD1757,1872;PD1741,1856;PD1715,1837;PD1649,1787;PD1612,1754;PD1575,1716;PD1542,1670;PD1514,1617;PD1515,1670;PD1527,1713;PD1547,1749;PD1572,1779;PD1626,1827;PD1648,1847;PD1664,1867;PD1624,1846;PD1578,1818;PD1535,1785;PD1500,1752;PD1483,1735;PD1469,1714;PD1447,1665;PD1433,1615;PD1428,1576;PD1421,1601;PD1418,1624;PD1419,1665;PD1426,1693;PD1430,1704;PD1374,1680;PD1327,1656;PD1290,1629;PD1306,1668;PD1313,1685;PD1317,1702;PD1293,1685;PD1263,1673;PD1226,1656;PD1182,1622;PD1147,1578;PD1149,1638;PD1130,1623;PD1112,1613;PD1092,1607;PD1106,1575;PD1127,1536;PD1140,1511;PD1154,1490;PD1181,1448;PD1191,1425;PD1197,1397;PD1197,1362;PD1189,1320;PD1182,1363;PD1170,1397;PD1154,1422;PD1135,1444;PD1127,1417;PD1126,1378;PD1130,1291;PD1127,1248;PD1114,1200;PD1092,1148;PD1059,1093;PD1087,1195;PD1092,1243;PD1090,1267;PD1084,1291;PD1086,1353;PD1091,1394;PD1106,1461;PD1089,1507;PD1065,1556;PD1036,1611;PD1012,1564;PD995,1537;PD974,1513;PD949,1497;PD935,1494;PD920,1494;PD904,1497;PD887,1506;PD869,1519;PD851,1539;PD868,1533;PD885,1531;PD917,1536;PD945,1550;PD968,1571;PD987,1594;PD1002,1617;PD1014,1646;PD985,1692;PD958,1724;PD935,1749;PD919,1772;PD902,1712;PD876,1653;PD861,1629;PD846,1612;PD832,1602;PD819,1602;PD795,1615;PD771,1633;PD752,1653;PD743,1672;PD763,1663;PD786,1657;PD808,1656;PD817,1659;PD825,1665;PD861,1717;PD882,1756;PD897,1802;PD874,1839;PD855,1876;PD843,1910;PD840,1938;PD807,1952;PD782,1970;PD764,1989;PD752,2005;PD742,2016;PD732,2022;PD702,2025;PD657,2026;PD659,1999;PD656,1978;PD651,1970;PD643,1964;PD627,1962;PD611,1967;PD599,1979;PD593,1998;PD577,1986;PD570,1970;PD569,1950;PD551,1950;PD535,1957;PD522,1969;PD511,1985;PD510,1961;PD516,1936;PD496,1935;PD481,1940;PD469,1948;PD461,1959;PD452,1983;PD450,2002;PD444,1985;PD442,1964;PD444,1944;PD451,1925;PD462,1910;PD479,1902;PD500,1902;PD526,1915;PD538,1900;PD550,1891;PD562,1887;PD574,1887;PD594,1893;PD605,1899;PD629,1871;PD655,1831;PD665,1786;PD682,1739;PD717,1648;PD717,1622;PD722,1595;PD733,1566;PD752,1531;PD773,1501;PD795,1477;PD818,1458;PD865,1428;PD909,1404;PD949,1381;PD966,1367;PD980,1350;PD992,1331;PD1000,1306;PD1004,1277;PD1004,1241;PD990,1284;PD969,1312;PD942,1331;PD910,1347;PD875,1365;PD837,1391;PD797,1429;PD758,1486;PD782,1411;PD810,1356;PD841,1317;PD872,1289;PD931,1250;PD954,1230;PD972,1205;PD987,1164;PD993,1115;PD986,1054;PD963,975;PD966,1011;PD965,1045;PD960,1077;PD952,1106;PD927,1159;PD896,1205;PD832,1282;PD808,1314;PD795,1343;PD790,1319;PD791,1295;PD796,1272;PD805,1248;PD830,1200;PD860,1150;PD889,1096;PD911,1037;PD917,1005;PD918,972;PD915,936;PD906,898;PD907,922;PD903,947;PD885,1002;PD856,1062;PD823,1126;PD790,1195;PD763,1266;PD754,1302;PD748,1340;PD746,1377;PD749,1415;PD733,1378;PD707,1341;PD638,1264;PD602,1224;PD570,1182;PD546,1136;PD538,1112;PD533,1087;PD531,1129;PD533,1164;PD538,1194;PD546,1218;PD556,1238;PD569,1255;PD597,1283;PD629,1309;PD660,1339;PD674,1358;PD686,1381;PD696,1408;PD704,1441;PD692,1418;PD676,1398;PD635,1362;PD586,1323;PD562,1298;PD539,1270;PD557,1329;PD580,1370;PD606,1399;PD632,1420;PD658,1439;PD680,1461;PD697,1491;PD708,1533;PD704,1556;PD693,1585;PD680,1552;PD663,1522;PD645,1499;PD632,1486;PD586,1445;PD564,1420;PD543,1390;PD525,1357;PD509,1320;PD497,1278;PD488,1232;PD483,1176;PD484,1110;PD490,1046;PD496,1021;PD503,1001;PD503,942;PD512,881;PD543,761;PD546,745;PD545,732;PD540,722;PD533,716;PD524,715;PD514,718;PD505,726;PD496,740;PD490,717;PD486,674;PD487,648;PD493,622;PD505,597;PD524,574;PD511,571;PD497,571;PD479,578;PD480,564;PD485,548;PD504,515;PD505,514;PD505,513;PD533,480;PD557,457;PD548,416;PD548,388;PD554,361;PD542,373;PD535,391;PD533,432;PD459,504;PD392,582;PD334,668;PD285,760;PD246,857;PD217,958;PD199,1065;PD193,1174;PD198,1276;PD214,1375;PD239,1470;PD273,1561;PD315,1648;PD366,1730;PD424,1806;PD489,1876;PD472,1879;PD455,1888;PD439,1900;PD426,1919;PD419,1944;PD418,1975;PD426,2015;PD445,2062;PD455,2030;PD458,2028;PD461,2031;PD470,2054;PD486,2078;PD494,2060;PD507,2042;PD512,2039;PD515,2042;PD526,2060;PD550,2084;PD553,2073;PD562,2057;PD589,2058;PD606,2058;PD615,2061;PD633,2088;PD644,2062;PD651,2057;PD742,2054;PD842,2096;PD948,2128;PD1059,2147;PD1173,2154;PD1273,2149;PD1370,2134;PD1464,2110;PD1554,2077;PD1639,2036;PD1720,1987;PD1795,1930;PD1865,1867;PD1928,1798;PD1985,1722;PD2034,1641;PD2075,1556;PD2108,1466;PD2133,1372;PD2148,1274;PD2153,1174;PD2148,1074;PD2133,977;PD2109,883;PD2076,793;PD2034,707;PD1985,626;PD1929,550;PD1865,481;PD1796,418;PD1720,361;PD1640,312;PD1554,271;PD1464,238;PD1370,214;PD1273,199;PD1174,194;PU1462,1837;PD1433,1846;PD1387,1855;PD1368,1859;PD1357,1866;PD1345,1880;PD1413,1877;PD1452,1874;PD1481,1863;PD1475,1854;PD1462,1837;PU887,587;PD907,579;PD927,580;PD948,587;PD929,588;PD887,587;PU1028,491;PD1012,474;PD1013,435;PD1010,410;PD1001,396;PD988,394;PD995,412;PD998,432;PD996,468;PD976,452;PD947,438;PD966,451;PD975,467;PD973,483;PD959,497;PD984,502;PD1005,516;PD1014,528;PD1021,544;PD1029,594;PD1029,594;PD1032,623;PD1029,656;PD1025,683;PD1019,701;PD1012,687;PD1002,674;PD996,695;PD986,713;PD961,740;PD945,757;PD929,770;PD951,728;PD965,688;PD971,649;PD969,615;PD960,587;PD945,566;PD924,555;PD898,555;PD898,556;PD873,585;PD864,596;PD860,604;PD858,638;PD881,645;PD876,700;PD878,705;PD884,698;PD905,650;PD917,651;PD926,646;PD933,638;PD880,617;PD920,622;PD939,627;PD948,602;PD952,626;PD947,647;PD934,664;PD918,676;PD906,703;PD897,732;PD891,763;PD889,792;PD887,809;PD880,813;PD869,811;PD868,770;PD865,763;PD862,770;PD850,805;PD815,801;PD802,802;PD790,763;PD788,759;PD785,764;PD781,807;PD765,813;PD754,809;PD744,794;PD743,834;PD743,835;PD748,849;PD759,860;PD774,868;PD792,872;PD830,870;PD848,864;PD863,855;PD853,877;PD842,891;PD832,900;PD821,905;PD801,906;PD784,903;PD763,914;PD744,930;PD713,968;PD694,1007;PD688,1036;PD671,1021;PD647,995;PD618,955;PD585,897;PD582,950;PD589,999;PD605,1043;PD626,1081;PD648,1114;PD669,1140;PD695,1168;PD704,1152;PD711,1132;PD725,1084;PD735,1058;PD750,1033;PD773,1010;PD803,989;PD785,1017;PD771,1050;PD752,1122;PD738,1197;PD730,1233;PD720,1266;PD598,1095;PD575,1065;PD559,1028;PD549,986;PD545,937;PD535,975;PD530,1014;PD529,1052;PD533,1090;PD533,1087;PD538,1112;PD546,1136;PD571,1182;PD603,1224;PD638,1264;PD707,1341;PD733,1378;PD749,1415;PD746,1377;PD748,1340;PD754,1302;PD764,1266;PD791,1195;PD823,1126;PD857,1062;PD885,1002;PD904,947;PD907,922;PD906,898;PD915,936;PD919,972;PD9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6;PD1215,3524;PD1201,3539;PD1184,3552;PD1165,3562;PD1122,3573;PD1075,3573;PD1031,3561;PD1011,3550;PD992,3536;PD977,3519;PD964,3499;PD956,3468;PD958,3430;PD963,3412;PD973,3395;PD987,3381;PD1006,3372;PD972,3356;PD941,3347;PD913,3344;PD889,3346;PD868,3354;PD850,3366;PD836,3381;PD825,3399;PD817,3420;PD812,3442;PD813,3489;PD818,3512;PD826,3534;PD838,3555;PD853,3573;PD882,3598;PD917,3619;PD956,3635;PD998,3648;PD1042,3656;PD1087,3660;PD1132,3659;PD1177,3654;PD1220,3644;PD1260,3629;PD1297,3610;PD1329,3587;PD1356,3559;PD1376,3525;PD1389,3487;PD1393,3445;PD1389,3413;PD1378,3381;PD1360,3351;PD1335,3325;PD1305,3302;PD1271,3284;PD1232,3273;PD1189,3269;PD1180,3267;PD1215,3252;PD1247,3233;PD1275,3209;PD1300,3181;PD1320,3149;PD1335,3115;PD1344,3078;PD1347,3039;PD1343,2997;PD1332,2957;PD1315,2920;PD1291,2887;PD1263,2858;PD1229,2834;PD1192,2816;PD1152,2804;PD1165,2787;PD1186,2769;PD1214,2752;PD1249,2739;PD1289,2731;PD1334,2730;PD1382,2739;PD1433,2758;PD1463,2777;PD1529,2585;PD1500,2575;PD1469,2568;PD1405,2564;PD1338,2574;PD1274,2596;PD1243,2612;PD1215,2630;PD1188,2651;PD1164,2676;PD1142,2702;PD1124,2732;PD1110,2764;PD1100,2798;PU558,2930;PD558,2903;PD785,2798;PD785,3131;PD787,3167;PD792,3196;PD800,3220;PD811,3239;PD824,3253;PD839,3263;PD874,3274;PD874,3303;PD556,3303;PD556,3274;PD575,3270;PD592,3263;PD607,3253;PD619,3239;PD629,3220;PD636,3196;PD641,3167;PD642,3131;PD642,3025;PD641,3004;PD635,2986;PD627,2970;PD616,2957;PD589,2938;PD558,2930;PU670,2780;PD673,2746;PD680,2716;PD690,2689;PD704,2666;PD721,2645;PD740,2628;PD782,2601;PD826,2585;PD868,2577;PD904,2578;PD929,2586;PD881,2723;PD862,2718;PD837,2716;PD780,2726;PD721,2748;PD694,2763;PD670,2780;PU1517,3054;PD1518,3042;PD1517,3015;PD1521,2971;PD1534,2936;PD1554,2911;PD1581,2896;PD1599,2893;PD1616,2894;PD1633,2900;PD1648,2909;PD1674,2934;PD1693,2967;PD1693,2965;PD1692,2971;PD1517,3054;PD1517,3054;PU1651,2796;PD1605,2796;PD1559,2805;PD1517,2824;PD1479,2852;PD1446,2887;PD1419,2928;PD1400,2975;PD1388,3026;PD1386,3065;PD1389,3108;PD1398,3150;PD1414,3188;PD1436,3224;PD1466,3259;PD1502,3286;PD1542,3305;PD1584,3315;PD1623,3316;PD1661,3310;PD1697,3298;PD1731,3279;PD1762,3254;PD1790,3224;PD1813,3190;PD1831,3150;PD1833,3144;PD1760,3111;PD1757,3117;PD1732,3158;PD1702,3187;PD1668,3203;PD1629,3206;PD1599,3198;PD1575,3182;PD1557,3158;PD1548,3129;PD1835,2997;PD1827,2959;PD1814,2924;PD1796,2891;PD1773,2862;PD1747,2838;PD1718,2818;PD1686,2804;PD1651,2796;PU1586,2914;PD1572,2921;PD1560,2931;PD1545,2958;PD1538,2988;PD1536,3015;PD1536,3016;PD1549,3009;PD1556,2976;PD1568,2952;PD1586,2934;PD1608,2923;PD1622,2922;PD1637,2924;PD1613,2913;PD1600,2911;PD1586,2914;PU1582,3334;PD1554,3328;PD1584,3338;PD1616,3344;PD1652,3345;PD1689,3338;PD1724,3326;PD1758,3306;PD1790,3282;PD1818,3251;PD1842,3216;PD1860,3177;PD1847,3161;PD1827,3203;PD1802,3239;PD1772,3270;PD1739,3296;PD1703,3316;PD1664,3329;PD1623,3335;PD1582,3334;PU1868,3033;PD1868,3034;PD1868,3033;PU1868,3025;PD1861,2975;PD1849,2935;PD1832,2904;PD1813,2878;PD1827,2905;PD1838,2932;PD1847,2962;PD1851,2992;PD1853,3011;PD1570,3140;PD1579,3156;PD1868,3025;PD1868,3025;PU424,3222;PD414,3200;PD410,3170;PD410,2775;PD423,2768;PD443,2766;PD468,2767;PD443,2757;PD412,2754;PD397,2754;PD397,3139;PD399,3169;PD405,3193;PD413,3210;PD424,3222;PU504,3322;PD138,3322;PD150,3334;PD516,3334;PD516,3292;PD504,3279;PD504,3322;PD504,3322;PU907,2755;PD954,2617;PD943,2600;PD895,2739;PD907,2755;PD907,2755;PU683,2794;PD696,2808;PD735,2782;PD781,2762;PD830,2748;PD874,2743;PD854,2738;PD831,2736;PD780,2744;PD728,2764;PD683,2794;PU1096,2912;PD1080,2915;PD1066,2924;PD1055,2938;PD1046,2956;PD1035,3000;PD1032,3048;PD1037,3105;PD1043,3130;PD1052,3152;PD1045,3113;PD1042,3070;PD1046,3011;PD1053,2986;PD1061,2964;PD1073,2946;PD1087,2933;PD1105,2926;PD1126,2925;PD1112,2915;PD1096,2912;PU1096,3366;PD1069,3359;PD1021,3346;PD973,3328;PD1008,3350;PD1051,3368;PD1131,3392;PD1179,3405;PD1145,3384;PD1099,3367;PD1096,3366;PU1543,2599;PD1476,2797;PD1494,2809;PD1560,2616;PD1543,2599;PD1543,2599;PU1184,2794;PD1203,2802;PD1241,2779;PD1291,2764;PD1349,2760;PD1381,2763;PD1413,2770;PD1375,2757;PD1339,2750;PD1305,2749;PD1274,2752;PD1245,2760;PD1221,2770;PD1184,2794;PU1366,3039;PD1363,3073;PD1357,3105;PD1346,3136;PD1331,3165;PD1312,3192;PD1291,3216;PD1266,3238;PD1238,3256;PD1257,3262;PD1305,3225;PD1325,3204;PD1343,3180;PD1357,3154;PD1367,3126;PD1374,3097;PD1376,3067;PD1374,3019;PD1365,2978;PD1351,2944;PD1332,2915;PD1346,2944;PD1357,2974;PD1364,3006;PD1366,3039;PU2101,2850;PD2114,2837;PD2114,2829;PD2101,2817;PD2101,2850;PD2101,2850;PU2330,2833;PD2267,3018;PD2283,3037;PD2346,2849;PD2330,2833;PD2330,2833;PU2191,3322;PD1872,3322;PD1885,3334;PD2203,3334;PD2203,3292;PD2191,3279;PD2191,3322;PD2191,3322;PU988,3502;PD987,3473;PD994,3444;PD1010,3420;PD1022,3410;PD1037,3403;PD1011,3390;PD993,3401;PD980,3420;PD975,3438;PD974,3458;PD976,3476;PD981,3490;PD988,3502;PU1412,3445;PD1410,3478;PD1402,3510;PD1390,3539;PD1374,3566;PD1352,3591;PD1327,3613;PD1297,3632;PD1263,3649;PD1228,3661;PD1192,3670;PD1117,3679;PD1042,3675;PD970,3660;P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diff --git a/hpgl/vishnu.hpgl b/hpgl/vishnu.hpgl new file mode 100755 index 0000000..b3793c6 --- /dev/null +++ b/hpgl/vishnu.hpgl @@ -0,0 +1 @@ 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630;PD3845,3611;PD3853,3596;PD3854,3579;PD3850,3560;PD3841,3541;PD3829,3524;PD3816,3511;PD3800,3504;PD3783,3504;PD3766,3511;PD3751,3521;PD3730,3546;PD3724,3560;PD3722,3575;PD3724,3590;PD3731,3605;PD3731,3605;PU3837,3632;PD3849,3646;PD3862,3655;PD3876,3661;PD3890,3663;PD3920,3656;PD3951,3638;PD3959,3623;PD3960,3605;PD3956,3587;PD3947,3568;PD3935,3551;PD3921,3538;PD3906,3531;PD3889,3530;PD3872,3537;PD3857,3547;PD3835,3572;PD3830,3587;PD3828,3602;PD3830,3617;PD3837,3632;PD3837,3632;PU3900,3688;PD3907,3705;PD3916,3718;PD3928,3727;PD3941,3733;PD3972,3736;PD4006,3728;PD4018,3715;PD4025,3699;PD4026,3680;PD4023,3660;PD4017,3640;PD4008,3624;PD3995,3612;PD3979,3607;PD3961,3608;PD3944,3613;PD3916,3631;PD3906,3643;PD3899,3657;PD3897,3672;PD3900,3688;PD3900,3688;PU3823,3539;PD3833,3555;PD3845,3565;PD3858,3572;PD3872,3575;PD3903,3571;PD3935,3556;PD3944,3542;PD3947,3525;PD3945,3506;PD3938,3486;PD3928,3468;PD3915,3454;PD3900,3446;PD3883,3443;PD3866,3449;PD3850,3457;PD3826,3480;PD3819,3494;PD3816,3509;PD3817,3524;PD3823,3539;PD3823,3539;PU3930,3608;PD3940,3623;PD3952,3634;PD3965,3641;PD3979,3644;PD4010,3640;PD4042,3625;PD4051,3610;PD4054,3593;PD4052,3574;PD4045,3555;PD4035,3537;PD4022,3523;PD4007,3514;PD3990,3512;PD3973,3518;PD3957,3526;PD3933,3549;PD3926,3563;PD3923,3578;PD3924,3593;PD3930,3608;PD3930,3608;PU3998,3686;PD4009,3701;PD4021,3712;PD4034,3719;PD4048,3722;PD4079,3718;PD4111,3703;PD4120,3688;PD4123,3671;PD4121,3652;PD4114,3633;PD4103,3615;PD4091,3601;PD4076,3592;PD4059,3590;PD4042,3596;PD4026,3604;PD4002,3627;PD3995,3641;PD3992,3656;PD3993,3671;PD3998,3686;PD3998,3686;PU3929,3517;PD3941,3531;PD3955,3540;PD3969,3545;PD3983,3547;PD4013,3539;PD4043,3520;PD4051,3505;PD4052,3488;PD4047,3469;PD4038,3450;PD4025,3434;PD4011,3421;PD3996,3415;PD3979,3415;PD3962,3422;PD3947,3432;PD3926,3458;PD3921,3473;PD3919,3488;PD3922,3503;PD3929,3517;PD3929,3517;PU4028,3589;PD4040,3603;PD4053,3612;PD4067,3617;PD4082,3619;PD4112,3611;PD4142,3592;PD4149,3577;PD4150,3560;PD4146,3541;PD4136,3522;PD4124,3505;PD4110,3493;PD4094,3486;PD4077,3486;PD4060,3494;PD4046,3504;PD4025,3530;PD4020,3544;PD4018,3559;PD4021,3574;PD4028,3589;PD4028,3589;PU4100,3667;PD4112,3681;PD4125,3691;PD4139,3696;PD4154,3697;PD4184,3690;PD4213,3671;PD4221,3655;PD4222,3638;PD4217,3620;PD4208,3601;PD4196,3584;PD4182,3572;PD4166,3565;PD4149,3565;PD4132,3572;PD4118,3582;PD4097,3608;PD4091,3623;PD4090,3638;PD4093,3653;PD4100,3667;PD4100,3667;PU3965,3433;PD3977,3447;PD3990,3456;PD4004,3462;PD4019,3463;PD4049,3456;PD4079,3437;PD4086,3421;PD4087,3404;PD4083,3385;PD4074,3367;PD4061,3350;PD4047,3338;PD4032,3331;PD4014,3331;PD3998,3338;PD3983,3348;PD3962,3374;PD3957,3389;PD3955,3404;PD3958,3419;PD3965,3433;PD3965,3433;PU4049,3493;PD4061,3507;PD4074,3516;PD4088,3521;PD4103,3523;PD4133,3515;PD4163,3497;PD4170,3481;PD4171,3464;PD4167,3445;PD4157,3427;PD4145,3410;PD4131,3397;PD4115,3391;PD4098,3391;PD4081,3398;PD4067,3408;PD4046,3434;PD4041,3449;PD4039,3464;PD4042,3479;PD4049,3493;PD4049,3493;PU4124,3547;PD4136,3561;PD4149,3570;PD4163,3575;PD4178,3577;PD4208,3569;PD4237,3550;PD4245,3535;PD4246,3518;PD4241,3499;PD4232,3480;PD4220,3464;PD4206,3451;PD4190,3445;PD4173,3445;PD4156,3452;PD4142,3462;PD4121,3488;PD4115,3502;PD4114,3518;PD4117,3533;PD4124,3547;PD4124,3547;PU4199,3636;PD4211,3650;PD4224,3659;PD4238,3664;PD4252,3666;PD4282,3658;PD4312,3639;PD4320,3624;PD4321,3607;PD4316,3588;PD4307,3569;PD4294,3553;PD4280,3540;PD4265,3534;PD4248,3534;PD4231,3541;PD4216,3551;PD4195,3577;PD4190,3591;PD4188,3607;PD4191,3622;PD4199,3636;PD4199,3636;PU4064,3403;PD4079,3414;PD4094,3420;PD4108,3422;PD4123,3421;PD4151,3407;PD4176,3382;PD4180,3365;PD4177,3348;PD4169,3331;PD4156,3315;PD4140,3301;PD4124,3292;PD4107,3289;PD4090,3292;PD4075,3303;PD4063,3316;PD4048,3346;PD4046,3361;PD4048,3376;PD4054,3390;PD4064,3403;PD4064,3403;PU4154,3466;PD4168,3477;PD4183,3483;PD4198,3485;PD4213,3483;PD4240,3470;PD4265,3445;PD4270,3428;PD4267,3411;PD4258,3394;PD4245,3378;PD4230,3364;PD4214,3355;PD4197,3352;PD4180,3355;PD4165,3366;PD4153,3379;PD4138,3409;PD4136,3424;PD4138,3439;PD4144,3453;PD4154,3466;PD4154,3466;PU4226,3535;PD4240,3545;PD4255,3552;PD4270,3554;PD4284,3552;PD4312,3539;PD4337,3514;PD4341,3497;PD4339,3480;PD4330,3463;PD4317,3446;PD4302,3433;PD4285,3424;PD4269,3420;PD4252,3424;PD4237,3435;PD4225,3448;PD4210,3477;PD4208,3493;PD4209,3508;PD4215,3522;PD4226,3535;PD4226,3535;PU4291,3610;PD4305,3620;PD4320,3627;PD4335,3629;PD4349,3627;PD4377,3614;PD4402,3589;PD4406,3572;PD4404,3555;PD4395,3538;PD4382,3521;PD4367,3508;PD4350,3499;PD4334,3495;PD4317,3499;PD4302,3510;PD4290,3523;PD4275,3552;PD4273,3568;PD4274,3583;PD4280,3597;PD4291,3610;PD4291,3610;PU4387,3597;PD4394,3600;PD4422,3586;PD4451,3566;PD4494,3528;PD4479,3509;PD4463,3496;PD4447,3486;PD4430,3483;PD4413,3487;PD4399,3498;PD4386,3511;PD4372,3540;PD4369,3556;PD4371,3571;PD4377,3585;PD4387,3597;PD4387,3597;PU4163,3358;PD4177,3369;PD4192,3375;PD4207,3377;PD4222,3376;PD4249,3362;PD4274,3337;PD4279,3321;PD4276,3303;PD4267,3286;PD4254,3270;PD4239,3256;PD4222,3247;PD4206,3244;PD4189,3247;PD4174,3258;PD4162,3271;PD4147,3301;PD4145,3316;PD4147,3331;PD4152,3345;PD4163,3358;PD4163,3358;PU4250,3433;PD4264,3444;PD4279,3450;PD4294,3452;PD4308,3450;PD4336,3437;PD4361,3412;PD4365,3395;PD4363,3378;PD4354,3361;PD4341,3345;PD4326,3331;PD4309,3322;PD4293,3319;PD4276,3322;PD4261,3333;PD4249,3346;PD4234,3376;PD4232,3391;PD4233,3406;PD4239,3420;PD4250,3433;PD4250,3433;PU4318,3517;PD4333,3527;PD4348,3534;PD4363,3536;PD4377,3534;PD4405,3521;PD4430,3496;PD4434,3479;PD4432,3462;PD4423,3445;PD4410,3429;PD4394,3415;PD4378,3406;PD4361,3402;PD4345,3406;PD4330,3417;PD4318,3430;PD4303,3459;PD4301,3475;PD4302,3490;PD4308,3504;PD4318,3517;PD4318,3517;PU4420,3508;PD4435,3520;PD4450,3528;PD4466,3531;PD4481,3531;PD4496,3527;PD4510,3519;PD4524,3507;PD4536,3491;PD4539,3474;PD4535,3455;PD4525,3437;PD4512,3420;PD4496,3406;PD4480,3397;PD4463,3393;PD4446,3397;PD4431,3408;PD4419,3421;PD4404,3450;PD4402,3466;PD4404,3481;PD4410,3495;PD4420,3508;PD4420,3508;PU4566,3371;PD4592,3364;PD4600,3335;PD4602,3297;PD4599,3263;PD4592,3248;PD4584,3227;PD4577,3221;PD4569,3219;PD4547,3226;PD4526,3241;PD4510,3260;PD4500,3279;PD4498,3297;PD4500,3315;PD4512,3345;PD4522,3357;PD4535,3366;PD4549,3371;PD4566,3371;PD4566,3371;PU4543,3487;PD4566,3455;PD4581,3420;PD4589,3391;PD4590,3373;PD4567,3362;PD4538,3360;PD4517,3362;PD4499,3368;PD4486,3379;PD4478,3394;PD4476,3412;PD4477,3430;PD4490,3461;PD4500,3472;PD4513,3481;PD4527,3486;PD4543,3487;PD4543,3487;PU4337,3427;PD4351,3437;PD4366,3444;PD4381,3446;PD4395,3444;PD4423,3431;PD4448,3406;PD4452,3389;PD4450,3372;PD4441,3355;PD4428,3339;PD4413,3325;PD4396,3316;PD4380,3312;PD4363,3316;PD4348,3327;PD4336,3340;PD4321,3369;PD4319,3385;PD4320,3400;PD4326,3414;PD4337,3427;PD4337,3427;PU4250,3348;PD4265,3359;PD4280,3365;PD4295,3367;PD4309,3365;PD4337,3352;PD4362,3327;PD4366,3310;PD4364,3293;PD4355,3276;PD4342,3260;PD4326,3246;PD4310,3237;PD4293,3234;PD4277,3237;PD4262,3248;PD4250,3261;PD4235,3291;PD4233,3306;PD4234,3321;PD4240,3335;PD4250,3348;PD4250,3348;PU4461,3407;PD4479,3404;PD4494,3397;PD4505,3387;PD4513,3375;PD4521,3345;PD4519,3310;PD4509,3296;PD4495,3286;PD4476,3281;PD4455,3280;PD4435,3283;PD4417,3289;PD4404,3300;PD4395,3315;PD4394,3333;PD4395,3351;PD4408,3382;PD4418,3393;PD4431,3402;PD4445,3407;PD4461,3407;PD4461,3407;PU4530,3315;PD4544,3303;PD4553,3289;PD4557,3275;PD4558,3261;PD4550,3231;PD4531,3202;PD4515,3194;PD4498,3194;PD4479,3199;PD4461,3209;PD4444,3221;PD4432,3236;PD4426,3251;PD4426,3269;PD4434,3285;PD4445,3300;PD4471,3320;PD4486,3325;PD4501,3326;PD4516,3323;PD4530,3315;PD4530,3315;PU4408,3316;PD4421,3303;PD4430,3290;PD4435,3276;PD4436,3261;PD4428,3232;PD4408,3202;PD4393,3195;PD4375,3194;PD4357,3200;PD4338,3209;PD4322,3222;PD4310,3236;PD4304,3252;PD4304,3269;PD4312,3286;PD4322,3300;PD4349,3321;PD4363,3326;PD4379,3327;PD4394,3324;PD4408,3316;PD4408,3316;PU4574,3242;PD4589,3228;PD4585,3210;PD4573,3182;PD4553,3151;PD4527,3124;PD4505,3135;PD4489,3148;PD4477,3162;PD4470,3178;PD4471,3195;PD4479,3212;PD4489,3226;PD4515,3247;PD4530,3252;PD4545,3253;PD4560,3250;PD4574,3242;PD4574,3242;PU4470,3264;PD4484,3252;PD4493,3238;PD4498,3224;PD4499,3210;PD4490,3180;PD4471,3151;PD4455,3143;PD4438,3143;PD4419,3148;PD4401,3158;PD4384,3170;PD4372,3185;PD4366,3200;PD4367,3218;PD4374,3234;PD4385,3249;PD4411,3269;PD4426,3274;PD4441,3275;PD4456,3272;PD4470,3264;PD4470,3264;PU4511,3159;PD4520,3142;PD4524,3125;PD4510,3109;PD4484,3089;PD4454,3071;PD4428,3063;PD4412,3079;PD4400,3096;PD4393,3114;PD4392,3131;PD4398,3147;PD4410,3160;PD4425,3171;PD4456,3182;PD4472,3182;PD4486,3178;PD4500,3171;PD4511,3159;PD4511,3159;PU4433,3115;PD4445,3091;PD4447,3069;PD4411,3052;PD4376,3039;PD4348,3033;PD4334,3035;PD4322,3052;PD4315,3069;PD4314,3086;PD4320,3102;PD4333,3116;PD4347,3126;PD4378,3137;PD4394,3138;PD4409,3134;PD4422,3126;PD4433,3115;PD4433,3115;PU4404,3199;PD4413,3183;PD4418,3167;PD4418,3152;PD4414,3138;PD4397,3112;PD4369,3091;PD4352,3089;PD4336,3093;PD4320,3104;PD4305,3119;PD4294,3136;PD4287,3154;PD4286,3171;PD4291,3187;PD4304,3200;PD4318,3211;PD4349,3222;PD4365,3222;PD4380,3218;PD4393,3211;PD4404,3199;PD4404,3199;PU4283,3294;PD4298,3284;PD4309,3272;PD4316,3259;PD4319,3245;PD4316,3214;PD4301,3182;PD4286,3173;PD4269,3169;PD4250,3172;PD4230,3179;PD4212,3189;PD4198,3201;PD4190,3216;PD4188,3233;PD4193,3250;PD4201,3266;PD4224,3290;PD4238,3297;PD4253,3301;PD4268,3300;PD4283,3294;PD4283,3294;PU4320,3211;PD4330,3195;PD4335,3180;PD4335,3165;PD4332,3151;PD4316,3124;PD4289,3102;PD4272,3099;PD4255,3103;PD4239,3113;PD4224,3128;PD4212,3145;PD4204,3162;PD4203,3179;PD4208,3195;PD4220,3209;PD4234,3220;PD4265,3232;PD4281,3233;PD4295,3229;PD4309,3222;PD4320,3211;PD4320,3211;PU4349,3105;PD4355,3082;PD4354,3062;PD4346,3044;PD4332,3028;PD4305,3020;PD4279,3018;PD4255,3026;PD4245,3035;PD4236,3048;PD4228,3067;PD4225,3086;PD4227,3103;PD4236,3117;PD4251,3128;PD4268,3135;PD4300,3139;PD4316,3136;PD4329,3129;PD4341,3119;PD4349,3105;PD4349,3105;PU3786,3539;PD3799,3526;PD3808,3512;PD3812,3498;PD3813,3484;PD3803,3454;PD3783,3425;PD3767,3419;PD3750,3419;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524;PU3744,3467;PD3760,3456;PD3771,3445;PD3778,3432;PD3781,3417;PD3778,3387;PD3763,3355;PD3749,3345;PD3732,3342;PD3713,3344;PD3693,3350;PD3675,3360;PD3660,3373;PD3652,3387;PD3649,3404;PD3654,3422;PD3662,3438;PD3685,3462;PD3699,3469;PD3714,3473;PD3729,3472;PD3744,3467;PD3744,3467;PU3891,3385;PD3904,3372;PD3913,3358;PD3917,3344;PD3917,3330;PD3908,3300;PD3887,3272;PD3871,3265;PD3853,3265;PD3835,3271;PD3817,3282;PD3801,3295;PD3790,3310;PD3784,3326;PD3786,3343;PD3794,3360;PD3805,3374;PD3832,3393;PD3847,3397;PD3863,3397;PD3877,3394;PD3891,3385;PD3891,3385;PU4018,3252;PD4026,3235;PD4029,3219;PD4028,3205;PD4024,3191;PD4005,3166;PD3975,3147;PD3958,3146;PD3942,3152;PD3927,3164;PD3914,3180;PD3903,3198;PD3898,3216;PD3898,3233;PD3905,3248;PD3918,3261;PD3933,3270;PD3965,3279;PD3981,3278;PD3995,3273;PD4008,3264;PD4018,3252;PD4018,3252;PU4115,3126;PD4121,3109;PD4122,3093;PD4119,3078;PD4113,3065;PD4092,3043;PD4060,3027;PD4043,3028;PD4027,3036;PD4014,3049;PD4002,3067;PD3994,3086;PD3991,3104;PD3993,3121;PD4002,3136;PD4016,3147;PD4033,3154;PD4065,3159;PD4081,3156;PD4095,3150;PD4106,3140;PD4115,3126;PD4115,3126;PU4106,3026;PD4106,3004;PD4101,2986;PD4083,2981;PD4050,2976;PD4014,2975;PD3984,2979;PD3982,2989;PD3981,2999;PD3979,3020;PD3980,3039;PD3987,3054;PD3999,3066;PD4016,3073;PD4034,3075;PD4067,3071;PD4081,3065;PD4092,3055;PD4101,3042;PD4106,3026;PD4106,3026;PU3375,3509;PD3393,3505;PD3407,3497;PD3417,3486;PD3425,3474;PD3430,3443;PD3426,3408;PD3415,3394;PD3400,3386;PD3381,3382;PD3360,3383;PD3337,3387;PD3314,3396;PD3296,3408;PD3286,3424;PD3286,3443;PD3289,3460;PD3296,3475;PD3306,3489;PD3320,3499;PD3336,3506;PD3354,3510;PD3375,3509;PD3375,3509;PU3654,3467;PD3670,3459;PD3683,3449;PD3691,3436;PD3696,3423;PD3697,3392;PD3686,3358;PD3673,3347;PD3657,3341;PD3638,3341;PD3617,3345;PD3598,3353;PD3582,3364;PD3572,3377;PD3567,3394;PD3570,3412;PD3576,3428;PD3596,3455;PD3609,3464;PD3623,3469;PD3638,3471;PD3654,3467;PD3654,3467;PU3816,3399;PD3828,3385;PD3836,3371;PD3840,3357;PD3840,3342;PD3829,3313;PD3807,3286;PD3791,3280;PD3773,3281;PD3755,3287;PD3738,3299;PD3723,3313;PD3712,3328;PD3707,3344;PD3709,3361;PD3718,3377;PD3730,3391;PD3758,3408;PD3773,3412;PD3788,3412;PD3803,3408;PD3816,3399;PD3816,3399;PU3932,3293;PD3942,3278;PD3948,3263;PD3949,3248;PD3947,3234;PD3932,3207;PD3905,3183;PD3889,3180;PD3872,3183;PD3855,3192;PD3839,3206;PD3826,3223;PD3818,3239;PD3816,3256;PD3820,3273;PD3832,3287;PD3845,3299;PD3876,3312;PD3891,3313;PD3906,3311;PD3920,3304;PD3932,3293;PD3932,3293;PU4030,3149;PD4035,3131;PD4036,3115;PD4033,3101;PD4026,3088;PD4004,3066;PD3971,3052;PD3954,3054;PD3939,3062;PD3926,3076;PD3916,3094;PD3908,3114;PD3906,3132;PD3908,3149;PD3918,3163;PD3933,3173;PD3949,3180;PD3982,3184;PD3998,3180;PD4011,3173;PD4022,3163;PD4030,3149;PD4030,3149;PU3292,3446;PD3310,3444;PD3325,3438;PD3338,3430;PD3347,3418;PD3358,3389;PD3359,3354;PD3350,3339;PD3337,3329;PD3319,3322;PD3298,3319;PD3277,3320;PD3259,3325;PD3245,3334;PD3235,3348;PD3232,3366;PD3232,3384;PD3241,3415;PD3250,3428;PD3262,3438;PD3276,3444;PD3292,3446;PD3292,3446;PU3512,3496;PD3530,3489;PD3543,3480;PD3553,3469;PD3559,3456;PD3563,3425;PD3555,3391;PD3544,3378;PD3528,3371;PD3509,3369;PD3488,3371;PD3468,3377;PD3452,3386;PD3440,3398;PD3434,3414;PD3435,3432;PD3439,3450;PD3456,3478;PD3468,3488;PD3481,3495;PD3496,3498;PD3512,3496;PD3512,3496;PU3423,3439;PD3441,3437;PD3456,3432;PD3468,3423;PD3477,3412;PD3488,3383;PD3489,3347;PD3481,3332;PD3467,3322;PD3449,3315;PD3428,3312;PD3408,3313;PD3390,3318;PD3375,3327;PD3366,3341;PD3362,3359;PD3362,3377;PD3372,3409;PD3381,3421;PD3393,3431;PD3407,3437;PD3423,3439;PD3423,3439;PU3561,3426;PD3579,3422;PD3593,3415;PD3605,3406;PD3613,3393;PD3621,3364;PD3619,3328;PD3610,3314;PD3595,3305;PD3577,3300;PD3556,3299;PD3535,3301;PD3517,3308;PD3504,3318;PD3496,3333;PD3494,3351;PD3495,3369;PD3508,3400;PD3518,3412;PD3530,3420;PD3545,3425;PD3561,3426;PD3561,3426;PU3853,3292;PD3860,3276;PD3863,3260;PD3862,3245;PD3857,3231;PD3838,3207;PD3808,3188;PD3791,3187;PD3775,3194;PD3760,3206;PD3747,3222;PD3737,3240;PD3732,3258;PD3732,3275;PD3739,3291;PD3753,3303;PD3768,3312;PD3800,3320;PD3816,3319;PD3830,3314;PD3843,3305;PD3853,3292;PD3853,3292;PU4014,3045;PD4014,3027;PD4010,3011;PD4003,2998;PD3993,2988;PD3965,2974;PD3930,2969;PD3914,2976;PD3902,2988;PD3894,3005;PD3889,3026;PD3887,3046;PD3890,3065;PD3897,3080;PD3910,3091;PD3928,3097;PD3946,3098;PD3978,3092;PD3992,3085;PD4003,3074;PD4010,3061;PD4014,3045;PD4014,3045;PU3945,3193;PD3952,3176;PD3955,3160;PD3954,3145;PD3949,3132;PD3930,3108;PD3900,3089;PD3883,3088;PD3867,3094;PD3852,3106;PD3839,3123;PD3829,3141;PD3824,3159;PD3824,3176;PD3831,3191;PD3845,3204;PD3861,3213;PD3893,3221;PD3908,3219;PD3923,3214;PD3935,3206;PD3945,3193;PD3945,3193;PU3700,3395;PD3717,3388;PD3730,3379;PD3740,3368;PD3746,3354;PD3749,3324;PD3741,3289;PD3729,3277;PD3713,3270;PD3694,3268;PD3674,3271;PD3654,3276;PD3637,3286;PD3626,3298;PD3620,3314;PD3621,3333;PD3626,3350;PD3643,3378;PD3655,3388;PD3669,3395;PD3684,3397;PD3700,3395;PD3700,3395;PU4121,3386;PD4159,3393;PD4193,3409;PD4196,3413;PD4196,3417;PD4193,3419;PD4187,3418;PD4156,3404;PD4119,3397;PD4078,3398;PD4033,3404;PD3985,3416;PD3935,3432;PD3831,3473;PD3725,3523;PD3625,3573;PD3535,3616;PD3462,3646;PD3458,3635;PD3530,3606;PD3620,3563;PD3720,3513;PD3826,3463;PD3931,3421;PD3982,3404;PD4031,3393;PD4078,3386;PD4121,3386;PD4121,3386;PU2467,3714;PD2512,3745;PD2546,3776;PD2561,3794;PD2570,3811;PD2575,3829;PD2573,3847;PD2554,3868;PD2527,3885;PD2496,3902;PD2463,3922;PD2426,3952;PD2396,3980;PD2371,4001;PD2350,4012;PD2308,4013;PD2289,4009;PD2271,4002;PD2256,3991;PD2243,3978;PD2234,3961;PD2229,3941;PD2223,3913;PD2214,3889;PD2199,3867;PD2175,3846;PD2145,3830;PD2113,3819;PD2079,3813;PD2045,3812;PD2009,3817;PD1981,3830;PD1961,3850;PD1945,3878;PD1967,3869;PD1987,3865;PD2006,3866;PD2027,3871;PD2027,3890;PD2031,3905;PD2037,3917;PD2047,3925;PD2071,3934;PD2098,3934;PD2103,3937;PD2107,3944;PD2110,3958;PD2109,3970;PD2105,3981;PD2081,3983;PD2060,3974;PD2041,3962;PD2022,3949;PD2001,3940;PD1961,3936;PD1921,3944;PD1895,3955;PD1872,3970;PD1852,3989;PD1837,4011;PD1826,4036;PD1820,4063;PD1822,4091;PD1830,4118;PD1843,4077;PD1852,4062;PD1869,4052;PD1884,4071;PD1901,4080;PD1917,4083;PD1934,4080;PD1960,4066;PD1972,4054;PD1978,4052;PD1989,4050;PD2004,4057;PD2017,4069;PD2041,4095;PD2058,4105;PD2075,4110;PD2094,4111;PD2084,4125;PD2060,4135;PD2036,4131;PD2016,4128;PD1997,4129;PD1976,4135;PD1956,4145;PD1938,4159;PD1925,4177;PD1911,4209;PD1906,4239;PD1907,4268;PD1913,4293;PD1930,4331;PD1939,4345;PD1940,4287;PD1945,4270;PD1952,4259;PD1973,4262;PD1992,4261;PD2022,4251;PD2042,4234;PD2053,4215;PD2091,4231;PD2127,4241;PD2147,4241;PD2166,4238;PD2187,4236;PD2209,4240;PD2268,4265;PD2301,4277;PD2332,4285;PD2360,4286;PD2388,4285;PD2451,4271;PD2487,4291;PD2523,4304;PD2560,4310;PD2602,4310;PD2617,4325;PD2622,4342;PD2620,4378;PD2643,4356;PD2659,4329;PD2662,4315;PD2659,4300;PD2651,4286;PD2635,4272;PD2629,4246;PD2619,4226;PD2606,4210;PD2590,4199;PD2570,4191;PD2548,4186;PD2497,4182;PD2491,4175;PD2485,4163;PD2488,4150;PD2495,4139;PD2522,4111;PD2554,4086;PD2627,4042;PD2707,4002;PD2782,3959;PD2834,3931;PD2858,3915;PD2877,3895;PD2889,3869;PD2896,3840;PD2898,3811;PD2897,3782;PD2888,3732;PD2870,3689;PD2844,3650;PD2811,3617;PD2773,3587;PD2731,3561;PD2638,3516;PD2467,3714;PU2230,3933;PD2202,3947;PD2190,3956;PD2182,3967;PD2180,3981;PD2184,3994;PD2193,4002;PD2204,4001;PD2221,3985;PD2246,3978;PU2218,3896;PD2192,3912;PD2181,3923;PD2174,3934;PD2172,3944;PD2174,3954;PD2186,3967;PU2194,3864;PD2174,3881;PD2162,3901;PD2161,3911;PD2164,3921;PD2177,3933;PU2162,3841;PD2150,3856;PD2143,3871;PD2143,3882;PD2147,3891;PD2162,3902;PU2131,3823;PD2124,3837;PD2120,3849;PD2122,3860;PD2127,3868;PD2143,3877;PU2206,4000;PD2205,4015;PD2211,4028;PD2222,4036;PD2237,4035;PD2241,4024;PD2249,4016;PD2272,4004;PU2237,4033;PD2242,4047;PD2254,4057;PD2269,4060;PD2282,4053;PD2287,4030;PD2299,4013;PU2282,4055;PD2290,4065;PD2299,4071;PD2319,4072;PD2335,4062;PD2338,4055;PD2338,4046;PD2326,4031;PD2320,4015;PU2339,4049;PD2353,4054;PD2367,4051;PD2377,4043;PD2380,4028;PD2368,4017;PD2362,4001;PU2383,4030;PD2397,4032;PD2410,4027;PD2419,4016;PD2418,4001;PD2405,3993;PD2395,3979;PU2416,4001;PD2430,4002;PD2444,3997;PD2452,3987;PD2452,3972;PD2438,3963;PD2429,3949;PU2451,3971;PD2465,3973;PD2478,3968;PD2487,3957;PD2487,3942;PD2473,3934;PD2464,3920;PU2488,3943;PD2503,3945;PD2516,3940;PD2524,3929;PD2524,3914;PD2513,3908;PD2505,3899;PU2523,3914;PD2537,3915;PD2551,3910;PD2559,3900;PD2559,3885;PD2544,3875;PU2562,3886;PD2576,3887;PD2589,3882;PD2598,3872;PD2598,3857;PD2586,3850;PD2577,3840;PD2574,3834;PU2566,3813;PD2586,3825;PD2604,3832;PD2622,3834;PD2638,3830;PD2650,3822;PD2659,3810;PD2662,3794;PD2660,3774;PU2618,3751;PD2638,3764;PD2657,3771;PD2674,3773;PD2690,3769;PD2702,3761;PD2711,3749;PD2714,3732;PD2712,3713;PU2667,3695;PD2688,3708;PD2709,3714;PD2729,3715;PD2746,3710;PD2760,3699;PD2767,3684;PD2768,3664;PD2759,3640;PU2597,3871;PD2615,3874;PD2631,3873;PD2644,3869;PD2655,3860;PD2662,3850;PD2665,3838;PD2664,3825;PD2658,3813;PU2657,3814;PD2676,3818;PD2693,3816;PD2706,3809;PD2716,3799;PD2722,3787;PD2724,3773;PD2722,3759;PD2715,3747;PU2716,3747;PD2736,3750;PD2753,3747;PD2767,3740;PD2777,3728;PD2783,3714;PD2784,3699;PD2780,3685;PD2772,3672;PU2510,3942;PD2525,3961;PD2540,3975;PD2555,3987;PD2571,3994;PD2588,3994;PD2601,3987;PD2609,3975;PD2611,3963;PD2608,3951;PD2596,3934;PD2579,3919;PD2557,3904;PU2607,3949;PD2623,3955;PD2640,3955;PD2654,3949;PD2662,3936;PD2664,3924;PD2661,3912;PD2644,3891;PD2622,3874;PU2456,3976;PD2471,3995;PD2486,4010;PD2501,4021;PD2517,4028;PD2534,4028;PD2547,4021;PD2555,4009;PD2557,3997;PD2554,3985;PU2417,4018;PD2434,4040;PD2455,4059;PD2470,4067;PD2487,4069;PD2501,4063;PD2510,4051;PD2513,4039;PD2511,4027;PU2367,4050;PD2379,4068;PD2392,4083;PD2406,4095;PD2421,4103;PD2438,4104;PD2452,4098;PD2461,4087;PD2464,4075;PD2462,4062;PU2309,4071;PD2324,4094;PD2338,4112;PD2352,4126;PD2368,4134;PD2385,4135;PD2398,4129;PD2407,4118;PD2410,4106;PD2408,4094;PU2062,3974;PD2072,4003;PD2079,4017;PD2089,4026;PD2102,4031;PD2116,4028;PD2125,4020;PD2126,4009;PD2115,3996;PD2109,3979;PU2019,3949;PD2020,3979;PD2024,3994;PD2030,4006;PD2042,4014;PD2056,4015;PD2066,4010;PD2071,4000;PU1969,3937;PD1971,3963;PD1980,3984;PD1992,3992;PD2005,3993;PD2016,3988;PD2021,3978;PU1921,3942;PD1925,3958;PD1931,3971;PD1943,3979;PD1957,3980;PD1968,3975;PD1972,3965;PU2453,4270;PD2438,4248;PD2420,4233;PD2406,4232;PD2393,4237;PD2386,4246;PD2387,4257;PD2401,4268;PD2410,4284;PU2385,4245;PD2370,4243;PD2358,4248;PD2351,4258;PD2352,4269;PD2369,4284;PU2349,4252;PD2335,4251;PD2322,4256;PD2315,4268;PD2318,4283;PU2419,4233;PD2405,4210;PD2387,4196;PD2373,4194;PD2360,4199;PD2353,4209;PD2354,4220;PD2368,4231;PD2377,4246;PU2352,4218;PD2337,4217;PD2325,4222;PD2317,4231;PD2319,4242;PD2331,4252;PU2366,4198;PD2353,4180;PD2338,4169;PD2324,4167;PD2311,4173;PD2304,4182;PD2305,4193;PD2319,4204;PD2328,4219;PU2338,4168;PD2323,4152;PD2307,4142;PD2292,4142;PD2281,4148;PD2274,4159;PD2277,4169;PD2291,4176;PD2302,4188;PU1951,4236;PD1974,4236;PD1998,4231;PD2020,4217;PD2042,4187;PD2080,4200;PD2119,4209;PD2158,4211;PD2177,4207;PD2196,4201;PD2264,4235;PD2297,4247;PD2331,4252;PU2435,4244;PD2455,4248;PD2466,4248;PD2481,4244;PD2491,4255;PD2508,4271;PD2540,4284;PD2567,4289;PD2592,4289;PU1879,4034;PD1892,4044;PD1904,4052;PD1916,4056;PD1934,4051;PD1951,4039;PD1968,4027;PD1986,4020;PD2009,4025;PD2030,4037;PD2041,4047;PD2051,4059;PD2060,4071;PD2072,4081;PD2104,4092;PD2124,4097;PD2120,4106;PD2112,4111;PD2094,4112;PU2051,3867;PD2053,3881;PD2056,3892;PD2061,3900;PD2076,3905;PD2094,3904;PD2112,3904;PD2126,3910;PD2130,3921;PD2130,3933;PD2128,3946;PD2129,3959;PD2136,3971;PD2145,3982;PD2154,3993;PD2160,4006;PD2161,4026;PD2159,4036;PD2154,4044;PD2145,4050;PD2135,4052;PD2113,4050;PD2107,4045;PD2103,4038;PD2099,4028;PU2102,3817;PD2045,3812;PD2009,3817;PD1981,3830;PD1961,3850;PD1945,3878;PD1967,3869;PD1987,3865;PD2006,3866;PD2027,3871;PD2061,3867;PD2086,3857;PD2095,3850;PD2100,3841;PD2103,3830;PD2102,3817;PD2102,3817;PU1880,3964;PD1855,3986;PD1837,4011;PD1826,4036;PD1820,4063;PD1822,4091;PD1830,4118;PD1843,4077;PD1852,4062;PD1869,4052;PD1890,4020;PD1899,3995;PD1899,3986;PD1896,3977;PD1880,3964;PD1880,3964;PU1912,4206;PD1906,4233;PD1906,4259;PD1910,4283;PD1917,4303;PD1932,4334;PD1939,4345;PD1940,4287;PD1945,4270;PD1952,4259;PD1963,4238;PD1965,4219;PD1962,4204;PD1954,4192;PD1944,4185;PD1932,4185;PD1921,4192;PD1912,4206;PD1912,4206;PU2602,4310;PD2617,4325;PD2622,4342;PD2620,4378;PD2643,4356;PD2659,4329;PD2662,4315;PD2659,4300;PD2651,4286;PD2635,4272;PD2625,4235;PD2606,4210;PD2595,4212;PD2585,4218;PD2577,4227;PD2573,4239;PD2573,4254;PD2577,4270;PD2586,4289;PD2602,4310;PD2602,4310;PU2822,3680;PD2806,3670;PD2794,3659;PD2786,3647;PD2782,3633;PD2783,3602;PD2796,3569;PD2809,3558;PD2826,3554;PD2845,3555;PD2866,3560;PD2884,3569;PD2899,3580;PD2909,3594;PD2912,3611;PD2909,3629;PD2902,3645;PD2880,3671;PD2867,3679;PD2853,3684;PD2837,3684;PD2822,3680;PD2822,3680;PU2653,3667;PD2697,3684;PD2719,3687;PD2744,3684;PD2748,3649;PD2744,3621;PD2731,3595;PD2706,3568;PD2655,3589;PD2653,3667;PU2592,3724;PD2637,3737;PD2659,3738;PD2684,3734;PD2685,3698;PD2679,3670;PD2663,3646;PD2637,3621;PD2587,3646;PD2592,3724;PU2550,3790;PD2596,3797;PD2618,3795;PD2642,3787;PD2638,3752;PD2628,3725;PD2610,3703;PD2580,3682;PD2534,3714;PD2550,3790;PU2468,3769;PD2578,3832;PD2586,3811;PD2588,3792;PD2585,3774;PD2578,3758;PD2566,3745;PD2550,3734;PD2530,3726;PD2507,3721;PD2468,3769;PU2669,3667;PD2658,3682;PD2645,3692;PD2632,3698;PD2617,3701;PD2587,3696;PD2556,3679;PD2547,3664;PD2545,3647;PD2548,3628;PD2556,3609;PD2567,3591;PD2580,3578;PD2595,3570;PD2612,3569;PD2629,3575;PD2645,3584;PD2667,3608;PD2674,3622;PD2676,3637;PD2675,3652;PD2669,3667;PD2669,3667;PU2591,3732;PD2580,3747;PD2567,3757;PD2554,3763;PD2539,3766;PD2509,3760;PD2478,3744;PD2469,3729;PD2467,3712;PD2470,3693;PD2478,3674;PD2489,3656;PD2502,3643;PD2517,3635;PD2534,3633;PD2551,3640;PD2567,3648;PD2589,3673;PD2596,3687;PD2598,3702;PD2597,3717;PD2591,3732;PD2591,3732;PU2569,3634;PD2558,3649;PD2546,3659;PD2533,3665;PD2518,3668;PD2488,3663;PD2457,3646;PD2448,3631;PD2445,3614;PD2449,3595;PD2456,3576;PD2467,3558;PD2481,3545;PD2496,3537;PD2513,3536;PD2530,3542;PD2545,3551;PD2568,3575;PD2575,3589;PD2577,3604;PD2576,3619;PD2569,3634;PD2569,3634;PU2499,3757;PD2484,3776;PD2435,3772;PD2379,3758;PD2376,3745;PD2376,3730;PD2386,3699;PD2397,3681;PD2410,3668;PD2426,3660;PD2443,3659;PD2460,3665;PD2475,3674;PD2498,3698;PD2505,3712;PD2507,3727;PD2506,3742;PD2499,3757;PD2499,3757;PU2481,3678;PD2470,3692;PD2457,3703;PD2444,3709;PD2430,3711;PD2399,3706;PD2368,3690;PD2359,3675;PD2357,3658;PD2360,3639;PD2368,3619;PD2379,3602;PD2392,3588;PD2407,3581;PD2424,3579;PD2441,3585;PD2457,3594;PD2480,3618;PD2486,3633;PD2489,3648;PD2487,3663;PD2481,3678;PD2481,3678;PU2409,3704;PD2402,3721;PD2392,3734;PD2381,3743;PD2368,3749;PD2337,3752;PD2302,3743;PD2290,3731;PD2284,3715;PD2282,3696;PD2285,3675;PD2291,3656;PD2301,3639;PD2313,3628;PD2329,3622;PD2348,3624;PD2365,3629;PD2393,3647;PD2403,3659;PD2409,3673;PD2411,3688;PD2409,3704;PD2409,3704;PU2477,3605;PD2465,3619;PD2452,3629;PD2438,3634;PD2424,3636;PD2393,3630;PD2363,3611;PD2355,3596;PD2354,3579;PD2358,3560;PD2367,3541;PD2378,3524;PD2392,3511;PD2408,3504;PD2425,3504;PD2442,3511;PD2457,3521;PD2478,3546;PD2484,3560;PD2486,3575;PD2484,3590;PD2477,3605;PD2477,3605;PU2371,3632;PD2359,3646;PD2346,3655;PD2332,3661;PD2318,3663;PD2288,3656;PD2257,3638;PD2249,3623;PD2248,3605;PD2252,3587;PD2261,3568;PD2273,3551;PD2286,3538;PD2302,3531;PD2319,3530;PD2336,3537;PD2351,3547;PD2372,3572;PD2378,3587;PD2380,3602;PD2378,3617;PD2371,3632;PD2371,3632;PU2308,3688;PD2301,3705;PD2292,3718;PD2280,3727;PD2267,3733;PD2236,3736;PD2202,3728;PD2190,3715;PD2183,3699;PD2182,3680;PD2184,3660;PD2191,3640;PD2200,3624;PD2213,3612;PD2229,3607;PD2247,3608;PD2264,3613;PD2292,3631;PD2302,3643;PD2308,3657;PD2311,3672;PD2308,3688;PD2308,3688;PU2385,3539;PD2375,3555;PD2363,3565;PD2350,3572;PD2335,3575;PD2305,3571;PD2273,3556;PD2264,3542;PD2261,3525;PD2263,3506;PD2270,3486;PD2280,3468;PD2293,3454;PD2308,3446;PD2325,3443;PD2342,3449;PD2358,3457;PD2382,3480;PD2389,3494;PD2392,3509;PD2391,3524;PD2385,3539;PD2385,3539;PU2278,3608;PD2268,3623;PD2256,3634;PD2243,3641;PD2228,3644;PD2198,3640;PD2166,3625;PD2157,3610;PD2153,3593;PD2156,3574;PD2163,3555;PD2173,3537;PD2186,3523;PD2200,3514;PD2217,3512;PD2235,3518;PD2251,3526;PD2274,3549;PD2282,3563;PD2285,3578;PD2284,3593;PD2278,3608;PD2278,3608;PU2209,3686;PD2199,3701;PD2187,3712;PD2174,3719;PD2160,3722;PD2129,3718;PD2097,3703;PD2088,3688;PD2085,3671;PD2087,3652;PD2094,3633;PD2104,3615;PD2117,3601;PD2132,3592;PD2149,3590;PD2166,3596;PD2182,3604;PD2206,3627;PD2213,3641;PD2216,3656;PD2215,3671;PD2209,3686;PD2209,3686;PU2278,3517;PD2266,3531;PD2253,3540;PD2239,3545;PD2225,3547;PD2195,3539;PD2165,3520;PD2157,3505;PD2156,3488;PD2161,3469;PD2170,3450;PD2183,3434;PD2197,3421;PD2212,3415;PD2229,3415;PD2246,3422;PD2261,3432;PD2282,3458;PD2287,3473;PD2289,3488;PD2286,3503;PD2278,3517;PD2278,3517;PU2180,3589;PD2168,3603;PD2155,3612;PD2141,3617;PD2126,3619;PD2096,3611;PD2066,3592;PD2059,3577;PD2058,3560;PD2062,3541;PD2072,3522;PD2084,3505;PD2098,3493;PD2114,3486;PD2131,3486;PD2148,3494;PD2162,3504;PD2183,3530;PD2188,3544;PD2190,3559;PD2187,3574;PD2180,3589;PD2180,3589;PU2108,3667;PD2096,3681;PD2083,3691;PD2069,3696;PD2054,3697;PD2024,3690;PD1994,3671;PD1987,3655;PD1986,3638;PD1990,3620;PD2000,3601;PD2012,3584;PD2026,3572;PD2042,3565;PD2059,3565;PD2076,3572;PD2090,3582;PD2111,3608;PD2117,3623;PD2118,3638;PD2115,3653;PD2108,3667;PD2108,3667;PU2243,3433;PD2231,3447;PD2217,3456;PD2203,3462;PD2189,3463;PD2159,3456;PD2129,3437;PD2121,3421;PD2120,3404;PD2125,3385;PD2134,3367;PD2147,3350;PD2161,3338;PD2176,3331;PD2193,3331;PD2210,3338;PD2225,3348;PD2246,3374;PD2251,3389;PD2253,3404;PD2250,3419;PD2243,3433;PD2243,3433;PU2159,3493;PD2147,3507;PD2134,3516;PD2120,3521;PD2105,3523;PD2075,3515;PD2045,3497;PD2038,3481;PD2037,3464;PD2041,3445;PD2051,3427;PD2063,3410;PD2077,3397;PD2093,3391;PD2110,3391;PD2127,3398;PD2141,3408;PD2162,3434;PD2167,3449;PD2169,3464;PD2166,3479;PD2159,3493;PD2159,3493;PU2084,3547;PD2072,3561;PD2059,3570;PD2045,3575;PD2030,3577;PD2000,3569;PD1971,3550;PD1963,3535;PD1962,3518;PD1966,3499;PD1976,3480;PD1988,3464;PD2002,3451;PD2018,3445;PD2035,3445;PD2052,3452;PD2066,3462;PD2087,3488;PD2093,3502;PD2094,3518;PD2091,3533;PD2084,3547;PD2084,3547;PU2009,3636;PD1997,3650;PD1984,3659;PD1970,3664;PD1956,3666;PD1926,3658;PD1896,3639;PD1888,3624;PD1887,3607;PD1892,3588;PD1901,3569;PD1913,3553;PD1927,3540;PD1943,3534;PD1960,3534;PD1977,3541;PD1992,3551;PD2013,3577;PD2018,3591;PD2019,3607;PD2017,3622;PD2009,3636;PD2009,3636;PU2144,3403;PD2129,3414;PD2114,3420;PD2100,3422;PD2085,3421;PD2057,3407;PD2032,3382;PD2028,3365;PD2031,3348;PD2039,3331;PD2052,3315;PD2068,3301;PD2084,3292;PD2101,3289;PD2118,3292;PD2133,3303;PD2145,3316;PD2160,3346;PD2162,3361;PD2160,3376;PD2154,3390;PD2144,3403;PD2144,3403;PU2054,3466;PD2039,3477;PD2025,3483;PD2010,3485;PD1995,3483;PD1968,3470;PD1942,3445;PD1938,3428;PD1941,3411;PD1949,3394;PD1962,3378;PD1978,3364;PD1994,3355;PD2011,3352;PD2028,3355;PD2043,3366;PD2055,3379;PD2070,3409;PD2072,3424;PD2070,3439;PD2064,3453;PD2054,3466;PD2054,3466;PU1982,3535;PD1968,3545;PD1953,3552;PD1938,3554;PD1924,3552;PD1896,3539;PD1871,3514;PD1866,3497;PD1869,3480;PD1878,3463;PD1891,3446;PD1906,3433;PD1923,3424;PD1939,3420;PD1956,3424;PD1971,3435;PD1983,3448;PD1998,3477;PD2000,3493;PD1998,3508;PD1993,3522;PD1982,3535;PD1982,3535;PU1917,3610;PD1903,3620;PD1888,3627;PD1873,3629;PD1859,3627;PD1831,3614;PD1806,3589;PD1802,3572;PD1804,3555;PD1813,3538;PD1826,3521;PD1841,3508;PD1858,3499;PD1874,3495;PD1891,3499;PD1906,3510;PD1918,3523;PD1933,3552;PD1935,3568;PD1934,3583;PD1928,3597;PD1917,3610;PD1917,3610;PU1821,3597;PD1814,3600;PD1786,3586;PD1756,3566;PD1714,3528;PD1729,3509;PD1745,3496;PD1761,3486;PD1778,3483;PD1794,3487;PD1809,3498;PD1822,3511;PD1836,3540;PD1839,3556;PD1837,3571;PD1831,3585;PD1821,3597;PD1821,3597;PU2045,3358;PD2030,3369;PD2016,3375;PD2001,3377;PD1986,3376;PD1959,3362;PD1934,3337;PD1929,3321;PD1932,3303;PD1940,3286;PD1953,3270;PD1969,3256;PD1985,3247;PD2002,3244;PD2019,3247;PD2034,3258;PD2046,3271;PD2061,3301;PD2063,3316;PD2061,3331;PD2055,3345;PD2045,3358;PD2045,3358;PU1958,3433;PD1944,3444;PD1929,3450;PD1914,3452;PD1900,3450;PD1872,3437;PD1847,3412;PD1843,3395;PD1845,3378;PD1854,3361;PD1867,3345;PD1882,3331;PD1899,3322;PD1915,3319;PD1932,3322;PD1947,3333;PD1959,3346;PD1974,3376;PD1976,3391;PD1974,3406;PD1969,3420;PD1958,3433;PD1958,3433;PU1890,3517;PD1875,3527;PD1860,3534;PD1845,3536;PD1831,3534;PD1803,3521;PD1778,3496;PD1774,3479;PD1776,3462;PD1785,3445;PD1798,3429;PD1813,3415;PD1830,3406;PD1847,3402;PD1863,3406;PD1878,3417;PD1890,3430;PD1905,3459;PD1907,3475;PD1906,3490;PD1900,3504;PD1890,3517;PD1890,3517;PU1788,3508;PD1773,3520;PD1758,3528;PD1742,3531;PD1727,3531;PD1712,3527;PD1698,3519;PD1684,3507;PD1672,3491;PD1668,3474;PD1673,3455;PD1682,3437;PD1696,3420;PD1712,3406;PD1728,3397;PD1745,3393;PD1762,3397;PD1776,3408;PD1789,3421;PD1803,3450;PD1806,3466;PD1804,3481;PD1798,3495;PD1788,3508;PD1788,3508;PU1642,3371;PD1616,3364;PD1607,3335;PD1606,3297;PD1609,3263;PD1615,3248;PD1624,3227;PD1630,3221;PD1638,3219;PD1661,3226;PD1682,3241;PD1698,3260;PD1708,3279;PD1710,3297;PD1708,3315;PD1696,3345;PD1685,3357;PD1673,3366;PD1659,3371;PD1642,3371;PD1642,3371;PU1665,3487;PD1642,3455;PD1627,3420;PD1619,3391;PD1618,3373;PD1641,3362;PD1670,3360;PD1691,3362;PD1709,3368;PD1722,3379;PD1730,3394;PD1732,3412;PD1730,3430;PD1718,3461;PD1708,3472;PD1695,3481;PD1681,3486;PD1665,3487;PD1665,3487;PU1871,3427;PD1857,3437;PD1842,3444;PD1827,3446;PD1813,3444;PD1785,3431;PD1760,3406;PD1756,3389;PD1758,3372;PD1767,3355;PD1780,3339;PD1795,3325;PD1812,3316;PD1828,3312;PD1845,3316;PD1860,3327;PD1872,3340;PD1887,3369;PD1889,3385;PD1888,3400;PD1882,3414;PD1871,3427;PD1871,3427;PU1957,3348;PD1943,3359;PD1928,3365;PD1913,3367;PD1899,3365;PD1871,3352;PD1846,3327;PD1842,3310;PD1844,3293;PD1853,3276;PD1866,3260;PD1881,3246;PD1898,3237;PD1914,3234;PD1931,3237;PD1946,3248;PD1958,3261;PD1973,3291;PD1975,3306;PD1974,3321;PD1968,3335;PD1957,3348;PD1957,3348;PU1747,3407;PD1729,3404;PD1714,3397;PD1703,3387;PD1695,3375;PD1687,3345;PD1689,3310;PD1698,3296;PD1713,3286;PD1732,3281;PD1752,3280;PD1773,3283;PD1791,3289;PD1804,3300;PD1812,3315;PD1814,3333;PD1812,3351;PD1800,3382;PD1790,3393;PD1777,3402;PD1763,3407;PD1747,3407;PD1747,3407;PU1678,3315;PD1664,3303;PD1655,3289;PD1650,3275;PD1649,3261;PD1658,3231;PD1677,3202;PD1693,3194;PD1710,3194;PD1729,3199;PD1747,3209;PD1764,3221;PD1776,3236;PD1782,3251;PD1781,3269;PD1774,3285;PD1763,3300;PD1737,3320;PD1722,3325;PD1707,3326;PD1692,3323;PD1678,3315;PD1678,3315;PU1800,3316;PD1787,3303;PD1778,3290;PD1773,3276;PD1772,3261;PD1780,3232;PD1800,3202;PD1815,3195;PD1833,3194;PD1851,3200;PD1869,3209;PD1886,3222;PD1898,3236;PD1904,3252;PD1904,3269;PD1896,3286;PD1886,3300;PD1859,3321;PD1844,3326;PD1829,3327;PD1814,3324;PD1800,3316;PD1800,3316;PU1633,3242;PD1619,3228;PD1622,3210;PD1635,3182;PD1655,3151;PD1681,3124;PD1703,3135;PD1719,3148;PD1731,3162;PD1737,3178;PD1737,3195;PD1729,3212;PD1719,3226;PD1693,3247;PD1678,3252;PD1663,3253;PD1648,3250;PD1633,3242;PD1633,3242;PU1738,3264;PD1724,3252;PD1715,3238;PD1710,3224;PD1709,3210;PD1718,3180;PD1737,3151;PD1753,3143;PD1770,3143;PD1789,3148;PD1807,3158;PD1824,3170;PD1835,3185;PD1842,3200;PD1841,3218;PD1834,3234;PD1823,3249;PD1797,3269;PD1782,3274;PD1767,3275;PD1752,3272;PD1738,3264;PD1738,3264;PU1697,3159;PD1688,3142;PD1684,3125;PD1698,3109;PD1724,3089;PD1754,3071;PD1780,3063;PD1796,3079;PD1808,3096;PD1815,3114;PD1816,3131;PD1810,3147;PD1798,3160;PD1783,3171;PD1752,3182;PD1736,3182;PD1722,3178;PD1708,3171;PD1697,3159;PD1697,3159;PU1775,3115;PD1763,3091;PD1761,3069;PD1797,3052;PD1832,3039;PD1860,3033;PD1874,3035;PD1886,3052;PD1892,3069;PD1894,3086;PD1888,3102;PD1875,3116;PD1861,3126;PD1830,3137;PD1814,3138;PD1799,3134;PD1786,3126;PD1775,3115;PD1775,3115;PU1804,3199;PD1795,3183;PD1790,3167;PD1790,3152;PD1794,3138;PD1811,3112;PD1838,3091;PD1856,3089;PD1872,3093;PD1888,3104;PD1903,3119;PD1914,3136;PD1921,3154;PD1922,3171;PD1917,3187;PD1904,3200;PD1890,3211;PD1858,3222;PD1843,3222;PD1828,3218;PD1815,3211;PD1804,3199;PD1804,3199;PU1925,3294;PD1910,3284;PD1899,3272;PD1892,3259;PD1889,3245;PD1892,3214;PD1907,3182;PD1922,3173;PD1939,3169;PD1958,3172;PD1977,3179;PD1996,3189;PD2010,3201;PD2018,3216;PD2020,3233;PD2015,3250;PD2007,3266;PD1984,3290;PD1970,3297;PD1955,3301;PD1940,3300;PD1925,3294;PD1925,3294;PU1888,3211;PD1878,3195;PD1873,3180;PD1873,3165;PD1876,3151;PD1892,3124;PD1919,3102;PD1936,3099;PD1953,3103;PD1969,3113;PD1984,3128;PD1996,3145;PD2004,3162;PD2005,3179;PD2000,3195;PD1988,3209;PD1974,3220;PD1943,3232;PD1927,3233;PD1913,3229;PD1899,3222;PD1888,3211;PD1888,3211;PU1859,3105;PD1852,3082;PD1854,3062;PD1862,3044;PD1876,3028;PD1903,3020;PD1929,3018;PD1953,3026;PD1963,3035;PD1972,3048;PD1980,3067;PD1983,3086;PD1981,3103;PD1972,3117;PD1957,3128;PD1940,3135;PD1907,3139;PD1892,3136;PD1878,3129;PD1867,3119;PD1859,3105;PD1859,3105;PU2422,3539;PD2409,3526;PD2400,3512;PD2396,3498;PD2395,3484;PD2404,3454;PD2425,3425;PD2441,3419;PD2458,3419;PD2476,3424;PD2495,3435;PD2511,3448;PD2522,3463;PD2528,3479;PD2527,3496;PD2519,3512;PD2508,3526;PD2481,3545;PD2466,3550;PD2451,3551;PD2436,3547;PD2422,3539;PD2422,3539;PU2264,3450;PD2251,3437;PD2243,3424;PD2238,3409;PD2238,3395;PD2247,3365;PD2268,3337;PD2283,3330;PD2301,3330;PD2319,3335;PD2337,3346;PD2353,3359;PD2365,3374;PD2370,3390;PD2369,3407;PD2361,3423;PD2350,3437;PD2323,3457;PD2308,3461;PD2293,3462;PD2278,3458;PD2264,3450;PD2264,3450;PU2037,3310;PD2021,3299;PD2011,3287;PD2004,3274;PD2000,3260;PD2004,3229;PD2019,3197;PD2033,3188;PD2050,3185;PD2069,3187;PD2089,3194;PD2107,3204;PD2121,3216;PD2130,3231;PD2132,3248;PD2127,3266;PD2119,3281;PD2096,3305;PD2082,3312;PD2067,3316;PD2052,3315;PD2037,3310;PD2037,3310;PU2750,3638;PD2734,3629;PD2722,3618;PD2714,3605;PD2710,3591;PD2712,3561;PD2724,3528;PD2738,3517;PD2755,3513;PD2774,3513;PD2794,3519;PD2813,3528;PD2828,3539;PD2837,3553;PD2841,3570;PD2837,3588;PD2830,3604;PD2809,3630;PD2795,3638;PD2781,3642;PD2766,3643;PD2750,3638;PD2750,3638;PU2832,3610;PD2815,3603;PD2802,3594;PD2792,3583;PD2786,3569;PD2783,3539;PD2791,3504;PD2803,3492;PD2819,3485;PD2838,3483;PD2859,3486;PD2878,3492;PD2895,3501;PD2906,3513;PD2912,3529;PD2911,3548;PD2906,3565;PD2889,3593;PD2877,3603;PD2863,3610;PD2848,3612;PD2832,3610;PD2832,3610;PU2575,3594;PD2562,3581;PD2553,3568;PD2549,3554;PD2548,3539;PD2558,3509;PD2578,3481;PD2594,3474;PD2611,3474;PD2630,3480;PD2648,3490;PD2664,3503;PD2675,3518;PD2681,3534;PD2680,3551;PD2672,3568;PD2661,3582;PD2634,3601;PD2619,3605;PD2604,3606;PD2589,3602;PD2575,3594;PD2575,3594;PU2134,3323;PD2123,3309;PD2117,3294;PD2115,3279;PD2117,3265;PD2130,3237;PD2155,3212;PD2172,3208;PD2189,3210;PD2206,3219;PD2222,3232;PD2236,3248;PD2245,3264;PD2248,3281;PD2245,3297;PD2234,3312;PD2221,3324;PD2191,3339;PD2176,3341;PD2161,3340;PD2147,3334;PD2134,3323;PD2134,3323;PU2026,3239;PD2010,3230;PD1998,3220;PD1989,3208;PD1984,3194;PD1984,3163;PD1994,3130;PD2007,3118;PD2024,3113;PD2043,3113;PD2063,3117;PD2083,3125;PD2098,3135;PD2109,3149;PD2113,3165;PD2110,3183;PD2104,3200;PD2084,3227;PD2072,3236;PD2057,3241;PD2042,3242;PD2026,3239;PD2026,3239;PU1948,3144;PD1937,3129;PD1930,3114;PD1928,3099;PD1930,3085;PD1944,3057;PD1969,3032;PD1985,3028;PD2003,3031;PD2020,3039;PD2036,3052;PD2050,3068;PD2059,3084;PD2062,3101;PD2058,3118;PD2047,3133;PD2034,3145;PD2005,3159;PD1989,3162;PD1974,3160;PD1960,3154;PD1948,3144;PD1948,3144;PU1910,3045;PD1905,3022;PD1927,3012;PD1963,3004;PD2027,2995;PD2033,3015;PD2035,3033;PD2031,3050;PD2021,3064;PD2006,3074;PD1989,3080;PD1956,3082;PD1941,3077;PD1928,3070;PD1917,3059;PD1910,3045;PD1910,3045;PU2518,3549;PD2502,3540;PD2490,3529;PD2482,3516;PD2478,3502;PD2479,3471;PD2491,3438;PD2505,3428;PD2521,3423;PD2541,3424;PD2561,3429;PD2580,3438;PD2595,3449;PD2604,3463;PD2608,3480;PD2604,3498;PD2597,3514;PD2576,3540;PD2563,3548;PD2549,3553;PD2533,3553;PD2518,3549;PD2518,3549;PU2695,3587;PD2677,3582;PD2663,3574;PD2652,3564;PD2645,3551;PD2639,3521;PD2643,3486;PD2653,3472;PD2668,3464;PD2687,3460;PD2708,3460;PD2729,3464;PD2746,3471;PD2759,3482;PD2766,3498;PD2767,3516;PD2764,3534;PD2750,3564;PD2739,3575;PD2726,3583;PD2711,3587;PD2695,3587;PD2695,3587;PU2363,3492;PD2348,3482;PD2337,3470;PD2330,3457;PD2327,3442;PD2331,3412;PD2346,3380;PD2360,3370;PD2377,3367;PD2396,3370;PD2416,3377;PD2434,3387;PD2448,3399;PD2456,3414;PD2459,3431;PD2453,3449;PD2445,3464;PD2422,3488;PD2408,3495;PD2393,3498;PD2378,3498;PD2363,3492;PD2363,3492;PU2210,3352;PD2200,3336;PD2195,3321;PD2195,3306;PD2198,3292;PD2214,3265;PD2241,3242;PD2258,3240;PD2275,3244;PD2291,3254;PD2306,3268;PD2318,3285;PD2326,3302;PD2327,3319;PD2322,3336;PD2310,3349;PD2296,3360;PD2265,3373;PD2250,3373;PD2235,3370;PD2221,3363;PD2210,3352;PD2210,3352;PU2106,3237;PD2097,3221;PD2092,3206;PD2091,3191;PD2094,3177;PD2110,3150;PD2137,3128;PD2154,3125;PD2171,3129;PD2187,3139;PD2202,3154;PD2215,3170;PD2222,3188;PD2224,3204;PD2219,3221;PD2207,3235;PD2193,3246;PD2162,3258;PD2146,3259;PD2131,3255;PD2118,3248;PD2106,3237;PD2106,3237;PU2019,3145;PD2009,3129;PD2004,3114;PD2003,3099;PD2006,3085;PD2022,3058;PD2049,3035;PD2066,3033;PD2083,3037;PD2100,3047;PD2115,3061;PD2127,3078;PD2134,3095;PD2136,3112;PD2131,3129;PD2119,3142;PD2105,3153;PD2074,3166;PD2059,3166;PD2044,3163;PD2030,3156;PD2019,3145;PD2019,3145;PU2001,3031;PD2000,3014;PD2003,2999;PD2067,2986;PD2119,2983;PD2125,3004;PD2128,3024;PD2126,3043;PD2120,3059;PD2107,3071;PD2090,3077;PD2073,3080;PD2040,3076;PD2026,3069;PD2014,3059;PD2006,3046;PD2001,3031;PD2001,3031;PU2768,3551;PD2751,3546;PD2737,3538;PD2726,3528;PD2719,3516;PD2712,3485;PD2717,3450;PD2727,3437;PD2743,3428;PD2761,3425;PD2782,3425;PD2803,3429;PD2820,3436;PD2833,3448;PD2840,3463;PD2841,3481;PD2838,3499;PD2823,3529;PD2812,3540;PD2799,3548;PD2785,3552;PD2768,3551;PD2768,3551;PU2613,3524;PD2596,3515;PD2584,3505;PD2575,3493;PD2570,3479;PD2570,3448;PD2581,3415;PD2594,3403;PD2610,3398;PD2629,3398;PD2650,3402;PD2669,3410;PD2685,3420;PD2695,3434;PD2699,3450;PD2696,3468;PD2691,3485;PD2671,3512;PD2658,3521;PD2644,3526;PD2629,3527;PD2613,3524;PD2613,3524;PU2463,3467;PD2448,3456;PD2437,3445;PD2430,3432;PD2427,3417;PD2430,3387;PD2445,3355;PD2459,3345;PD2476,3342;PD2495,3344;PD2515,3350;PD2533,3360;PD2547,3373;PD2556,3387;PD2558,3404;PD2553,3422;PD2545,3438;PD2523,3462;PD2509,3469;PD2494,3473;PD2479,3472;PD2463,3467;PD2463,3467;PU2317,3385;PD2304,3372;PD2295,3358;PD2291,3344;PD2291,3330;PD2300,3300;PD2321,3272;PD2337,3265;PD2355,3265;PD2373,3271;PD2391,3282;PD2407,3295;PD2418,3310;PD2423,3326;PD2422,3343;PD2414,3360;PD2403,3374;PD2376,3393;PD2361,3397;PD2345,3397;PD2331,3394;PD2317,3385;PD2317,3385;PU2190,3252;PD2182,3235;PD2179,3219;PD2180,3205;PD2184,3191;PD2203,3166;PD2232,3147;PD2250,3146;PD2266,3152;PD2281,3164;PD2294,3180;PD2305,3198;PD2310,3216;PD2310,3233;PD2303,3248;PD2290,3261;PD2274,3270;PD2242,3279;PD2227,3278;PD2212,3273;PD2200,3264;PD2190,3252;PD2190,3252;PU2093,3126;PD2087,3109;PD2086,3093;PD2089,3078;PD2095,3065;PD2116,3043;PD2148,3027;PD2165,3028;PD2180,3036;PD2194,3049;PD2205,3067;PD2214,3086;PD2217,3104;PD2215,3121;PD2206,3136;PD2191,3147;PD2175,3154;PD2143,3159;PD2127,3156;PD2113,3150;PD2102,3140;PD2093,3126;PD2093,3126;PU2102,3026;PD2102,3004;PD2107,2986;PD2125,2981;PD2158,2976;PD2194,2975;PD2224,2979;PD2226,2989;PD2226,2999;PD2229,3020;PD2228,3039;PD2221,3054;PD2209,3066;PD2191,3073;PD2174,3075;PD2141,3071;PD2127,3065;PD2115,3055;PD2107,3042;PD2102,3026;PD2102,3026;PU2833,3509;PD2815,3505;PD2801,3497;PD2791,3486;PD2783,3474;PD2777,3443;PD2782,3408;PD2793,3394;PD2808,3386;PD2827,3382;PD2848,3383;PD2871,3387;PD2894,3396;PD2912,3408;PD2922,3424;PD2922,3443;PD2919,3460;PD2912,3475;PD2901,3489;PD2888,3499;PD2872,3506;PD2854,3510;PD2833,3509;PD2833,3509;PU2554,3467;PD2537,3459;PD2525,3449;PD2516,3436;PD2511,3423;PD2511,3392;PD2522,3358;PD2535,3347;PD2551,3341;PD2570,3341;PD2591,3345;PD2610,3353;PD2626,3364;PD2636,3377;PD2640,3394;PD2638,3412;PD2632,3428;PD2612,3455;PD2599,3464;PD2585,3469;PD2570,3471;PD2554,3467;PD2554,3467;PU2392,3399;PD2380,3385;PD2372,3371;PD2368,3357;PD2368,3342;PD2379,3313;PD2401,3286;PD2417,3280;PD2435,3281;PD2452,3287;PD2470,3299;PD2485,3313;PD2496,3328;PD2501,3344;PD2499,3361;PD2490,3377;PD2478,3391;PD2450,3408;PD2435,3412;PD2420,3412;PD2405,3408;PD2392,3399;PD2392,3399;PU2276,3293;PD2266,3278;PD2260,3263;PD2259,3248;PD2261,3234;PD2276,3207;PD2302,3183;PD2319,3180;PD2336,3183;PD2353,3192;PD2369,3206;PD2382,3223;PD2390,3239;PD2392,3256;PD2388,3273;PD2376,3287;PD2362,3299;PD2332,3312;PD2317,3313;PD2302,3311;PD2288,3304;PD2276,3293;PD2276,3293;PU2178,3149;PD2173,3131;PD2172,3115;PD2175,3101;PD2182,3088;PD2204,3066;PD2236,3052;PD2253,3054;PD2269,3062;PD2282,3076;PD2292,3094;PD2300,3114;PD2302,3132;PD2299,3149;PD2290,3163;PD2275,3173;PD2258,3180;PD2225,3184;PD2210,3180;PD2197,3173;PD2186,3163;PD2178,3149;PD2178,3149;PU2916,3446;PD2898,3444;PD2883,3438;PD2870,3430;PD2861,3418;PD2850,3389;PD2849,3354;PD2858,3339;PD2871,3329;PD2889,3322;PD2910,3319;PD2931,3320;PD2949,3325;PD2963,3334;PD2973,3348;PD2976,3366;PD2976,3384;PD2967,3415;PD2957,3428;PD2946,3438;PD2932,3444;PD2916,3446;PD2916,3446;PU2695,3496;PD2678,3489;PD2665,3480;PD2655,3469;PD2649,3456;PD2645,3425;PD2652,3391;PD2664,3378;PD2680,3371;PD2699,3369;PD2720,3371;PD2740,3377;PD2756,3386;PD2768,3398;PD2774,3414;PD2773,3432;PD2769,3450;PD2752,3478;PD2740,3488;PD2727,3495;PD2711,3498;PD2695,3496;PD2695,3496;PU2785,3439;PD2767,3437;PD2752,3432;PD2740,3423;PD2730,3412;PD2720,3383;PD2719,3347;PD2727,3332;PD2741,3322;PD2759,3315;PD2779,3312;PD2800,3313;PD2818,3318;PD2833,3327;PD2842,3341;PD2846,3359;PD2846,3377;PD2836,3409;PD2827,3421;PD2815,3431;PD2801,3437;PD2785,3439;PD2785,3439;PU2647,3426;PD2629,3422;PD2614,3415;PD2603,3406;PD2595,3393;PD2587,3364;PD2589,3328;PD2598,3314;PD2613,3305;PD2631,3300;PD2652,3299;PD2673,3301;PD2690,3308;PD2704,3318;PD2712,3333;PD2714,3351;PD2713,3369;PD2700,3400;PD2690,3412;PD2678,3420;PD2663,3425;PD2647,3426;PD2647,3426;PU2355,3292;PD2348,3276;PD2345,3260;PD2346,3245;PD2351,3231;PD2370,3207;PD2400,3188;PD2417,3187;PD2433,3194;PD2448,3206;PD2461,3222;PD2471,3240;PD2476,3258;PD2476,3275;PD2469,3291;PD2455,3303;PD2440,3312;PD2407,3320;PD2392,3319;PD2378,3314;PD2365,3305;PD2355,3292;PD2355,3292;PU2194,3045;PD2194,3027;PD2198,3011;PD2205,2998;PD2215,2988;PD2243,2974;PD2278,2969;PD2294,2976;PD2306,2988;PD2314,3005;PD2319,3026;PD2321,3046;PD2318,3065;PD2311,3080;PD2298,3091;PD2280,3097;PD2262,3098;PD2230,3092;PD2216,3085;PD2205,3074;PD2197,3061;PD2194,3045;PD2194,3045;PU2263,3193;PD2255,3176;PD2252,3160;PD2254,3145;PD2258,3132;PD2278,3108;PD2308,3089;PD2325,3088;PD2341,3094;PD2356,3106;PD2369,3123;PD2379,3141;PD2384,3159;PD2384,3176;PD2376,3191;PD2363,3204;PD2347,3213;PD2315,3221;PD2300,3219;PD2285,3214;PD2273,3206;PD2263,3193;PD2263,3193;PU2508,3395;PD2491,3388;PD2478,3379;PD2468,3368;PD2462,3354;PD2459,3324;PD2467,3289;PD2479,3277;PD2495,3270;PD2514,3268;PD2534,3271;PD2554,3276;PD2571,3286;PD2582,3298;PD2588,3314;PD2587,3333;PD2582,3350;PD2565,3378;PD2553,3388;PD2539,3395;PD2524,3397;PD2508,3395;PD2508,3395;PU20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76,691;PD4983,699;PD4986,710;PD4987,740;PD5002,808;PD5022,871;PD5039,931;PD5044,961;PD5045,990;PD5038,1026;PD5026,1052;PD5008,1073;PD4987,1108;PD4949,1158;PD4894,1220;PD4825,1291;PD4742,1368;PD4649,1446;PD4546,1523;PD4434,1596;PD4386,1625;PD4313,1663;PD4223,1706;PD4119,1750;PD4008,1791;PD3894,1825;PD3784,1848;PD3731,1854;PD3682,1856;PD3686,1881;PD3690,1946;PD3688,1990;PD3681,2039;PD3668,2093;PD3646,2149;PD3630,2224;PD3608,2300;PD3559,2459;PD3539,2540;PD3528,2623;PD3527,2664;PD3529,2706;PD3535,2748;PD3546,2790;PD3489,2846;PD3432,2894;PD3373,2933;PD3314,2964;PD3255,2988;PD3196,3003;PD3138,3012;PD3079,3013;PD3022,3007;PD2965,2995;PD2910,2976;PD2857,2951;PD2805,2919;PD2755,2882;PD2707,2839;PD2662,2790;PD2662,2790;PU2928,1376;PD2924,1451;PD2926,1486;PD2930,1519;PD2939,1549;PD2954,1576;PD2975,1600;PD3004,1619;PD3009,1620;PD3012,1617;PD3012,1613;PD3009,1609;PD2983,1591;PD2963,1570;PD2950,1545;PD2941,1517;PD2937,1485;PD2936,1451;PD2939,1377;PD2928,1376;PD2928,1376;PU3280,1376;PD3269,1377;PD3272,1451;PD3271,1485;PD3267,1517;PD3258,1545;PD3245,1570;PD3225,1591;PD3199,1609;PD3195,1613;PD3196,1617;PD3199,1620;PD3204,1619;PD3233,1600;PD3254,1576;PD3269,1549;PD3278,1519;PD3282,1486;PD3284,1451;PD3280,1376;PD3280,1376;PU2758,2136;PD2747,2140;PD2741,2149;PD2742,2156;PD2746,2162;PD2762,2170;PD2781,2168;PD2787,2164;PD2790,2157;PD2789,2151;PD2784,2145;PD2768,2137;PD2758,2136;PD2758,2136;PU3445,2136;PD3440,2137;PD3423,2145;PD3419,2151;PD3418,2157;PD3421,2164;PD3427,2168;PD3445,2170;PD3462,2162;PD3466,2156;PD3467,2149;PD3460,2140;PD3445,2136;PD3445,2136;PU2392,1673;PD2386,1675;PD2384,1678;PD2390,1685;PD2403,1688;PD2414,1692;PD2424,1700;PD2438,1718;PD2451,1742;PD2465,1766;PD2481,1786;PD2515,1809;PD2532,1819;PD2521,1855;PD2521,1855;PD2521,1855;PD2514,1899;PD2526,1900;PD2532,1858;PD2532,1858;PD2545,1817;PD2546,1813;PD2542,1811;PD2520,1799;PD2488,1777;PD2475,1760;PD2461,1737;PD2448,1712;PD2433,1692;PD2420,1682;PD2407,1677;PD2392,1673;PD2392,1673;PU1928,1381;PD1937,1392;PD1957,1424;PD1970,1461;PD1977,1466;PD1980,1464;PD1981,1458;PD1967,1419;PD1945,1385;PD1937,1375;PD1928,1381;PU3125,2748;PD3119,2763;PD3104,2769;PD3089,2763;PD3083,2748;PD3089,2733;PD3104,2727;PD3119,2733;PD3125,2748;PD3125,2748;PU2894,2500;PD2858,2540;PD2832,2585;PD2816,2634;PD2808,2686;PD2806,2740;PD2809,2794;PD2827,2902;PD2839,2899;PD2821,2793;PD2817,2740;PD2819,2687;PD2827,2637;PD2842,2590;PD2867,2547;PD2901,2509;PD2905,2502;PD2904,2498;PD2899,2497;PD2894,2500;PD2894,2500;PU2761,1498;PD2745,1513;PD2728,1525;PD2708,1532;PD2673,1533;PD2635,1522;PD2601,1502;PD2589,1490;PD2582,1476;PD2674,1479;PD2723,1485;PD2744,1490;PD2761,1498;PD2761,1498;PU2732,1497;PD2721,1489;PD2709,1483;PD2670,1478;PD2628,1480;PD2643,1495;PD2664,1506;PD2687,1513;PD2709,1512;PD2721,1506;PD2732,1497;PD2732,1497;PU2802,1730;PD2822,1724;PD2842,1723;PD2865,1725;PD2861,1747;PD2855,1767;PD2845,1785;PD2822,1806;PD2793,1821;PD2761,1831;PD2725,1835;PD2737,1801;PD2754,1771;PD2775,1747;PD2802,1730;PD2802,1730;PU2841,1743;PD2827,1743;PD2814,1746;PD2797,1756;PD2783,1770;PD2760,1807;PD2802,1794;PD2818,1783;PD2832,1769;PD2838,1757;PD2841,1743;PD2841,1743;PU2929,1830;PD2944,1815;PD2961,1804;PD2981,1795;PD2989,1816;PD2993,1836;PD2993,1857;PD2984,1887;PD2966,1914;PD2942,1938;PD2912,1959;PD2907,1923;PD2907,1889;PD2914,1858;PD2929,1830;PD2929,1830;PU2970,1822;PD2957,1829;PD2947,1838;PD2937,1855;PD2932,1874;PD2930,1918;PD2960,1886;PD2969,1868;PD2974,1849;PD2974,1836;PD2970,1822;PD2970,1822;PU3069,1958;PD3077,1937;PD3089,1919;PD3104,1903;PD3119,1919;PD3131,1937;PD3139,1958;PD3142,1997;PD3136,2035;PD3123,2074;PD3104,2111;PD3085,2074;PD3072,2035;PD3066,1997;PD3069,1958;PD3069,1958;PU3104,1927;PD3095,1940;PD3089,1955;PD3087,1980;PD3089,2006;PD3095,2032;PD3104,2058;PD3114,2032;PD3119,2006;PD3121,1980;PD3119,1955;PD3113,1940;PD3104,1927;PD3104,1927;PU3128,1902;PD3126,1912;PD3121,1919;PD3113,1924;PD3104,1926;PD3095,1924;PD3087,1919;PD3082,1912;PD3080,1902;PD3082,1893;PD3087,1885;PD3095,1880;PD3104,1878;PD3113,1880;PD3121,1885;PD3126,1893;PD3128,1902;PD3128,1902;PU2998,1792;PD2983,1799;PD2973,1807;PD2962,1824;PD2983,1826;PD3000,1834;PD3014,1841;PD3027,1844;PD3039,1842;PD3050,1836;PD3074,1812;PD2998,1792;PU2916,1755;PD2900,1759;PD2889,1765;PD2875,1779;PD2895,1785;PD2909,1796;PD2922,1806;PD2934,1812;PD2946,1811;PD2959,1807;PD2987,1789;PD2916,1755;PU3438,1470;PD3402,1451;PD3374,1426;PD3376,1458;PD3375,1489;PD3362,1548;PD3338,1601;PD3305,1647;PD3263,1684;PD3215,1712;PD3161,1729;PD3104,1733;PD3047,1729;PD2993,1712;PD2945,1684;PD2903,1647;PD2869,1601;PD2846,1548;PD2833,1489;PD2832,1458;PD2834,1426;PD2806,1451;PD2770,1470;PD2774,1516;PD2784,1557;PD2798,1595;PD2815,1629;PD2835,1660;PD2857,1687;PD2882,1711;PD2908,1732;PD2962,1765;PD3016,1786;PD3064,1796;PD3104,1797;PD3143,1796;PD3192,1786;PD3246,1765;PD3300,1732;PD3326,1711;PD3350,1687;PD3373,1660;PD3393,1629;PD3410,1595;PD3424,1557;PD3433,1516;PD3438,1470;PD3438,1470;PU3354,1398;PD3361,1430;PD3363,1463;PD3358,1514;PD3343,1562;PD3319,1606;PD3288,1644;PD3249,1676;PD3205,1699;PD3156,1715;PD3104,1720;PD3051,1715;PD3003,1699;PD2959,1676;PD2920,1644;PD2889,1606;PD2865,1562;PD2850,1514;PD2845,1463;PD2847,1431;PD2853,1400;PD2838,1421;PD2820,1440;PD2819,1463;PD2824,1521;PD2841,1575;PD2868,1624;PD2903,1667;PD2945,1702;PD2993,1728;PD3047,1745;PD3104,1750;PD3161,1745;PD3214,1728;PD3263,1702;PD3305,1667;PD3340,1624;PD3366,1575;PD3383,1521;PD3389,1463;PD3388,1439;PD3369,1420;PD3354,1398;PD3354,1398;PU3424,1463;PD3417,1527;PD3399,1586;PD3369,1640;PD3330,1687;PD3283,1726;PD3229,1756;PD3169,1774;PD3104,1781;PD3039,1774;PD2979,1756;PD2925,1726;PD2877,1687;PD2838,1640;PD2809,1587;PD2790,1527;PD2784,1464;PD2758,1474;PD2761,1509;PD2767,1543;PD2788,1606;PD2821,1664;PD2863,1713;PD2914,1754;PD2972,1785;PD3036,1805;PD3069,1810;PD3104,1812;PD3138,1810;PD3172,1805;PD3236,1785;PD3294,1754;PD3344,1713;PD3387,1664;PD3419,1606;PD3441,1543;PD3447,1509;PD3450,1474;PD3424,1463;PD3424,1463;PU3060,1843;PD3058,1829;PD3062,1815;PD3072,1803;PD3086,1794;PD3104,1786;PD3122,1794;PD3136,1803;PD3146,1815;PD3149,1829;PD3148,1843;PD3138,1859;PD3123,1873;PD3104,1888;PD3085,1873;PD3070,1859;PD3060,1843;PD3060,1843;PU3104,1811;PD3097,1814;PD3082,1825;PD3082,1835;PD3100,1856;PD3104,1859;PD3108,1856;PD3126,1835;PD3126,1825;PD3111,1814;PD3104,1811;PD3104,1811;PU3054,1780;PD3058,1800;PD3069,1815;PD3085,1826;PD3104,1830;PD3123,1826;PD3139,1815;PD3150,1800;PD3154,1780;PD3150,1761;PD3139,1745;PD3123,1734;PD3104,1730;PD3085,1734;PD3069,1745;PD3058,1761;PD3054,1780;PD3054,1780;PU3078,1780;PD3080,1790;PD3086,1798;PD3094,1804;PD3104,1806;PD3114,1804;PD3122,1799;PD3128,1790;PD3130,1780;PD3128,1770;PD3122,1762;PD3114,1756;PD3104,1754;PD3094,1756;PD3086,1762;PD3080,1770;PD3078,1780;PD3078,1780;PU2794,1111;PD2774,1122;PD2746,1125;PD2732,1123;PD2719,1117;PD2710,1106;PD2704,1091;PD2711,1094;PD2722,1096;PD2730,1090;PD2732,1080;PD2738,1048;PD2754,1022;PD2767,1012;PD2782,1004;PD2801,999;PD2823,997;PD2826,1020;PD2832,1041;PD2832,1054;PD2826,1069;PD2814,1088;PD2794,1111;PD2794,1111;PU2766,1358;PD2776,1344;PD2790,1334;PD2807,1331;PD2823,1334;PD2834,1342;PD2843,1352;PD2848,1365;PD2849,1378;PD2846,1399;PD2836,1418;PD2823,1435;PD2807,1449;PD2774,1471;PD2753,1477;PD2727,1480;PD2708,1479;PD2691,1475;PD2660,1460;PD2631,1447;PD2617,1444;PD2602,1446;PD2589,1453;PD2577,1462;PD2563,1471;PD2541,1475;PD2516,1470;PD2497,1458;PD2483,1441;PD2499,1447;PD2515,1449;PD2532,1447;PD2548,1438;PD2561,1425;PD2574,1411;PD2589,1401;PD2609,1397;PD2629,1401;PD2679,1425;PD2704,1432;PD2718,1431;PD2734,1427;PD2752,1415;PD2761,1398;PD2763,1379;PD2763,1370;PD2766,1358;PD2766,1358;PU2757,1376;PD2760,1389;PD2767,1399;PD2776,1404;PD2786,1406;PD2796,1404;PD2805,1398;PD2810,1389;PD2811,1378;PD2809,1373;PD2805,1372;PD2802,1374;PD2800,1379;PD2797,1390;PD2786,1395;PD2774,1390;PD2770,1385;PD2769,1376;PD2757,1376;PU3104,732;PD3002,738;PD2915,750;PD2873,760;PD2835,775;PD2813,791;PD2798,811;PD2789,833;PD2783,854;PD2777,889;PD2776,904;PD2778,915;PD2794,973;PD2805,1024;PD2810,1065;PD2806,1136;PD2802,1211;PD2804,1248;PD2811,1283;PD2825,1317;PD2848,1349;PD2873,1376;PD2902,1397;PD2932,1414;PD2964,1426;PD2998,1434;PD3033,1439;PD3068,1439;PD3104,1435;PD3140,1439;PD3175,1439;PD3210,1434;PD3243,1426;PD3276,1414;PD3306,1397;PD3334,1376;PD3360,1349;PD3382,1317;PD3396,1283;PD3403,1248;PD3405,1211;PD3402,1136;PD3397,1065;PD3402,1024;PD3413,973;PD3430,915;PD3432,904;PD3431,889;PD3425,854;PD3419,833;PD3410,811;PD3395,791;PD3373,775;PD3335,760;PD3292,750;PD3206,738;PD3104,732;PD3104,732;PD3104,732;PU3104,770;PD3006,775;PD2922,787;PD2884,797;PD2852,809;PD2840,817;PD2831,830;PD2820,863;PD2814,904;PD2814,905;PD2831,963;PD2843,1016;PD2848,1066;PD2844,1138;PD2840,1210;PD2842,1243;PD2848,1273;PD2859,1299;PD2877,1325;PD2899,1348;PD2924,1366;PD2950,1381;PD2978,1392;PD3008,1398;PD3039,1402;PD3103,1398;PD3105,1398;PD3169,1402;PD3200,1398;PD3230,1392;PD3258,1381;PD3284,1366;PD3308,1348;PD3331,1325;PD3349,1299;PD3360,1273;PD3366,1243;PD3367,1210;PD3364,1138;PD3360,1066;PD3365,1016;PD3377,963;PD3394,905;PD3394,904;PD3388,863;PD3377,830;PD3368,817;PD3356,809;PD3324,797;PD3286,787;PD3202,775;PD3104,770;PD3104,770;PU3032,271;PD3035,220;PD3045,176;PD3057,144;PD3073,116;PD3104,73;PD3134,116;PD3150,144;PD3163,176;PD3173,220;PD3176,271;PD3104,292;PD3032,271;PU3080,282;PD3056,296;PD3028,292;PD3020,269;PD3021,246;PD3034,188;PD3045,195;PD3054,204;PD3066,226;PD3080,282;PD3080,282;PU3023,227;PD3012,243;PD3010,259;PD3018,291;PD3025,292;PD3036,290;PD3053,285;PD3059,281;PD3054,257;PD3045,242;PD3023,227;PD3023,227;PU3078,275;PD3063,257;PD3060,236;PD3065,217;PD3077,200;PD3082,206;PD3086,191;PD3097,178;PD3104,174;PD3111,178;PD3122,191;PD3126,206;PD3131,200;PD3143,217;PD3148,236;PD3144,257;PD3130,275;PD3104,284;PD3078,275;PU3104,211;PD3085,231;PD3079,247;PD3080,271;PD3086,273;PD3104,276;PD3122,274;PD3128,272;PD3128,247;PD3123,231;PD3104,211;PD3104,211;PU2964,504;PD2943,476;PD2953,447;PD2965,399;PD2967,370;PD2972,341;PD2984,324;PD3001,312;PD3022,302;PD3033,286;PD3104,276;PD3174,286;PD3185,302;PD3207,312;PD3224,324;PD3236,341;PD3241,370;PD3243,399;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807;PD2849,816;PD2832,830;PD2819,847;PD2812,864;PD2808,881;PD2806,916;PD2836,952;PD2834,916;PD2836,885;PD2843,861;PD2853,849;PD2864,840;PD2893,829;PD2927,831;PD2964,840;PD3004,852;PD3025,855;PD3047,855;PD3067,852;PD3083,846;PD3104,833;PD3125,846;PD3141,852;PD3161,855;PD3183,855;PD3204,852;PD3243,840;PD3280,831;PD3315,829;PD3344,840;PD3355,849;PD3364,861;PD3372,885;PD3374,916;PD3372,952;PD3402,916;PU3012,660;PD2927,662;PD2889,667;PD2850,679;PD2819,693;PD2796,707;PD2775,722;PD2749,737;PD2718,747;PD2691,751;PD2662,751;PD2655,746;PD2653,738;PD2656,729;PD2665,723;PD2689,723;PD2713,719;PD2737,711;PD2759,699;PD2780,684;PD2806,668;PD2841,652;PD2883,640;PD2924,634;PD3012,632;PD3047,627;PD3072,616;PD3094,600;PD3104,590;PD3114,600;PD3136,616;PD3161,627;PD3195,632;PD3284,634;PD3325,640;PD3367,652;PD3402,668;PD3428,684;PD3449,699;PD3471,711;PD3495,719;PD3519,723;PD3543,723;PD3552,729;PD3555,738;PD3553,746;PD3545,751;PD3517,751;PD3490,747;PD3459,737;PD3433,722;PD3412,707;PD3389,693;PD3357,679;PD3319,667;PD3281,662;PD3196,660;PD3161,657;PD3135,648;PD3116,637;PD3104,628;PD3092,637;PD3073,648;PD3046,657;PD3012,660;PD3012,660;PU3024,269;PD3070,260;PD3117,259;PD3157,263;PD3184,269;PD3195,275;PD3200,285;PD3195,298;PD3190,301;PD3184,302;PD3147,295;PD3101,292;PD3056,294;PD3024,302;PD3018,302;PD3013,298;PD3008,285;PD3013,275;PD3024,269;PD3024,269;PU3189,1352;PD3209,1305;PD3270,1252;PD3291,1166;PD3194,1183;PD3143,1142;PD3104,1127;PD3064,1142;PD3014,1183;PD2917,1166;PD2938,1252;PD2999,1305;PD3019,1352;PD3104,1301;PD3189,1352;PU3132,1425;PD3165,1403;PD3199,1328;PD3179,1302;PD3158,1281;PD3134,1267;PD3104,1261;PD3074,1267;PD3050,1281;PD3029,1302;PD3009,1328;PD3043,1403;PD3076,1425;PD3104,1425;PD3132,1425;PU3046,1149;PD3051,1162;PD3058,1175;PD3071,1195;PD3081,1182;PD3082,1167;PD3077,1152;PD3069,1138;PD3046,1149;PU3028,1159;PD3032,1173;PD3038,1186;PD3049,1207;PD3059,1196;PD3062,1181;PD3059,1165;PD3052,1150;PD3028,1159;PU3010,1170;PD3012,1184;PD3018,1197;PD3027,1220;PD3038,1209;PD3042,1194;PD3040,1178;PD3034,1163;PD3010,1170;PU2969,1163;PD2975,1176;PD2977,1190;PD2981,1214;PD2966,1211;PD2955,1201;PD2948,1186;PD2945,1170;PD2969,1163;PU2972,1159;PD2972,1184;PD2979,1204;PD2995,1239;PD3009,1228;PD3018,1208;PD3019,1183;PD3012,1158;PD2996,1147;PD2972,1159;PU3015,1100;PD3001,1115;PD2993,1131;PD2983,1141;PD2964,1140;PD2941,1132;PD2915,1126;PD2897,1128;PD2880,1133;PD2862,1142;PD2874,1150;PD2892,1165;PD2899,1179;PD2902,1194;PD2904,1210;PD2909,1225;PD2930,1253;PD2954,1274;PD2976,1295;PD2992,1319;PD3012,1385;PD3028,1414;PD3041,1426;PD3058,1438;PD3081,1446;PD3104,1448;PD3127,1446;PD3150,1438;PD3167,1426;PD3180,1414;PD3196,1385;PD3216,1319;PD3232,1295;PD3254,1274;PD3278,1253;PD3299,1225;PD3305,1210;PD3307,1194;PD3309,1179;PD3316,1165;PD3334,1150;PD3346,1142;PD3328,1133;PD3311,1128;PD3293,1126;PD3267,1132;PD3244,1140;PD3225,1141;PD3215,1132;PD3206,1117;PD3193,1100;PD3166,1079;PD3153,1072;PD3137,1069;PD3102,1065;PD3066,1069;PD3051,1073;PD3039,1080;PD3015,1100;PD3015,1100;PU3064,1398;PD3052,1387;PD3043,1376;PD3034,1351;PD3028,1324;PD3019,1297;PD3000,1271;PD2978,1252;PD2957,1235;PD2942,1217;PD2936,1202;PD2933,1185;PD2932,1170;PD2957,1176;PD2979,1185;PD3007,1188;PD3029,1181;PD3045,1168;PD3054,1154;PD3064,1146;PD3081,1142;PD3096,1141;PD3103,1141;PD3103,1141;PD3125,1142;PD3141,1146;PD3151,1154;PD3161,1168;PD3177,1181;PD3199,1188;PD3227,1185;PD3249,1176;PD3273,1170;PD3273,1185;PD3269,1202;PD3264,1217;PD3248,1235;PD3228,1252;PD3206,1271;PD3187,1297;PD3178,1324;PD3172,1352;PD3162,1377;PD3154,1388;PD3142,1398;PD3126,1404;PD3103,1407;PD3080,1404;PD3064,1398;PD3064,1398;PU3007,1051;PD2965,1046;PD2925,1033;PD2848,1000;PD2834,991;PD2831,981;PD2829,968;PD2820,953;PD2809,936;PD2807,917;PD2810,900;PD2816,889;PD2820,896;PD2830,904;PD2850,904;PD2870,903;PD2883,912;PD2890,919;PD2908,912;PD2929,909;PD2951,911;PD2973,916;PD2992,924;PD3009,935;PD3022,948;PD3028,963;PD3049,946;PD3068,936;PD3088,930;PD3107,928;PD3128,931;PD3146,938;PD3180,963;PD3186,948;PD3199,935;PD3216,924;PD3235,916;PD3257,911;PD3279,909;PD3300,912;PD3318,919;PD3325,912;PD3338,903;PD3358,904;PD3377,904;PD3388,896;PD3392,889;PD3398,900;PD3401,917;PD3399,936;PD3388,953;PD3379,968;PD3377,981;PD3374,991;PD3360,1000;PD3283,1033;PD3243,1046;PD3200,1051;PD3176,1043;PD3153,1028;PD3129,1014;PD3116,1009;PD3104,1008;PD3091,1009;PD3079,1014;PD3055,1028;PD3032,1043;PD3007,1051;PD3007,1051;PU3104,963;PD3085,965;PD3069,971;PD3056,980;PD3045,992;PD3032,1023;PD3032,1059;PD3043,1103;PD3061,1143;PD3082,1178;PD3104,1205;PD3126,1178;PD3147,1143;PD3165,1103;PD3176,1059;PD3176,1023;PD3163,992;PD3152,980;PD3139,971;PD3123,965;PD3104,963;PD3104,963;PU2840,958;PD2835,973;PD2836,992;PD2850,1034;PD2875,1072;PD2889,1086;PD2903,1094;PD2931,1098;PD2960,1094;PD2988,1080;PD3014,1055;PD3017,1043;PD3007,1020;PD2994,1002;PD2980,989;PD2965,979;PD2947,973;PD2929,970;PD2898,971;PD2866,969;PD2840,958;PD2840,958;PU2843,995;PD2843,1031;PD2855,1062;PD2876,1085;PD2903,1100;PD2929,1105;PD2957,1103;PD2982,1091;PD2993,1080;PD3000,1065;PD2991,1044;PD2981,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diff --git a/hpglView.py b/hpglView.py new file mode 100755 index 0000000..01c7630 --- /dev/null +++ b/hpglView.py @@ -0,0 +1,44 @@ + +import Tkinter as tk + + +class HPGLView: + + def __init__( self, master, **options ): + self.__programs = None + self.__canvas = tk.Canvas( master ) + self.__canvas.bind( "", self.__onresize ) + + def pack( self, **options ): + self.__canvas.pack( **options ) + + def pack_forget( self ): + self.__canvas.pack_forget() + + def grid( self, **options ): + self.__canvas.grid( **options ) + + def grid_forget( self ): + self.__canvas.grid_forget() + + def __onresize( self, event ): + pass + + @property + def programs( self ): + self.__programs = programs + + @property + def papersize( self ): + self.__sheetsize = sheetsize + + def update( self ): + pass + + + +if __name__ == '__main__': + window = tk.Tk() + view = HPGLView( window ) + view.pack( expand=True, fill=tk.BOTH ) + window.mainloop() diff --git a/hpglView.pyc b/hpglView.pyc new file mode 100755 index 0000000..5a4e8e5 Binary files /dev/null and b/hpglView.pyc differ diff --git a/janos.hpgl~ b/janos.hpgl~ new file mode 100755 index 0000000..c763787 --- /dev/null +++ b/janos.hpgl~ @@ -0,0 +1,326 @@ +##sK1 1 2 +document() +layout('A4',(595.276,841.89),0) +grid((0,0,2.83465,2.83465),0,("RGB",0.0,0.0,1.0),'Gitter') +page('','A4',(595.276,841.89),0) +layer('PLT_objects',1,1,0,0,("RGB",0.196,0.314,0.635)) +lw(0.85) +lc(2) +lj(1) +b() +bs(172.984,382.535,0) +bs(173.693,381.827,0) +bs(173.976,381.827,0) +bs(174.543,382.039,0) +bs(174.969,381.898,0) +bs(175.11,381.26,0) +bs(175.11,376.299,0) +bs(175.323,376.087,0) +bs(176.669,376.087,0) +bs(176.811,376.299,0) +bs(176.811,381.26,0) +bs(176.669,382.252,0) +bs(176.173,382.961,0) +bs(175.465,383.457,0) +bs(174.543,383.598,0) +bs(173.48,383.315,0) +bs(172.913,382.819,0) +bs(172.984,382.535,0) +bC() +lw(0.85) +lc(2) +lj(1) +b() +bs(180.709,382.535,0) +bs(181.063,382.394,0) +bs(181.205,382.11,0) +bs(181.063,381.756,0) +bs(180.709,381.614,0) 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+guidelayer('Hilfslinien',1,0,0,1,("RGB",0.0,0.3,1.0)) diff --git a/koch.py b/koch.py new file mode 100755 index 0000000..763a39b --- /dev/null +++ b/koch.py @@ -0,0 +1,47 @@ +#!/usr/bin/env python + +from __future__ import division +try: + import tkinter as tk +except: + import Tkinter as tk +import math + +C = math.sqrt( 3 ) + +def koch( x, y, r, smin, nmax=None ): + pts, tmp = [ ( x, y + r ), + ( x - C * r / 2, y - r / 2 ), + ( x + C * r / 2, y - r / 2 ) ], [] + s, n = 3 * r / C, 0 + while s > smin and ( nmax is None or n < nmax ): + for i in range( len( pts ) ): + ( x1, y1 ), ( x5, y5 ) = pts[ i - 1 ], pts[ i ] + dx, dy = ( x5 - x1 ) / 3, ( y5 - y1 ) / 3 + tmp += [ ( x1 + dx, y1 + dy ), + ( ( x1 + x5 + C * dy ) / 2, ( y1 + y5 - C * dx ) / 2 ), + ( x5 - dx, y5 - dy ), + ( x5, y5 ) ] + pts, tmp = tmp, [] + s /= 4 + n += 1 + return pts, s, n + +def redraw( data ): + x, y = data.width / 2, data.height / 2 + r = min( 2 * x / C, y ) + pts, s, n = koch( x, y, r, 4, None ) + text = "#={}\ns={:.3f}\nn={}".format( len( pts ), s, n ) + data.widget.delete( tk.ALL ) + data.widget.create_oval( x - r, y - r, x + r, y + r, outline="#F88" ) + data.widget.create_text( x, y, text=text, fill="#88F", justify=tk.CENTER ) + for i in range( len( pts ) ): + ( x1, y1 ), ( x2, y2 ) = pts[ i - 1 ], pts[ i ] + data.widget.create_line( x1, y1, x2, y2 ) + +window = tk.Tk() +window.title( "Koch" ) +canvas = tk.Canvas( window ) +canvas.pack( expand=True, fill=tk.BOTH ) +canvas.bind( "", redraw ) +window.mainloop() \ No newline at end of file diff --git a/koche.py b/koche.py new file mode 100755 index 0000000..515a773 --- /dev/null +++ b/koche.py @@ -0,0 +1,30 @@ +import math + +C = math.sqrt( 3 ) + +def koch( x, y, smin=1, nmax=None ): + r=min(x,y) + pts, tmp = [ ( x, y + r ), + ( x - C * r / 2, y - r / 2 ), + ( x + C * r / 2, y - r / 2 ) ], [] + s, n = 3 * r / C, 0 + while s > smin and ( nmax is None or n < nmax ): + for i in range( len( pts ) ): + ( x1, y1 ), ( x5, y5 ) = pts[ i - 1 ], pts[ i ] + dx, dy = ( x5 - x1 ) / 3, ( y5 - y1 ) / 3 + tmp += [ ( x1 + dx, y1 + dy ), + ( ( x1 + x5 + C * dy ) / 2, ( y1 + y5 - C * dx ) / 2 ), + ( x5 - dx, y5 - dy ), + ( x5, y5 ) ] + pts, tmp = tmp, [] + s /= 4 + n += 1 + print 'Laenge'+ str(s) + 'Iterationen' + str(n) + return pts + +def koche(plt): + list=koch(plt.center[0],plt.center[1],smin=1,nmax=5) + print list[-1] + return Program([Command('IN'),Command('SP1'),Command('PU',*list[-1])]\ + +[Command('PD',*p) for p in list]\ + +[Command('PU')]) diff --git a/koche.pyc b/koche.pyc new file mode 100755 index 0000000..c737f49 Binary files /dev/null and b/koche.pyc differ diff --git a/kochger.py b/kochger.py new file mode 100755 index 0000000..960e2ca --- /dev/null +++ b/kochger.py @@ -0,0 +1,47 @@ +#!/usr/bin/env python + +from __future__ import division +try: + import tkinter as tk +except: + import Tkinter as tk +import math + +C = math.sqrt( 3 ) + +def koch( x, y, r, smin ): + pts, pts2 = [ ( x, y + r ), + ( x - C * r / 2, y - r / 2 ), + ( x + C * r / 2, y - r / 2 ) ], [] + s = 3 / C * r + while s > smin: + for i in range( len( pts ) ): + ( x1, y1 ), ( x5, y5 ) = pts[ i - 1 ], pts[ i ] + dx, dy = ( x5 - x1 ) / 3, ( y5 - y1 ) / 3 + pts2 += [ ( x1 + dx, y1 + dy ), + ( ( x1 + x5 + C * dy ) / 2, ( y1 + y5 - C * dx ) / 2 ), + ( x5 - dx, y5 - dy ), + ( x5, y5 ) ] + pts, pts2 = pts2, [] + s /= 4 + print len(pts), r + return pts + +def redraw( data ): + x, y = data.width / 2, data.height / 2 + r = min( 2 * x / C, y ) + print x,y,r + pts = koch( x, y, r, 1 ) + print len(pts) + data.widget.delete( tk.ALL ) + data.widget.create_oval( x - r, y - r, x + r, y + r, outline="#F88" ) + for i in range( len( pts ) ): + ( x1, y1 ), ( x2, y2 ) = pts[ i - 1 ], pts[ i ] + data.widget.create_line( x1, y1, x2, y2 ) + +window = tk.Tk() +window.title( "Koch" ) +canvas = tk.Canvas( window ) +canvas.pack( expand=True, fill=tk.BOTH ) +canvas.bind( "", redraw ) +window.mainloop() diff --git a/m2/r0.png b/m2/r0.png new file mode 100755 index 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+def show(p): + win=tk.Tk() + win.title('HPGLPLOTTER') + plt=Plotter() + p=plt.full(p) + canvas=tk.Canvas(win,width=600,height=600) + canvas.grid(row=0,column=0) + x = y = 0 + for command in p.commands: + if command.name == 'PU': + x,y = command.x,command.y + elif command.name=='PD': + canvas.create_line(x,y,command.x,command.y) + x,y = command.x,command.y + elif command.name == 'CI': + r=command.args[0] + canvas.create_oval(x-r,y-r,x+r,y+r) + + win.mainloop() + +plt=Plotter() +p=Program() +#p.parsefile('hpgl/luz.hpgl') + +p.parsefile('hpgl/kreis.hpgl') +#p=p*10000 + + +print(plt.winsize[0]*0.025, plt.winsize[1]*0.025) +p=plt.full(p) +#p=p.flip() +#q=q.flip() +print(p.center) +print(plt.center) +#q=q+(p.xmax,0) +#p=p.rotate(90) +p=plt.centralize(p) +#p=p-p.center +#p=p+(120,120) +#q=plt.centralize(q) +#q=q+(0,p.ymax*1.05) +#p=p+120 +#p=p.flip() +#p=p*0.7 +#p=p+(959,9128.35) + +#out=out.flip() +#out=plt.full(out) +#p=p+100 +#out=plt.centralize(out) +#=out+(40,40) +#out=p +print(str(p)) +print('p.xmin,q.xmin,p.ymin,q.ymin,p.xmax,q.xmax,pymax,q,ymax') + + +print(len(p)) +#print str(out) +#show(p+q) +#show(p) +plt.write(p) + + + + + diff --git a/maintk.py b/maintk.py new file mode 100755 index 0000000..088782b --- /dev/null +++ b/maintk.py @@ -0,0 +1,108 @@ +from Plotter import * +from Command import * +from Program import * +import Tkinter as tk +import tkMessageBox +import tkFileDialog +from hpglView import HPGLView +import os.path + + +class App: + def __init__(self): + self.programs=[] + self.filename=None + self.window=tk.Tk() + self.window.title('Mimaki 0.1') + self.create_menu() + self.create_lb() + self.view=HPGLView(self.window) + self.view.pack(side=tk.RIGHT,expand=True,fill=tk.BOTH) + self.view.programs=self.programs + + def create_menu(self): + menu=tk.Menu(self.window) + self.window.config(menu=menu) + filemenu=tk.Menu(menu) + filemenu.add_command(label="Open",command=self.file_open) + filemenu.add_command(label="Save",command=self.file_save) + filemenu.add_command(label="Save as",command=self.file_saveas) + menu.add_cascade(label="File", menu=filemenu) + editmenu=tk.Menu(menu) + editmenu.add_command(label="Scale",command=self.edit_scale) + editmenu.add_command(label="Flip",command=self.edit_flip) + editmenu.add_command(label="Move",command=self.edit_move) + menu.add_cascade(label="Edit", menu=editmenu) + plotmenu=tk.Menu(menu) + plotmenu.add_command(label="Write",command=self.plot_write) + plotmenu.add_command(label="Centralize",command=self.plot_center) + plotmenu.add_command(label="Full",command=self.plot_full) + menu.add_cascade(label="Plot", menu=plotmenu) + + def plot_write(): + pass + + def plot_center(): + pass + + def plot_full(): + pass + + def create_lb(self): + listFrame = tk.Frame(self.window) + self.listBox = tk.Listbox(listFrame) + self.listBox.pack(expand=True,fill=tk.BOTH) + listFrame.pack(side=tk.LEFT,fill=tk.Y) + scrollBar = tk.Scrollbar(listFrame) + self.listBox.config(yscrollcommand=scrollBar.set) + + + def run(self): + self.window.mainloop() + + def edit_scale(self): + pass + + + def edit_flip(self): + for element in self.programs: + if element.active: + element= element.flip() + + def edit_move(self): + pass + + def file_open(self): + filename = tkFileDialog.askopenfilename() + if filename: + p=Program() + p.parsefile(filename) + self.programs.append(p) + self.filename = filename + self.listBox.insert(tk.END, os.path.basename(filename)) + + def file_save(self): + if self.program: + if self.filename: + self.save() + else: + self.file_saveas() + else: + tkMessageBox.showwarning("No!") + + def file_saveas(self): + filename = tkFileDialog.asksaveasfilename() + if filename: + self.filename = filename + self.save() + + def save(self): + if self.program: + with open(self.filename,"w") as file: + file.write(str(self.program)) + else: + tkMessageBox.showwarning("Nope!") + +app=App() +app.run() + diff --git a/mandel/r0.png b/mandel/r0.png new file mode 100755 index 0000000..1a822e6 Binary 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/dev/null +++ b/mandelbrot.py @@ -0,0 +1,31 @@ +# Mandelbrot Fractal using Tkinter +# FB36 - 20130706 +import Tkinter +from Tkinter import * +WIDTH = 640; HEIGHT = 480 +xa = -2.0; xb = 1.0 +ya = -1.5; yb = 1.5 +maxIt = 256 + +window = Tk() +canvas = Canvas(window, width = WIDTH, height = HEIGHT, bg = "#000000") +img = PhotoImage(width = WIDTH, height = HEIGHT) +canvas.create_image((0, 0), image = img, state = "normal", anchor = Tkinter.NW) + +for ky in range(HEIGHT): + print ky + for kx in range(WIDTH): + c = complex(xa + (xb - xa) * kx / WIDTH, ya + (yb - ya) * ky / HEIGHT) + z = complex(0.0, 0.0) + for i in range(maxIt): + z = z * z + c + if abs(z) >= 69757658.758658765877: + break + rd = hex(i % 4 * 64)[2:].zfill(2) + gr = hex(i % 8 * 32)[2:].zfill(2) + bl = hex(i % 16 * 16)[2:].zfill(2) +img.put("#" + rd + gr + bl, (kx, ky)) + +canvas.pack() +mainloop() + diff --git a/moebius.py b/moebius.py new file mode 100755 index 0000000..aab073a --- /dev/null +++ b/moebius.py @@ -0,0 +1,45 @@ +# Mandelbrot Fractal using Tkinter +# FB36 - 20130706 +from __future__ import division +import Tkinter +from Tkinter import * +import math + +WIDTH = 100; HEIGHT = 100 +xa = -2.0; xb = 2.0 +ya = -2.0; yb = 2.0 +maxIt = 256 + +window = Tk() +canvas = Canvas(window, width = WIDTH, height = HEIGHT, bg = "#000000") +img = PhotoImage(width = WIDTH, height = HEIGHT) +canvas.create_image((0, 0), image = img, state = "normal", anchor = Tkinter.NW) + +sgn = lambda x: -1 if x < 0 else 1 + +n = 100 +for r in range( n): + k = (2 * r / ( n - 1 )) - 1 + for ky in range(HEIGHT): + for kx in range(WIDTH): + x=xa + (xb - xa) * kx / WIDTH + y= ya + (yb - ya) * ky / HEIGHT + try: + c = complex(x,y)**(sgn(k)*abs(k)**3)#(math.sin(k*math.pi/2)) + z = complex(0.0, 0.0) + for i in range(maxIt): + z = z * z + c + if abs(z) >= 2.0: + rd = hex(i % 4 * 64)[2:].zfill(2) + gr = hex(i % 8 * 32)[2:].zfill(2) + bl = hex(i % 16 * 16)[2:].zfill(2) + img.put("#" + rd + gr + bl, (kx, ky)) + break + except: + pass + + img.write( "m2/r{0}.png".format( r ), format="png" ) + +canvas.pack() +mainloop() + diff --git a/moritz.hpgl~ b/moritz.hpgl~ new file mode 100755 index 0000000..1d4acd5 --- /dev/null +++ b/moritz.hpgl~ @@ -0,0 +1,425 @@ +##sK1 1 2 +document() +layout('A4',(595.276,841.89),0) +grid((0,0,2.83465,2.83465),0,("RGB",0.0,0.0,1.0),'Gitter') +page('','A4',(595.276,841.89),0) +layer('PLT_objects',1,1,0,0,("RGB",0.196,0.314,0.635)) +lw(0.85) +lc(2) +lj(1) +b() +bs(68.9528,376.157,0) +bs(69.0945,375.945,0) +bs(69.3071,375.945,0) +bs(69.4488,376.087,0) +bs(71.9291,380.622,0) +bs(71.9291,380.622,0) +bs(74.4094,376.087,0) +bs(74.622,375.945,0) +bs(74.7638,375.945,0) +bs(74.9764,376.157,0) +bs(76.1811,383.244,0) +bs(75.9685,383.528,0) +bs(74.6929,383.528,0) +bs(74.4803,383.315,0) +bs(74.0551,380.055,0) +bs(73.9843,380.055,0) +bs(72.2126,383.457,0) +bs(72.0709,383.598,0) +bs(71.8583,383.598,0) +bs(71.6457,383.457,0) +bs(69.874,380.055,0) +bs(69.874,380.055,0) +bs(69.378,383.315,0) 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+IN;SP1;PU2702,6425;PD2583,6430;PD2453,6422;PD2323,6415;PD2182,6372;PD2073,6337;PD2007,6312;PD1895,6241;PD1815,6188;PD1736,6104;PD1656,6021;PD1610,5936;PD1564,5851;PD1533,5733;PD1492,5567;PD1481,5519;PD1484,5361;PD1488,5203;PD1514,5178;PD1540,5152;PD1995,5149;PD2451,5146;PD2482,5173;PD2514,5199;PD2516,5322;PD2518,5446;PD2542,5508;PD2566,5570;PD2620,5616;PD2668,5654;PD2709,5681;PD2745,5699;PD2825,5711;PD2905,5724;PD3004,5712;PD3102,5700;PD3195,5653;PD3287,5606;PD3354,5551;PD3420,5497;PD3497,5406;PD3558,5338;PD3596,5303;PD3619,5291;PD3649,5297;PD3716,5324;PD3836,5381;PD4079,5504;PD4164,5547;PD4167,5589;PD4171,5631;PD4078,5734;PD3945,5877;PD3817,5986;PD3668,6099;PD3513,6197;PD3443,6236;PD3409,6253;PD3320,6288;PD3225,6324;PD3108,6361;PD2977,6399;PD2899,6410;PD2808,6419;PD2702,6425;PD2702,6425;PU5942,6425;PD5800,6429;PD5674,6421;PD5547,6413;PD5408,6371;PD5270,6329;PD5166,6268;PD5062,6207;PD4983,6127;PD4904,6047;PD4859,5972;PD4814,5897;PD4772,5773;PD4729,5649;PD4729,5425;PD4728,5201;PD4760,5174;PD4791,5146;PD5258,5146;PD5725,5146;PD5751,5168;PD5778,5190;PD5778,5381;PD5778,5573;PD5812,5622;PD5847,5671;PD5918,5708;PD5989,5745;PD6044,5745;PD6099,5745;PD6174,5717;PD6249,5690;PD6311,5648;PD6372,5605;PD6422,5548;PD6473,5491;PD6551,5332;PD6629,5173;PD6658,5160;PD6688,5146;PD7142,5146;PD7596,5146;PD7621,5164;PD7646,5182;PD7646,5203;PD7646,5225;PD7572,5369;PD7497,5513;PD7385,5662;PD7273,5811;PD7163,5915;PD7077,5993;PD7025,6037;PD6932,6103;PD6861,6149;PD6785,6195;PD6698,6238;PD6602,6281;PD6495,6321;PD6382,6356;PD6272,6384;PD6173,6405;PD6083,6420;PD5942,6425;PD5942,6425;PU8832,6431;PD8673,6421;PD8532,6413;PD8487,6402;PD8329,6360;PD8216,6330;PD8104,6273;PD8011,6222;PD7946,6181;PD7856,6106;PD7813,6066;PD7746,5966;PD7680,5866;PD7680,5825;PD7681,5784;PD7700,5760;PD7720,5736;PD7804,5685;PD7945,5606;PD8081,5535;PD8149,5495;PD8203,5461;PD8247,5429;PD8283,5422;PD8318,5416;PD8348,5427;PD8378,5439;PD8420,5501;PD8461,5564;PD8531,5626;PD8602,5687;PD8690,5729;PD8778,5771;PD8884,5783;PD8990,5794;PD9085,5782;PD9181,5771;PD9256,5732;PD9330,5694;PD9374,5647;PD9411,5600;PD9440,5554;PD9464,5509;PD9464,5465;PD9464,5421;PD9430,5371;PD9397,5320;PD9354,5297;PD9311,5273;PD9200,5249;PD9088,5226;PD9073,5213;PD9062,5200;PD9057,5185;PD9057,5171;PD9100,5157;PD9142,5143;PD9255,5142;PD9907,5144;PD10446,5146;PD10470,5170;PD10494,5194;PD10488,5254;PD10481,5314;PD10440,5436;PD10399,5558;PD10348,5643;PD10261,5778;PD10210,5841;PD10135,5923;PD10045,6018;PD9979,6065;PD9827,6166;PD9742,6221;PD9623,6271;PD9504,6321;PD9340,6366;PD9176,6411;PD9012,6422;PD8832,6431;PD8832,6431;PU-1455,6342;PD-1898,6342;PD-1923,6331;PD-1949,6321;PD-1959,6294;PD-1969,6266;PD-1954,6199;PD-1936,6136;PD-1916,6077;PD-1895,6010;PD-1875,5927;PD-1856,5846;PD-1836,5784;PD-1815,5725;PD-1795,5648;PD-1774,5561;PD-1749,5479;PD-1725,5402;PD-1706,5327;PD-1678,5222;PD-1667,5192;PD-1630,5169;PD-1593,5146;PD-1152,5146;PD-712,5146;PD-685,5165;PD-659,5183;PD-665,5224;PD-682,5303;PD-717,5434;PD-801,5739;PD-864,5965;PD-925,6168;PD-960,6280;PD-987,6311;PD-1013,6343;PD-1455,6342;PD-1455,6342;PU282,6343;PD-139,6343;PD-169,6320;PD-199,6296;PD-199,6276;PD-170,6139;PD-145,6042;PD-124,5976;PD-100,5903;PD-69,5790;PD-8,5564;PD45,5372;PD91,5222;PD108,5179;PD139,5164;PD169,5148;PD613,5146;PD1058,5143;PD1078,5169;PD1099,5194;PD1099,5213;PD1087,5260;PD1060,5346;PD1031,5440;PD1014,5508;PD1002,5561;PD984,5620;PD912,5869;PD830,6168;PD805,6252;PD789,6296;PD771,6312;PD742,6327;PD704,6343;PD282,6343;PU-707,5031;PD-1137,5022;PD-1540,5017;PD-1563,4996;PD-1586,4975;PD-1593,4943;PD-1600,4910;PD-1576,4856;PD-1552,4802;PD-1518,4664;PD-1489,4551;PD-1464,4472;PD-1444,4410;PD-1425,4336;PD-1405,4260;PD-1384,4195;PD-1363,4129;PD-1344,4053;PD-1324,3971;PD-1299,3890;PD-1272,3805;PD-1248,3713;PD-1223,3619;PD-1196,3526;PD-1151,3406;PD-1136,3376;PD-1100,3364;PD-1064,3351;PD-639,3351;PD-213,3351;PD-196,3371;PD-182,3393;PD-173,3418;PD-166,3444;PD-188,3514;PD-203,3570;PD-210,3609;PD-210,3634;PD-194,3640;PD-179,3646;PD-135,3628;PD-97,3608;PD-65,3585;PD-25,3556;PD35,3519;PD222,3420;PD333,3362;PD476,3322;PD619,3281;PD761,3275;PD903,3270;PD981,3283;PD1059,3296;PD1161,3345;PD1262,3393;PD1317,3451;PD1371,3510;PD1411,3594;PD1451,3678;PD1450,3800;PD1450,3922;PD1400,4125;PD1309,4475;PD1244,4700;PD1199,4859;PD1163,4964;PD1150,4990;PD1119,5006;PD1088,5022;PD658,5022;PD228,5022;PD201,4994;PD173,4967;PD173,4935;PD173,4903;PD223,4745;PD262,4614;PD286,4520;PD303,4446;PD327,4363;PD354,4273;PD356,4203;PD357,4132;PD327,4081;PD297,4030;PD268,4008;PD240,3985;PD180,3978;PD120,3970;PD37,3983;PD-44,3996;PD-113,4038;PD-182,4079;PD-251,4151;PD-320,4222;PD-371,4315;PD-423,4407;PD-451,4506;PD-486,4615;PD-525,4755;PD-558,4883;PD-583,4937;PD-609,4991;PD-644,5012;PD-678,5033;PD-707,5031;PD-707,5031;PU1660,5029;PD1608,5036;PD1579,5007;PD1550,4978;PD1550,4927;PD1550,4876;PD1585,4788;PD1636,4649;PD1662,4581;PD1701,4491;PD1753,4389;PD1807,4294;PD1901,4147;PD1997,4017;PD2070,3936;PD2162,3843;PD2336,3683;PD2404,3629;PD2472,3581;PD2567,3526;PD2702,3455;PD2865,3372;PD3046,3328;PD3227,3283;PD3362,3274;PD3497,3265;PD3608,3275;PD3720,3285;PD3829,3313;PD3938,3340;PD4017,3378;PD4096,3416;PD4175,3475;PD4291,3570;PD4332,3617;PD4378,3679;PD4418,3746;PD4447,3803;PD4487,3888;PD4506,3922;PD4525,4012;PD4544,4102;PD4550,4260;PD4556,4418;PD4536,4576;PD4517,4734;PD4500,4779;PD4457,4904;PD4430,4983;PD4406,5002;PD4381,5022;PD3046,5022;PD1711,5022;PD1660,5029;PU3143,4537;PD3527,4537;PD3559,4505;PD3591,4473;PD3604,4429;PD3616,4384;PD3616,4260;PD3616,4135;PD3588,4078;PD3560,4021;PD3534,3998;PD3500,3973;PD3454,3945;PD3398,3916;PD3314,3916;PD3229,3916;PD3125,3962;PD3020,4008;PD2943,4084;PD2865,4161;PD2802,4267;PD2754,4353;PD2726,4411;PD2717,4445;PD2713,4471;PD2713,4492;PD2736,4514;PD2758,4537;PD3143,4537;PD3143,4537;PU5311,5024;PD4868,5028;PD4847,5020;PD4827,5007;PD4808,4987;PD4790,4961;PD4790,4925;PD4790,4888;PD4825,4794;PD4885,4621;PD4915,4539;PD4954,4452;PD5037,4294;PD5115,4164;PD5231,4001;PD5308,3899;PD5385,3825;PD5518,3705;PD5650,3603;PD5725,3546;PD5888,3466;PD6051,3386;PD6152,3357;PD6267,3328;PD6404,3300;PD6557,3271;PD6737,3271;PD6918,3271;PD7040,3295;PD7148,3318;PD7237,3342;PD7313,3365;PD7387,3405;PD7460,3450;PD7533,3502;PD7595,3553;PD7642,3598;PD7680,3649;PD7724,3712;PD7771,3784;PD7787,3836;PD7831,3967;PD7860,4046;PD7867,4193;PD7875,4339;PD7862,4458;PD7850,4576;PD7804,4763;PD7757,4949;PD7732,4975;PD7709,4997;PD7687,5013;PD7665,5025;PD7213,5023;PD6760,5021;PD6735,5005;PD6710,4989;PD6703,4952;PD6697,4915;PD6731,4810;PD6762,4702;PD6789,4590;PD6813,4475;PD6819,4334;PD6825,4192;PD6812,4146;PD6800,4100;PD6774,4062;PD6748,4023;PD6702,3998;PD6656,3972;PD6588,3965;PD6520,3958;PD6437,3977;PD6353,3995;PD6275,4054;PD6196,4113;PD6154,4169;PD6108,4239;PD6056,4330;PD5999,4435;PD5948,4585;PD5906,4717;PD5875,4825;PD5839,4946;PD5826,4977;PD5790,4999;PD5755,5021;PD5311,5024;PD5311,5024;PU9462,5021;PD8510,5020;PD8476,5008;PD8439,4991;PD8396,4965;PD8351,4934;PD8296,4870;PD8242,4806;PD8207,4720;PD8173,4633;PD8173,4531;PD8172,4430;PD8210,4300;PD8248,4170;PD8292,4081;PD8338,3999;PD8385,3925;PD8446,3849;PD8522,3761;PD8610,3665;PD8689,3607;PD8765,3555;PD8836,3513;PD9010,3425;PD9116,3374;PD9247,3341;PD9370,3312;PD9479,3290;PD9580,3272;PD9750,3272;PD9921,3273;PD10034,3289;PD10147,3306;PD10265,3341;PD10384,3377;PD10457,3414;PD10525,3453;PD10586,3494;PD10638,3538;PD10686,3583;PD10728,3633;PD10768,3692;PD10807,3755;PD10807,3794;PD10807,3833;PD10782,3856;PD10752,3878;PD10717,3899;PD10643,3945;PD10607,3968;PD10568,3987;PD10501,4021;PD10399,4077;PD10299,4131;PD10240,4157;PD10210,4164;PD10181,4151;PD10152,4138;PD10129,4101;PD10101,4064;PD10065,4027;PD10013,3988;PD9949,3947;PD9875,3906;PD9797,3893;PD9720,3879;PD9594,3885;PD9469,3890;PD9428,3908;PD9378,3934;PD9318,3972;PD9249,4018;PD9225,4066;PD9192,4146;PD9182,4179;PD9203,4227;PD9224,4274;PD9262,4303;PD9300,4331;PD9351,4348;PD9453,4389;PD9504,4411;PD9616,4436;PD9702,4456;PD9748,4470;PD9806,4489;PD9917,4520;PD10068,4560;PD10163,4606;PD10258,4652;PD10344,4738;PD10430,4825;PD10455,4876;PD10480,4928;PD10467,4964;PD10455,5000;PD10434,5011;PD10413,5022;PD9462,5021;PD9462,5021;PU; diff --git a/oldpy/backupcg5-class_backup.py b/oldpy/backupcg5-class_backup.py new file mode 100755 index 0000000..68f3c64 --- /dev/null +++ b/oldpy/backupcg5-class_backup.py @@ -0,0 +1,165 @@ +from __future__ import division +import serial + + + +class Command: + + def __init__(self, name, *args): + self.name = name # hpgl Command name e.g. PU, PA, + self.args = args # list of Position args + + @property + def x(self): + return self.args[0] \ + if self.name in ("PA", "PD", "PR", "PU" ) and self.args else \ + None # Only these Commads have args + + @property + def y(self): + return self.args[1] \ + if self.name in ("PA", "PD", "PR", "PU" ) and self.args else \ + None + + def __str__(self): + return self.name + ",".join(str(arg) for arg in self.args) + ";" + + def __mul__(self, factor): + if self.name not in ("PA", "PD", "PR", "PU" ) or not self.args: + return self + if type(factor) == type(0) or type(factor) == type(0.0): + factor = (factor, factor) + return Command(self.name, + int(self.x * factor[0]), + int(self.y * factor[1])) + + def __add__(self, addend): + if self.name not in ("PA", "PD", "PR", "PU" ) or not self.args: + return self + if type(addend) == type(0) or type(addend) == type(0.0): + addend = (addend, addend) + return Command(self.name, + int(self.x + addend[0]), + int(self.y + addend[1])) + + def __sub__(self, addend): + if type(addend) == type(0) or type(addend) == type(0.0): + addend = (addend, addend) + return self + (-addend[0], -addend[1]) + +class Program: + + def __init__(self, commands=[]): + self.commands = commands + + def parsefile(self, filename): + with open(filename) as file: + self.parse( file.read()) + + def parse(self, code): + for command in code.strip().split(";")[:-1]: + name, args = command[:2], command[2:] + args = [int(arg) for arg in args.split(",")] if args else [] + #print name , args + self.commands.append(Command(name, *args)) + + def __str__(self): + return "".join(str(command) for command in self.commands) + + + def __mul__(self, arg): + return Program([command * arg for command in self.commands]) + + + def __add__(self, arg): + return Program([command + arg for command in self.commands]) + + def __sub__(self, arg): + return Program([command - arg for command in self.commands]) + + @property + def xmax(self): + return max(command.x for command in self.commands if command.x) + @property + def xmin(self): + return min(command.x for command in self.commands if command.x) + @property + def ymax(self): + return max(command.y for command in self.commands if command.y) + @property + def ymin(self): + return min(command.y for command in self.commands if command.y) + @property + def center(self): + return (self.xmin+self.ymin)/2,(self.ymin+self.ymax)/2 + @property + def size(self): return self.xmax-self.xmin , self.yax - self.ymin + + + +class Plotter: + + def __init__(self): + try: + self.ser = serial.Serial('/dev/ttyUSB0', 9600) + self.ser.write('OW;') + s = [] + if not s: + print 'I/O Fehler ist der Plotter bereit' + while True: + x = self.ser.read() + if x == "\x0d": + break + s.append(x) + self.__boundaries = tuple(int(x) for x in "".join(s).split(",")) + + except OSError: + self.__boundaries = 0,0,0,0 + print "No such file or directory: '/dev/ttyUSB0'" + + + + + @property + def xmin(self): + return self.__boundaries[0] + + @property + def ymin(self): + return self.__boundaries[1] + + @property + def xmax(self): + return self.__boundaries[2] + + @property + def ymax(self): + return self.__boundaries[3] + + @property + def center(self): + return (self.xmin + self.xmax)/2, (self.ymin + self.ymax)/2 + + def write(self,programm): + self.ser.write(str(programm)) + @property + def winsize(self): return self.xmax-self.xmin , self.yax - self.ymin + + + + +p = Program() +p.parsefile("Clitoris.hpgl" ) +#print p + +p=p*(1.2,-1.2) +p= p-(4000,-4500) +plt=Plotter() +print p.xmax +print p.ymax +print p.xmin +print p.ymin +print p.center +#plt.write(p) +#print getWin() + diff --git a/oldpy/cg5-boolean_exp.py b/oldpy/cg5-boolean_exp.py new file mode 100755 index 0000000..429d5a3 --- /dev/null +++ b/oldpy/cg5-boolean_exp.py @@ -0,0 +1,280 @@ +# -*- coding: utf-8 -*- +from __future__ import division +import serial +import time +import math + + + + + +class Command: + inicoms= ("IN", "SP", "LT") + scalecoms=("PA", "PD", "PR", "PU", "CI" ) + movecoms=("PA", "PD", "PR", "PU" ) + + def __init__(self, name, *args): + self.name = name # hpgl Command name e.g. PU, PA, + self.args = args # list of Position args + + @property + def scalable(self): + return True \ + if self.name in Command.scalecoms and self.args else \ + False + @property + def movable(self): + return True \ + if self.name in Command.movecoms and self.args else \ + False + + @property + def x(self): + return self.args[0] \ + if self.movable else\ + None + + @property + def y(self): + return self.args[1] \ + if self.movable else\ + None + + def __len__(self): + return len(str(self)) + + def __str__(self): + return self.name + ",".join(str(arg) for arg in self.args) + ";" + + def __mul__(self, factor): + if not self.scalable: + return self + if type(factor) == type(0) or type(factor) == type(0.0): + factor = (factor, factor) + return Command(self.name, + int(self.args[0] * factor[0]), + int(self.args[1] * factor[1])) \ + if len(self.args)>1 else\ + Command(self.name,int(self.args[0]*factor[0]) ) + + def __add__(self, addend): + if not self.movable: + return self + if type(addend) == type(0) or type(addend) == type(0.0): + addend = (addend, addend) + return Command(self.name, + int(self.x + addend[0]), + int(self.y + addend[1])) + + def __sub__(self, addend): + if type(addend) == type(0) or type(addend) == type(0.0): + addend = (addend, addend) + return self + (-addend[0], -addend[1]) + + def rotate(self, angl): + if not self.movable: + return self + cosa=math.cos(angl*math.pi/180) + sina=math.sin(angl*math.pi/180) + return Command(self.name,int(self.x*cosa-self.y*sina),int(self.y*cosa+self.x*sina)) + + def flip(self): + if not self.movable: + return self + return Command(self.name,self.y,-self.x) + +class Program: + + def __init__(self, commands=[]): + self.commands = commands + + def parsefile(self, filename): + with open(filename) as file: + self.parse( file.read()) + + def parse(self, code): + for command in code.strip().split(";")[:-1]: + name, args = command[:2], command[2:] + args = [int(arg) for arg in args.split(",")] if args else [] + #print name , args + self.commands.append(Command(name, *args)) + + def __str__(self): + return "".join(str(command) for command in self.commands) + + + def __mul__(self, arg): + return Program([command * arg for command in self.commands]) + + + def __add__(self, arg): + return Program([command + arg for command in self.commands]) + + def __sub__(self, arg): + return Program([command - arg for command in self.commands]) + + def __len__(self): + return len(str(self)) + + + def rotate(self, angl): + return Program([command.rotate(angl) for command in self.commands]) + + def flip(self): + return Program([command.flip() for command in self.commands]) + + + + @property + def xmax(self): + return max(command.x for command in self.commands if command.x and command.movable) + @property + def xmin(self): + return min(command.x for command in self.commands if command.x and command.movable) + @property + def ymax(self): + return max(command.y for command in self.commands if command.y and command.movable) + @property + def ymin(self): + return min(command.y for command in self.commands if command.y and command.movable) + @property + def center(self): + #return 42 + return int((self.xmin+self.xmax)/2),int((self.ymin+self.ymax)/2) + @property + def size(self): return self.xmax-self.xmin , self.yax - self.ymin + + @property + def winsize(self): + return self.xmax-self.xmin , self.ymax - self.ymin + + def centralize(self): + return self-self.center + + @property + def oob(self, pltr): + return (self.xmax > pltr.xmax or self.xmin < pltr.xmin or self.ymin < pltr.ymin or self.ymax > pltr.ymax) + + def full(self,pltr): + arg = min(pltr.winsize[0]/self.winsize[0],pltr.winsize[1]/self.winsize[1]) + return self*arg + + + + + + +class Plotter: + + def __init__(self): + try: + print 'try to open Serial' + self.ser = serial.Serial('/dev/ttyUSB0', 9600,serial.EIGHTBITS,serial.PARITY_NONE,serial.STOPBITS_ONE,15) + print ' sending: OW;' + self.ser.write('OW;') + print 'OW; sent, start reading' + s = [] + + + while True: + x = self.ser.read() + if x == "\x0d": + break + s.append(x) + if not s: + print 'I/O Fehler ist der Plotter bereit' + print 'Gerät sagt:' + str(s) + self.__boundaries = tuple(int(x) for x in "".join(s).split(",")) + + except OSError: + self.__boundaries = -2000,-2000,2000,2000 + self.ser=None + print "No such file or directory: '/dev/ttyUSB0'" + + + + + @property + def xmin(self): + return self.__boundaries[0] + + @property + def ymin(self): + return self.__boundaries[1] + + @property + def xmax(self): + return self.__boundaries[2] + + @property + def ymax(self): + return self.__boundaries[3] + + @property + def center(self): + return (self.xmin + self.xmax)/2, (self.ymin + self.ymax)/2 + + def write(self,programm): + self.ser.write(str(programm)) + + @property + def winsize(self): + return self.xmax-self.xmin , self.ymax - self.ymin + + + def oob(self,p): + return (p.xmax > self.xmax or p.xmin < self.xmin or p.ymin < self.ymin or p.ymax > self.ymax) + + @property + def ready(self): + try: + print 'try to get Status' + if not self.ser: + + return False + self.ser.write('OS;') + print 'OW; sent, start reading' + s = [] + while True: + x = self.ser.read() + if x == "\x0d": + break + s.append(x) + if not s: + return False + print s + return True + except OSError: + return False + + def plot(self,prog): + if (not self.oob(prog)) and self.ready: + self.write(prog) + + + + + + + + +plt=Plotter() +print "p" +p=Program() +#print plt.winsize +print "parsefile" +p.parsefile("sign") +#p=p.rotate(15) +#print str(p) +p=p*(-0.2,0.2) +#p=p.flip() +#p=p.full(plt) +p=p.centralize() + +#print str(p) +plt.plot(p) +print p.winsize +print len(p) +#print str(p) + + diff --git a/oldpy/cg5-class.py b/oldpy/cg5-class.py new file mode 100755 index 0000000..aaad81e --- /dev/null +++ b/oldpy/cg5-class.py @@ -0,0 +1,183 @@ +from __future__ import division +import serial + + + + + +class Command: + + def __init__(self, name, *args): + self.name = name # hpgl Command name e.g. PU, PA, + self.args = args # list of Position args + + @property + def x(self): + return self.args[0] \ + if self.name in ("PA", "PD", "PR", "PU" ) and self.args else \ + None # Only these Commads have args + + @property + def y(self): + return self.args[1] \ + if self.name in ("PA", "PD", "PR", "PU" ) and self.args else \ + None + + def __len__(self): + return len(str(self)) + + def __str__(self): + return self.name + ",".join(str(arg) for arg in self.args) + ";" + + def __mul__(self, factor): + if self.name not in ("PA", "PD", "PR", "PU" ) or not self.args: + return self + if type(factor) == type(0) or type(factor) == type(0.0): + factor = (factor, factor) + return Command(self.name, + int(self.x * factor[0]), + int(self.y * factor[1])) + + + def __add__(self, addend): + if self.name not in ("PA", "PD", "PR", "PU" ) or not self.args: + return self + if type(addend) == type(0) or type(addend) == type(0.0): + addend = (addend, addend) + return Command(self.name, + int(self.x + addend[0]), + int(self.y + addend[1])) + + def __sub__(self, addend): + if type(addend) == type(0) or type(addend) == type(0.0): + addend = (addend, addend) + return self + (-addend[0], -addend[1]) + +class Program: + + def __init__(self, commands=[]): + self.commands = commands + + def parsefile(self, filename): + with open(filename) as file: + self.parse( file.read()) + + def parse(self, code): + for command in code.strip().split(";")[:-1]: + name, args = command[:2], command[2:] + args = [int(arg) for arg in args.split(",")] if args else [] + #print name , args + self.commands.append(Command(name, *args)) + + def __str__(self): + return "".join(str(command) for command in self.commands) + + + def __mul__(self, arg): + return Program([command * arg for command in self.commands]) + + + def __add__(self, arg): + return Program([command + arg for command in self.commands]) + + def __sub__(self, arg): + return Program([command - arg for command in self.commands]) + + def __len__(self): + return len(str(self)) + + @property + def xmax(self): + return max(command.x for command in self.commands if command.x) + @property + def xmin(self): + return min(command.x for command in self.commands if command.x) + @property + def ymax(self): + return max(command.y for command in self.commands if command.y) + @property + def ymin(self): + return min(command.y for command in self.commands if command.y) + @property + def center(self): + return (self.xmin+self.xmax)/2,(self.ymin+self.ymax)/2 + @property + def size(self): return self.xmax-self.xmin , self.yax - self.ymin + + @property + def winsize(self): return self.xmax-self.xmin , self.ymax - self.ymin + + def centralize(self): + return self-self.center + #arg= self.center + #return Program([command - arg for command in self.commands]) + + def oob(self, pltr): + + return (self.xmax > pltr.xmax or self.xmin < pltr.xmin or self.ymin < pltr.ymin or self.ymax > pltr.ymax) + + def full(self,pltr): + arg = min(pltr.winsize[0]/self.winsize[0],pltr.winsize[1]/self.winsize[1]) + return Program([command * arg for command in self.commands]) + + +class Plotter: + + def __init__(self): + try: + self.ser = serial.Serial('/dev/ttyUSB0', 9600) + self.ser.write('OW;') + s = [] + while True: + x = self.ser.read() + if x == "\x0d": + break + s.append(x) + if not s: + print 'I/O Fehler ist der Plotter bereit' + self.__boundaries = tuple(int(x) for x in "".join(s).split(",")) + + except OSError: + self.__boundaries = -1000,-1000,1000,1000 + + print "No such file or directory: '/dev/ttyUSB0'" + + + + + @property + def xmin(self): + return self.__boundaries[0] + + @property + def ymin(self): + return self.__boundaries[1] + + @property + def xmax(self): + return self.__boundaries[2] + + @property + def ymax(self): + return self.__boundaries[3] + + @property + def center(self): + return (self.xmin + self.xmax)/2, (self.ymin + self.ymax)/2 + + def write(self,programm): + self.ser.write(str(programm)) + @property + def winsize(self): + return self.xmax-self.xmin , self.ymax - self.ymin + + +plt=Plotter() +p=Program() +p.parsefile("kreis.hpgl" ) + + +print len(p) +plt.write(p) + + diff --git a/oldpy/cg5-class_1.py b/oldpy/cg5-class_1.py new file mode 100755 index 0000000..7094b81 --- /dev/null +++ b/oldpy/cg5-class_1.py @@ -0,0 +1,2769 @@ +Python 2.7.9 (default, Mar 1 2015, 12:57:24) +[GCC 4.9.2] on linux2 +Type "copyright", "credits" or "license()" for more information. +>>> ================================ RESTART ================================ +>>> + +Traceback (most recent call last): + File "/home/lukas/mimaki/cg5-class.py", line 82, in + print p*2 + File "/home/lukas/mimaki/cg5-class.py", line 68, in __mul__ + return Program([command * arg for command in self.commands]) + File "/home/lukas/mimaki/cg5-class.py", line 26, in __mul__ + int(self.x * factor[0]), + File "/home/lukas/mimaki/cg5-class.py", line 11, in x + return self.args[0] +IndexError: tuple index out of range + +>>> ================================ RESTART ================================ +>>> + +Traceback (most recent call last): + File "/home/lukas/mimaki/cg5-class.py", line 82, in + print p*2 + File "/home/lukas/mimaki/cg5-class.py", line 68, in __mul__ + return Program([command * arg for command in self.commands]) + File "/home/lukas/mimaki/cg5-class.py", line 26, in __mul__ + int(self.x * factor[0]), + File "/home/lukas/mimaki/cg5-class.py", line 11, in x + return self.args[0] +IndexError: tuple index out of range +>>> ================================ RESTART ================================ +>>> + +Traceback (most recent call last): + File "/home/lukas/mimaki/cg5-class.py", line 82, in + print p*2 + File "/home/lukas/mimaki/cg5-class.py", line 68, in __mul__ + return Program([command * arg for command in self.commands]) + File "/home/lukas/mimaki/cg5-class.py", line 26, in __mul__ + int(self.x * factor[0]), + File "/home/lukas/mimaki/cg5-class.py", line 11, in x + return self.args[0] +IndexError: tuple index out of range +>>> ================================ RESTART ================================ +>>> +IN [] +SP [1] +PU [406, 1586] +PD [406, 169] +PD [776, 169] +PD [1062, 168] +PD [1153, 168] +PD [1198, 172] +PD [1245, 188] +PD [1281, 207] +PD [1308, 226] +PD [1327, 246] +PD [1340, 267] +PD [1349, 286] +PD [1363, 320] +PD [1374, 348] +PD [1382, 383] +PD [1389, 489] +PD [1388, 920] +PD [1389, 1233] +PD [1389, 1340] +PD [1386, 1392] +PD [1372, 1435] +PD [1350, 1468] +PD [1319, 1492] +PD [1279, 1508] +PD [1238, 1518] +PD [1219, 1524] +PD [1241, 1530] +PD [1284, 1537] +PD [1323, 1553] +PD [1351, 1573] +PD [1367, 1594] +PD [1377, 1619] +PD [1384, 1657] +PD [1388, 1715] +PD [1389, 1919] +PD [1388, 2292] +PD [1374, 2860] +PD [1385, 2903] +PD [1391, 2914] +PD [1400, 2924] +PD [1425, 2939] +PD [1451, 2947] +PD [1471, 2949] +PD [1486, 2950] +PD [1495, 2953] +PD [1500, 2961] +PD [1501, 2974] +PD [1501, 3002] +PD [1270, 3002] +PD [1038, 3002] +PD [1038, 2361] +PD [1035, 1809] +PD [1029, 1725] +PD [1024, 1709] +PD [1017, 1700] +PD [1002, 1691] +PD [976, 1685] +PD [871, 1682] +PD [745, 1682] +PD [745, 2342] +PD [745, 3002] +PD [575, 3002] +PD [406, 3002] +PD [406, 1586] +PU [1013, 1370] +PD [1039, 1343] +PD [1038, 933] +PD [1035, 581] +PD [1029, 518] +PD [1025, 503] +PD [1019, 494] +PD [1005, 484] +PD [981, 477] +PD [873, 474] +PD [745, 474] +PD [745, 936] +PD [745, 1399] +PD [865, 1399] +PD [930, 1398] +PD [970, 1392] +PD [995, 1383] +PD [1013, 1370] +PD [1013, 1370] +PU [1724, 2978] +PD [1699, 2964] +PD [1679, 2944] +PD [1662, 2920] +PD [1648, 2893] +PD [1638, 2863] +PD [1631, 2832] +PD [1626, 2768] +PD [1631, 2728] +PD [1644, 2685] +PD [1664, 2646] +PD [1692, 2614] +PD [1735, 2584] +PD [1782, 2565] +PD [1830, 2557] +PD [1878, 2559] +PD [1924, 2571] +PD [1966, 2594] +PD [2003, 2628] +PD [2033, 2672] +PD [2046, 2703] +PD [2052, 2735] +PD [2053, 2770] +PD [2051, 2808] +PD [2043, 2864] +PD [2027, 2911] +PD [2016, 2931] +PD [2001, 2949] +PD [1982, 2966] +PD [1959, 2981] +PD [1934, 2991] +PD [1905, 2997] +PD [1840, 3001] +PD [1775, 2993] +PD [1724, 2978] +PD [1724, 2978] +PU [] + +Traceback (most recent call last): + File "/home/lukas/mimaki/cg5-class.py", line 83, in + print p*2 + File "/home/lukas/mimaki/cg5-class.py", line 69, in __mul__ + return Program([command * arg for command in self.commands]) + File "/home/lukas/mimaki/cg5-class.py", line 26, in __mul__ + int(self.x * factor[0]), + File "/home/lukas/mimaki/cg5-class.py", line 11, in x + return self.args[0] +IndexError: tuple index out of range +>>> ================================ RESTART ================================ +>>> +IN [] +SP [1] +PU [406, 1586] +PD [406, 169] +PD [776, 169] +PD [1062, 168] +PD [1153, 168] +PD [1198, 172] +PD [1245, 188] +PD [1281, 207] +PD [1308, 226] +PD [1327, 246] +PD [1340, 267] +PD [1349, 286] +PD [1363, 320] +PD [1374, 348] +PD [1382, 383] +PD [1389, 489] +PD [1388, 920] +PD [1389, 1233] +PD [1389, 1340] +PD [1386, 1392] +PD [1372, 1435] +PD [1350, 1468] +PD [1319, 1492] +PD [1279, 1508] +PD [1238, 1518] +PD [1219, 1524] +PD [1241, 1530] +PD [1284, 1537] +PD [1323, 1553] +PD [1351, 1573] +PD [1367, 1594] +PD [1377, 1619] +PD [1384, 1657] +PD [1388, 1715] +PD [1389, 1919] +PD [1388, 2292] +PD [1374, 2860] +PD [1385, 2903] +PD [1391, 2914] +PD [1400, 2924] +PD [1425, 2939] +PD [1451, 2947] +PD [1471, 2949] +PD [1486, 2950] +PD [1495, 2953] +PD [1500, 2961] +PD [1501, 2974] +PD [1501, 3002] +PD [1270, 3002] +PD [1038, 3002] +PD [1038, 2361] +PD [1035, 1809] +PD [1029, 1725] +PD [1024, 1709] +PD [1017, 1700] +PD [1002, 1691] +PD [976, 1685] +PD [871, 1682] +PD [745, 1682] +PD [745, 2342] +PD [745, 3002] +PD [575, 3002] +PD [406, 3002] +PD [406, 1586] +PU [1013, 1370] +PD [1039, 1343] +PD [1038, 933] +PD [1035, 581] +PD [1029, 518] +PD [1025, 503] +PD [1019, 494] +PD [1005, 484] +PD [981, 477] +PD [873, 474] +PD [745, 474] +PD [745, 936] +PD [745, 1399] +PD [865, 1399] +PD [930, 1398] +PD [970, 1392] +PD [995, 1383] +PD [1013, 1370] +PD [1013, 1370] +PU [1724, 2978] +PD [1699, 2964] +PD [1679, 2944] +PD [1662, 2920] +PD [1648, 2893] +PD [1638, 2863] +PD [1631, 2832] +PD [1626, 2768] +PD [1631, 2728] +PD [1644, 2685] +PD [1664, 2646] +PD [1692, 2614] +PD [1735, 2584] +PD [1782, 2565] +PD [1830, 2557] +PD [1878, 2559] +PD [1924, 2571] +PD [1966, 2594] +PD [2003, 2628] +PD [2033, 2672] +PD [2046, 2703] +PD [2052, 2735] +PD [2053, 2770] +PD [2051, 2808] +PD [2043, 2864] +PD [2027, 2911] +PD [2016, 2931] +PD [2001, 2949] +PD [1982, 2966] +PD [1959, 2981] +PD [1934, 2991] +PD [1905, 2997] +PD [1840, 3001] +PD [1775, 2993] +PD [1724, 2978] +PD [1724, 2978] +PU [] +IN;SP1;PU812,3172;PD812,338;PD1552,338;PD2124,336;PD2306,336;PD2396,344;PD2490,376;PD2562,414;PD2616,452;PD2654,492;PD2680,534;PD2698,572;PD2726,640;PD2748,696;PD2764,766;PD2778,978;PD2776,1840;PD2778,2466;PD2778,2680;PD2772,2784;PD2744,2870;PD2700,2936;PD2638,2984;PD2558,3016;PD2476,3036;PD2438,3048;PD2482,3060;PD2568,3074;PD2646,3106;PD2702,3146;PD2734,3188;PD2754,3238;PD2768,3314;PD2776,3430;PD2778,3838;PD2776,4584;PD2748,5720;PD2770,5806;PD2782,5828;PD2800,5848;PD2850,5878;PD2902,5894;PD2942,5898;PD2972,5900;PD2990,5906;PD3000,5922;PD3002,5948;PD3002,6004;PD2540,6004;PD2076,6004;PD2076,4722;PD2070,3618;PD2058,3450;PD2048,3418;PD2034,3400;PD2004,3382;PD1952,3370;PD1742,3364;PD1490,3364;PD1490,4684;PD1490,6004;PD1150,6004;PD812,6004;PD812,3172;PU2026,2740;PD2078,2686;PD2076,1866;PD2070,1162;PD2058,1036;PD2050,1006;PD2038,988;PD2010,968;PD1962,954;PD1746,948;PD1490,948;PD1490,1872;PD1490,2798;PD1730,2798;PD1860,2796;PD1940,2784;PD1990,2766;PD2026,2740;PD2026,2740;PU3448,5956;PD3398,5928;PD3358,5888;PD3324,5840;PD3296,5786;PD3276,5726;PD3262,5664;PD3252,5536;PD3262,5456;PD3288,5370;PD3328,5292;PD3384,5228;PD3470,5168;PD3564,5130;PD3660,5114;PD3756,5118;PD3848,5142;PD3932,5188;PD4006,5256;PD4066,5344;PD4092,5406;PD4104,5470;PD4106,5540;PD4102,5616;PD4086,5728;PD4054,5822;PD4032,5862;PD4002,5898;PD3964,5932;PD3918,5962;PD3868,5982;PD3810,5994;PD3680,6002;PD3550,5986;PD3448,5956;PD3448,5956;PU; +>>> ================================ RESTART ================================ +>>> +IN [] +SP [1] +PU [406, 1586] +PD [406, 169] +PD [776, 169] +PD [1062, 168] +PD [1153, 168] +PD [1198, 172] +PD [1245, 188] +PD [1281, 207] +PD [1308, 226] +PD [1327, 246] +PD [1340, 267] +PD [1349, 286] +PD [1363, 320] +PD [1374, 348] +PD [1382, 383] +PD [1389, 489] +PD [1388, 920] +PD [1389, 1233] +PD [1389, 1340] +PD [1386, 1392] +PD [1372, 1435] +PD [1350, 1468] +PD [1319, 1492] +PD [1279, 1508] +PD [1238, 1518] +PD [1219, 1524] +PD [1241, 1530] +PD [1284, 1537] +PD [1323, 1553] +PD [1351, 1573] +PD [1367, 1594] +PD [1377, 1619] +PD [1384, 1657] +PD [1388, 1715] +PD [1389, 1919] +PD [1388, 2292] +PD [1374, 2860] +PD [1385, 2903] +PD [1391, 2914] +PD [1400, 2924] +PD [1425, 2939] +PD [1451, 2947] +PD [1471, 2949] +PD [1486, 2950] +PD [1495, 2953] +PD [1500, 2961] +PD [1501, 2974] +PD [1501, 3002] +PD [1270, 3002] +PD [1038, 3002] +PD [1038, 2361] +PD [1035, 1809] +PD [1029, 1725] +PD [1024, 1709] +PD [1017, 1700] +PD [1002, 1691] +PD [976, 1685] +PD [871, 1682] +PD [745, 1682] +PD [745, 2342] +PD [745, 3002] +PD [575, 3002] +PD [406, 3002] +PD [406, 1586] +PU [1013, 1370] +PD [1039, 1343] +PD [1038, 933] +PD [1035, 581] +PD [1029, 518] +PD [1025, 503] +PD [1019, 494] +PD [1005, 484] +PD [981, 477] +PD [873, 474] +PD [745, 474] +PD [745, 936] +PD [745, 1399] +PD [865, 1399] +PD [930, 1398] +PD [970, 1392] +PD [995, 1383] +PD [1013, 1370] +PD [1013, 1370] +PU [1724, 2978] +PD [1699, 2964] +PD [1679, 2944] +PD [1662, 2920] +PD [1648, 2893] +PD [1638, 2863] +PD [1631, 2832] +PD [1626, 2768] +PD [1631, 2728] +PD [1644, 2685] +PD [1664, 2646] +PD [1692, 2614] +PD [1735, 2584] +PD [1782, 2565] +PD [1830, 2557] +PD [1878, 2559] +PD [1924, 2571] +PD [1966, 2594] +PD [2003, 2628] +PD [2033, 2672] +PD [2046, 2703] +PD [2052, 2735] +PD [2053, 2770] +PD [2051, 2808] +PD [2043, 2864] +PD [2027, 2911] +PD [2016, 2931] +PD [2001, 2949] +PD [1982, 2966] +PD [1959, 2981] +PD [1934, 2991] +PD [1905, 2997] +PD [1840, 3001] +PD [1775, 2993] +PD [1724, 2978] +PD [1724, 2978] +PU [] +IN;SP1;PU408,1588;PD408,171;PD778,171;PD1064,170;PD1155,170;PD1200,174;PD1247,190;PD1283,209;PD1310,228;PD1329,248;PD1342,269;PD1351,288;PD1365,322;PD1376,350;PD1384,385;PD1391,491;PD1390,922;PD1391,1235;PD1391,1342;PD1388,1394;PD1374,1437;PD1352,1470;PD1321,1494;PD1281,1510;PD1240,1520;PD1221,1526;PD1243,1532;PD1286,1539;PD1325,1555;PD1353,1575;PD1369,1596;PD1379,1621;PD1386,1659;PD1390,1717;PD1391,1921;PD1390,2294;PD1376,2862;PD1387,2905;PD1393,2916;PD1402,2926;PD1427,2941;PD1453,2949;PD1473,2951;PD1488,2952;PD1497,2955;PD1502,2963;PD1503,2976;PD1503,3004;PD1272,3004;PD1040,3004;PD1040,2363;PD1037,1811;PD1031,1727;PD1026,1711;PD1019,1702;PD1004,1693;PD978,1687;PD873,1684;PD747,1684;PD747,2344;PD747,3004;PD577,3004;PD408,3004;PD408,1588;PU1015,1372;PD1041,1345;PD1040,935;PD1037,583;PD1031,520;PD1027,505;PD1021,496;PD1007,486;PD983,479;PD875,476;PD747,476;PD747,938;PD747,1401;PD867,1401;PD932,1400;PD972,1394;PD997,1385;PD1015,1372;PD1015,1372;PU1726,2980;PD1701,2966;PD1681,2946;PD1664,2922;PD1650,2895;PD1640,2865;PD1633,2834;PD1628,2770;PD1633,2730;PD1646,2687;PD1666,2648;PD1694,2616;PD1737,2586;PD1784,2567;PD1832,2559;PD1880,2561;PD1926,2573;PD1968,2596;PD2005,2630;PD2035,2674;PD2048,2705;PD2054,2737;PD2055,2772;PD2053,2810;PD2045,2866;PD2029,2913;PD2018,2933;PD2003,2951;PD1984,2968;PD1961,2983;PD1936,2993;PD1907,2999;PD1842,3003;PD1777,2995;PD1726,2980;PD1726,2980;PU; +>>> ================================ RESTART ================================ +>>> +IN [] +SP [1] +PU [406, 1586] +PD [406, 169] +PD [776, 169] +PD [1062, 168] +PD [1153, 168] +PD [1198, 172] +PD [1245, 188] +PD [1281, 207] +PD [1308, 226] +PD [1327, 246] +PD [1340, 267] +PD [1349, 286] +PD [1363, 320] +PD [1374, 348] +PD [1382, 383] +PD [1389, 489] +PD [1388, 920] +PD [1389, 1233] +PD [1389, 1340] +PD [1386, 1392] +PD [1372, 1435] +PD [1350, 1468] +PD [1319, 1492] +PD [1279, 1508] +PD [1238, 1518] +PD [1219, 1524] +PD [1241, 1530] +PD [1284, 1537] +PD [1323, 1553] +PD [1351, 1573] +PD [1367, 1594] +PD [1377, 1619] +PD [1384, 1657] +PD [1388, 1715] +PD [1389, 1919] +PD [1388, 2292] +PD [1374, 2860] +PD [1385, 2903] +PD [1391, 2914] +PD [1400, 2924] +PD [1425, 2939] +PD [1451, 2947] +PD [1471, 2949] +PD [1486, 2950] +PD [1495, 2953] +PD [1500, 2961] +PD [1501, 2974] +PD [1501, 3002] +PD [1270, 3002] +PD [1038, 3002] +PD [1038, 2361] +PD [1035, 1809] +PD [1029, 1725] +PD [1024, 1709] +PD [1017, 1700] +PD [1002, 1691] +PD [976, 1685] +PD [871, 1682] +PD [745, 1682] +PD [745, 2342] +PD [745, 3002] +PD [575, 3002] +PD [406, 3002] +PD [406, 1586] +PU [1013, 1370] +PD [1039, 1343] +PD [1038, 933] +PD [1035, 581] +PD [1029, 518] +PD [1025, 503] +PD [1019, 494] +PD [1005, 484] +PD [981, 477] +PD [873, 474] +PD [745, 474] +PD [745, 936] +PD [745, 1399] +PD [865, 1399] +PD [930, 1398] +PD [970, 1392] +PD [995, 1383] +PD [1013, 1370] +PD [1013, 1370] +PU [1724, 2978] +PD [1699, 2964] +PD [1679, 2944] +PD [1662, 2920] +PD [1648, 2893] +PD [1638, 2863] +PD [1631, 2832] +PD [1626, 2768] +PD [1631, 2728] +PD [1644, 2685] +PD [1664, 2646] +PD [1692, 2614] +PD [1735, 2584] +PD [1782, 2565] +PD [1830, 2557] +PD [1878, 2559] +PD [1924, 2571] +PD [1966, 2594] +PD [2003, 2628] +PD [2033, 2672] +PD [2046, 2703] +PD [2052, 2735] +PD [2053, 2770] +PD [2051, 2808] +PD [2043, 2864] +PD [2027, 2911] +PD [2016, 2931] +PD [2001, 2949] +PD [1982, 2966] +PD [1959, 2981] +PD [1934, 2991] +PD [1905, 2997] +PD [1840, 3001] +PD [1775, 2993] +PD [1724, 2978] +PD [1724, 2978] +PU [] +IN;SP1;PU404,1584;PD404,167;PD774,167;PD1060,166;PD1151,166;PD1196,170;PD1243,186;PD1279,205;PD1306,224;PD1325,244;PD1338,265;PD1347,284;PD1361,318;PD1372,346;PD1380,381;PD1387,487;PD1386,918;PD1387,1231;PD1387,1338;PD1384,1390;PD1370,1433;PD1348,1466;PD1317,1490;PD1277,1506;PD1236,1516;PD1217,1522;PD1239,1528;PD1282,1535;PD1321,1551;PD1349,1571;PD1365,1592;PD1375,1617;PD1382,1655;PD1386,1713;PD1387,1917;PD1386,2290;PD1372,2858;PD1383,2901;PD1389,2912;PD1398,2922;PD1423,2937;PD1449,2945;PD1469,2947;PD1484,2948;PD1493,2951;PD1498,2959;PD1499,2972;PD1499,3000;PD1268,3000;PD1036,3000;PD1036,2359;PD1033,1807;PD1027,1723;PD1022,1707;PD1015,1698;PD1000,1689;PD974,1683;PD869,1680;PD743,1680;PD743,2340;PD743,3000;PD573,3000;PD404,3000;PD404,1584;PU1011,1368;PD1037,1341;PD1036,931;PD1033,579;PD1027,516;PD1023,501;PD1017,492;PD1003,482;PD979,475;PD871,472;PD743,472;PD743,934;PD743,1397;PD863,1397;PD928,1396;PD968,1390;PD993,1381;PD1011,1368;PD1011,1368;PU1722,2976;PD1697,2962;PD1677,2942;PD1660,2918;PD1646,2891;PD1636,2861;PD1629,2830;PD1624,2766;PD1629,2726;PD1642,2683;PD1662,2644;PD1690,2612;PD1733,2582;PD1780,2563;PD1828,2555;PD1876,2557;PD1922,2569;PD1964,2592;PD2001,2626;PD2031,2670;PD2044,2701;PD2050,2733;PD2051,2768;PD2049,2806;PD2041,2862;PD2025,2909;PD2014,2929;PD1999,2947;PD1980,2964;PD1957,2979;PD1932,2989;PD1903,2995;PD1838,2999;PD1773,2991;PD1722,2976;PD1722,2976;PU; +>>> ================================ RESTART ================================ +>>> +IN [] +SP [1] +PU [406, 1586] +PD [406, 169] +PD [776, 169] +PD [1062, 168] +PD [1153, 168] +PD [1198, 172] +PD [1245, 188] +PD [1281, 207] +PD [1308, 226] +PD [1327, 246] +PD [1340, 267] +PD [1349, 286] +PD [1363, 320] +PD [1374, 348] +PD [1382, 383] +PD [1389, 489] +PD [1388, 920] +PD [1389, 1233] +PD [1389, 1340] +PD [1386, 1392] +PD [1372, 1435] +PD [1350, 1468] +PD [1319, 1492] +PD [1279, 1508] +PD [1238, 1518] +PD [1219, 1524] +PD [1241, 1530] +PD [1284, 1537] +PD [1323, 1553] +PD [1351, 1573] +PD [1367, 1594] +PD [1377, 1619] +PD [1384, 1657] +PD [1388, 1715] +PD [1389, 1919] +PD [1388, 2292] +PD [1374, 2860] +PD [1385, 2903] +PD [1391, 2914] +PD [1400, 2924] +PD [1425, 2939] +PD [1451, 2947] +PD [1471, 2949] +PD [1486, 2950] +PD [1495, 2953] +PD [1500, 2961] +PD [1501, 2974] +PD [1501, 3002] +PD [1270, 3002] +PD [1038, 3002] +PD [1038, 2361] +PD [1035, 1809] +PD [1029, 1725] +PD [1024, 1709] +PD [1017, 1700] +PD [1002, 1691] +PD [976, 1685] +PD [871, 1682] +PD [745, 1682] +PD [745, 2342] +PD [745, 3002] +PD [575, 3002] +PD [406, 3002] +PD [406, 1586] +PU [1013, 1370] +PD [1039, 1343] +PD [1038, 933] +PD [1035, 581] +PD [1029, 518] +PD [1025, 503] +PD [1019, 494] +PD [1005, 484] +PD [981, 477] +PD [873, 474] +PD [745, 474] +PD [745, 936] +PD [745, 1399] +PD [865, 1399] +PD [930, 1398] +PD [970, 1392] +PD [995, 1383] +PD [1013, 1370] +PD [1013, 1370] +PU [1724, 2978] +PD [1699, 2964] +PD [1679, 2944] +PD [1662, 2920] +PD [1648, 2893] +PD [1638, 2863] +PD [1631, 2832] +PD [1626, 2768] +PD [1631, 2728] +PD [1644, 2685] +PD [1664, 2646] +PD [1692, 2614] +PD [1735, 2584] +PD [1782, 2565] +PD [1830, 2557] +PD [1878, 2559] +PD [1924, 2571] +PD [1966, 2594] +PD [2003, 2628] +PD [2033, 2672] +PD [2046, 2703] +PD [2052, 2735] +PD [2053, 2770] +PD [2051, 2808] +PD [2043, 2864] +PD [2027, 2911] +PD [2016, 2931] +PD [2001, 2949] +PD [1982, 2966] +PD [1959, 2981] +PD [1934, 2991] +PD [1905, 2997] +PD [1840, 3001] +PD [1775, 2993] +PD [1724, 2978] +PD [1724, 2978] +PU [] +IN;SP1;PU0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PU0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PU0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PD0,0;PU; +>>> ================================ RESTART ================================ +>>> +IN [] +SP [1] +PU [406, 1586] +PD [406, 169] +PD [776, 169] +PD [1062, 168] +PD [1153, 168] +PD [1198, 172] +PD [1245, 188] +PD [1281, 207] +PD [1308, 226] +PD [1327, 246] +PD [1340, 267] +PD [1349, 286] +PD [1363, 320] +PD [1374, 348] +PD [1382, 383] +PD [1389, 489] +PD [1388, 920] +PD [1389, 1233] +PD [1389, 1340] +PD [1386, 1392] +PD [1372, 1435] +PD [1350, 1468] +PD [1319, 1492] +PD [1279, 1508] +PD [1238, 1518] +PD [1219, 1524] +PD [1241, 1530] +PD [1284, 1537] +PD [1323, 1553] +PD [1351, 1573] +PD [1367, 1594] +PD [1377, 1619] +PD [1384, 1657] +PD [1388, 1715] +PD [1389, 1919] +PD [1388, 2292] +PD [1374, 2860] +PD [1385, 2903] +PD [1391, 2914] +PD [1400, 2924] +PD [1425, 2939] +PD [1451, 2947] +PD [1471, 2949] +PD [1486, 2950] +PD [1495, 2953] +PD [1500, 2961] +PD [1501, 2974] +PD [1501, 3002] +PD [1270, 3002] +PD [1038, 3002] +PD [1038, 2361] +PD [1035, 1809] +PD [1029, 1725] +PD [1024, 1709] +PD [1017, 1700] +PD [1002, 1691] +PD [976, 1685] +PD [871, 1682] +PD [745, 1682] +PD [745, 2342] +PD [745, 3002] +PD [575, 3002] +PD [406, 3002] +PD [406, 1586] +PU [1013, 1370] +PD [1039, 1343] +PD [1038, 933] +PD [1035, 581] +PD [1029, 518] +PD [1025, 503] +PD [1019, 494] +PD [1005, 484] +PD [981, 477] +PD [873, 474] +PD [745, 474] +PD [745, 936] +PD [745, 1399] +PD [865, 1399] +PD [930, 1398] +PD [970, 1392] +PD [995, 1383] +PD [1013, 1370] +PD [1013, 1370] +PU [1724, 2978] +PD [1699, 2964] +PD [1679, 2944] +PD [1662, 2920] +PD [1648, 2893] +PD [1638, 2863] +PD [1631, 2832] +PD [1626, 2768] +PD [1631, 2728] +PD [1644, 2685] +PD [1664, 2646] +PD [1692, 2614] +PD [1735, 2584] +PD [1782, 2565] +PD [1830, 2557] +PD [1878, 2559] +PD [1924, 2571] +PD [1966, 2594] +PD [2003, 2628] +PD [2033, 2672] +PD [2046, 2703] +PD [2052, 2735] +PD [2053, 2770] +PD [2051, 2808] +PD [2043, 2864] +PD [2027, 2911] +PD [2016, 2931] +PD [2001, 2949] +PD [1982, 2966] +PD [1959, 2981] +PD [1934, 2991] +PD [1905, 2997] +PD [1840, 3001] +PD [1775, 2993] +PD [1724, 2978] +PD [1724, 2978] +PU [] + +Traceback (most recent call last): + File "/home/lukas/mimaki/cg5-class.py", line 84, in + print p/2 +TypeError: unsupported operand type(s) for /: 'instance' and 'int' +>>> ================================ RESTART ================================ +>>> +IN [] +SP [1] +PU [406, 1586] +PD [406, 169] +PD [776, 169] +PD [1062, 168] +PD [1153, 168] +PD [1198, 172] +PD [1245, 188] +PD [1281, 207] +PD [1308, 226] +PD [1327, 246] +PD [1340, 267] +PD [1349, 286] +PD [1363, 320] +PD [1374, 348] +PD [1382, 383] +PD [1389, 489] +PD [1388, 920] +PD [1389, 1233] +PD [1389, 1340] +PD [1386, 1392] +PD [1372, 1435] +PD [1350, 1468] +PD [1319, 1492] +PD [1279, 1508] +PD [1238, 1518] +PD [1219, 1524] +PD [1241, 1530] +PD [1284, 1537] +PD [1323, 1553] +PD [1351, 1573] +PD [1367, 1594] +PD [1377, 1619] +PD [1384, 1657] +PD [1388, 1715] +PD [1389, 1919] +PD [1388, 2292] +PD [1374, 2860] +PD [1385, 2903] +PD [1391, 2914] +PD [1400, 2924] +PD [1425, 2939] +PD [1451, 2947] +PD [1471, 2949] +PD [1486, 2950] +PD [1495, 2953] +PD [1500, 2961] +PD [1501, 2974] +PD [1501, 3002] +PD [1270, 3002] +PD [1038, 3002] +PD [1038, 2361] +PD [1035, 1809] +PD [1029, 1725] +PD [1024, 1709] +PD [1017, 1700] +PD [1002, 1691] +PD [976, 1685] +PD [871, 1682] +PD [745, 1682] +PD [745, 2342] +PD [745, 3002] +PD [575, 3002] +PD [406, 3002] +PD [406, 1586] +PU [1013, 1370] +PD [1039, 1343] +PD [1038, 933] +PD [1035, 581] +PD [1029, 518] +PD [1025, 503] +PD [1019, 494] +PD [1005, 484] +PD [981, 477] +PD [873, 474] +PD [745, 474] +PD [745, 936] +PD [745, 1399] +PD [865, 1399] +PD [930, 1398] +PD [970, 1392] +PD [995, 1383] +PD [1013, 1370] +PD [1013, 1370] +PU [1724, 2978] +PD [1699, 2964] +PD [1679, 2944] +PD [1662, 2920] +PD [1648, 2893] +PD [1638, 2863] +PD [1631, 2832] +PD [1626, 2768] +PD [1631, 2728] +PD [1644, 2685] +PD [1664, 2646] +PD [1692, 2614] +PD [1735, 2584] +PD [1782, 2565] +PD [1830, 2557] +PD [1878, 2559] +PD [1924, 2571] +PD [1966, 2594] +PD [2003, 2628] +PD [2033, 2672] +PD [2046, 2703] +PD [2052, 2735] +PD [2053, 2770] +PD [2051, 2808] +PD [2043, 2864] +PD [2027, 2911] +PD [2016, 2931] +PD [2001, 2949] +PD [1982, 2966] +PD [1959, 2981] +PD [1934, 2991] +PD [1905, 2997] +PD [1840, 3001] +PD [1775, 2993] +PD [1724, 2978] +PD [1724, 2978] +PU [] + +Traceback (most recent call last): + File "/home/lukas/mimaki/cg5-class.py", line 85, in + print p/2 +TypeError: unsupported operand type(s) for /: 'instance' and 'int' +>>> ================================ RESTART ================================ +>>> +IN [] +SP [1] +PU [406, 1586] +PD [406, 169] +PD [776, 169] +PD [1062, 168] +PD [1153, 168] +PD [1198, 172] +PD [1245, 188] +PD [1281, 207] +PD [1308, 226] +PD [1327, 246] +PD [1340, 267] +PD [1349, 286] +PD [1363, 320] +PD [1374, 348] +PD [1382, 383] +PD [1389, 489] +PD [1388, 920] +PD [1389, 1233] +PD [1389, 1340] +PD [1386, 1392] +PD [1372, 1435] +PD [1350, 1468] +PD [1319, 1492] +PD [1279, 1508] +PD [1238, 1518] +PD [1219, 1524] +PD [1241, 1530] +PD [1284, 1537] +PD [1323, 1553] +PD [1351, 1573] +PD [1367, 1594] +PD [1377, 1619] +PD [1384, 1657] +PD [1388, 1715] +PD [1389, 1919] +PD [1388, 2292] +PD [1374, 2860] +PD [1385, 2903] +PD [1391, 2914] +PD [1400, 2924] +PD [1425, 2939] +PD [1451, 2947] +PD [1471, 2949] +PD [1486, 2950] +PD [1495, 2953] +PD [1500, 2961] +PD [1501, 2974] +PD [1501, 3002] +PD [1270, 3002] +PD [1038, 3002] +PD [1038, 2361] +PD [1035, 1809] +PD [1029, 1725] +PD [1024, 1709] +PD [1017, 1700] +PD [1002, 1691] +PD [976, 1685] +PD [871, 1682] +PD [745, 1682] +PD [745, 2342] +PD [745, 3002] +PD [575, 3002] +PD [406, 3002] +PD [406, 1586] +PU [1013, 1370] +PD [1039, 1343] +PD [1038, 933] +PD [1035, 581] +PD [1029, 518] +PD [1025, 503] +PD [1019, 494] +PD [1005, 484] +PD [981, 477] +PD [873, 474] +PD [745, 474] +PD [745, 936] +PD [745, 1399] +PD [865, 1399] +PD [930, 1398] +PD [970, 1392] +PD [995, 1383] +PD [1013, 1370] +PD [1013, 1370] +PU [1724, 2978] +PD [1699, 2964] +PD [1679, 2944] +PD [1662, 2920] +PD [1648, 2893] +PD [1638, 2863] +PD [1631, 2832] +PD [1626, 2768] +PD [1631, 2728] +PD [1644, 2685] +PD [1664, 2646] +PD [1692, 2614] +PD [1735, 2584] +PD [1782, 2565] +PD [1830, 2557] +PD [1878, 2559] +PD [1924, 2571] +PD [1966, 2594] +PD [2003, 2628] +PD [2033, 2672] +PD [2046, 2703] +PD [2052, 2735] +PD [2053, 2770] +PD [2051, 2808] +PD [2043, 2864] +PD [2027, 2911] +PD [2016, 2931] +PD [2001, 2949] +PD [1982, 2966] +PD [1959, 2981] +PD [1934, 2991] +PD [1905, 2997] +PD [1840, 3001] +PD [1775, 2993] +PD [1724, 2978] +PD [1724, 2978] +PU [] + +Traceback (most recent call last): + File "/home/lukas/mimaki/cg5-class.py", line 88, in + print p/2 +TypeError: unsupported operand type(s) for /: 'instance' and 'int' +>>> ================================ RESTART ================================ +>>> +IN [] +SP [1] +PU [406, 1586] +PD [406, 169] +PD [776, 169] +PD [1062, 168] +PD [1153, 168] +PD [1198, 172] +PD [1245, 188] +PD [1281, 207] +PD [1308, 226] +PD [1327, 246] +PD [1340, 267] +PD [1349, 286] +PD [1363, 320] +PD [1374, 348] +PD [1382, 383] +PD [1389, 489] +PD [1388, 920] +PD [1389, 1233] +PD [1389, 1340] +PD [1386, 1392] +PD [1372, 1435] +PD [1350, 1468] +PD [1319, 1492] +PD [1279, 1508] +PD [1238, 1518] +PD [1219, 1524] +PD [1241, 1530] +PD [1284, 1537] +PD [1323, 1553] +PD [1351, 1573] +PD [1367, 1594] +PD [1377, 1619] +PD [1384, 1657] +PD [1388, 1715] +PD [1389, 1919] +PD [1388, 2292] +PD [1374, 2860] +PD [1385, 2903] +PD [1391, 2914] +PD [1400, 2924] +PD [1425, 2939] +PD [1451, 2947] +PD [1471, 2949] +PD [1486, 2950] +PD [1495, 2953] +PD [1500, 2961] +PD [1501, 2974] +PD [1501, 3002] +PD [1270, 3002] +PD [1038, 3002] +PD [1038, 2361] +PD [1035, 1809] +PD [1029, 1725] +PD [1024, 1709] +PD [1017, 1700] +PD [1002, 1691] +PD [976, 1685] +PD [871, 1682] +PD [745, 1682] +PD [745, 2342] +PD [745, 3002] +PD [575, 3002] +PD [406, 3002] +PD [406, 1586] +PU [1013, 1370] +PD [1039, 1343] +PD [1038, 933] +PD [1035, 581] +PD [1029, 518] +PD [1025, 503] +PD [1019, 494] +PD [1005, 484] +PD [981, 477] +PD [873, 474] +PD [745, 474] +PD [745, 936] +PD [745, 1399] +PD [865, 1399] +PD [930, 1398] +PD [970, 1392] +PD [995, 1383] +PD [1013, 1370] +PD [1013, 1370] +PU [1724, 2978] +PD [1699, 2964] +PD [1679, 2944] +PD [1662, 2920] +PD [1648, 2893] +PD [1638, 2863] +PD [1631, 2832] +PD [1626, 2768] +PD [1631, 2728] +PD [1644, 2685] +PD [1664, 2646] +PD [1692, 2614] +PD [1735, 2584] +PD [1782, 2565] +PD [1830, 2557] +PD [1878, 2559] +PD [1924, 2571] +PD [1966, 2594] +PD [2003, 2628] +PD [2033, 2672] +PD [2046, 2703] +PD [2052, 2735] +PD [2053, 2770] +PD [2051, 2808] +PD [2043, 2864] +PD [2027, 2911] +PD [2016, 2931] +PD [2001, 2949] +PD [1982, 2966] +PD [1959, 2981] +PD [1934, 2991] +PD [1905, 2997] +PD [1840, 3001] +PD [1775, 2993] +PD [1724, 2978] +PD [1724, 2978] +PU [] + +Traceback (most recent call last): + File "/home/lukas/mimaki/cg5-class.py", line 94, in + print p/2 +TypeError: unsupported operand type(s) for /: 'instance' and 'int' +>>> ================================ RESTART ================================ +>>> +IN [] +SP [1] +PU [406, 1586] +PD [406, 169] +PD [776, 169] +PD [1062, 168] +PD [1153, 168] +PD [1198, 172] +PD [1245, 188] +PD [1281, 207] +PD [1308, 226] +PD [1327, 246] +PD [1340, 267] +PD [1349, 286] +PD [1363, 320] +PD [1374, 348] +PD [1382, 383] +PD [1389, 489] +PD [1388, 920] +PD [1389, 1233] +PD [1389, 1340] +PD [1386, 1392] +PD [1372, 1435] +PD [1350, 1468] +PD [1319, 1492] +PD [1279, 1508] +PD [1238, 1518] +PD [1219, 1524] +PD [1241, 1530] +PD [1284, 1537] +PD [1323, 1553] +PD [1351, 1573] +PD [1367, 1594] +PD [1377, 1619] +PD [1384, 1657] +PD [1388, 1715] +PD [1389, 1919] +PD [1388, 2292] +PD [1374, 2860] +PD [1385, 2903] +PD [1391, 2914] +PD [1400, 2924] +PD [1425, 2939] +PD [1451, 2947] +PD [1471, 2949] +PD [1486, 2950] +PD [1495, 2953] +PD [1500, 2961] +PD [1501, 2974] +PD [1501, 3002] +PD [1270, 3002] +PD [1038, 3002] +PD [1038, 2361] +PD [1035, 1809] +PD [1029, 1725] +PD [1024, 1709] +PD [1017, 1700] +PD [1002, 1691] +PD [976, 1685] +PD [871, 1682] +PD [745, 1682] +PD [745, 2342] +PD [745, 3002] +PD [575, 3002] +PD [406, 3002] +PD [406, 1586] +PU [1013, 1370] +PD [1039, 1343] +PD [1038, 933] +PD [1035, 581] +PD [1029, 518] +PD [1025, 503] +PD [1019, 494] +PD [1005, 484] +PD [981, 477] +PD [873, 474] +PD [745, 474] +PD [745, 936] +PD [745, 1399] +PD [865, 1399] +PD [930, 1398] +PD [970, 1392] +PD [995, 1383] +PD [1013, 1370] +PD [1013, 1370] +PU [1724, 2978] +PD [1699, 2964] +PD [1679, 2944] +PD [1662, 2920] +PD [1648, 2893] +PD [1638, 2863] +PD [1631, 2832] +PD [1626, 2768] +PD [1631, 2728] +PD [1644, 2685] +PD [1664, 2646] +PD [1692, 2614] +PD [1735, 2584] +PD [1782, 2565] +PD [1830, 2557] +PD [1878, 2559] +PD [1924, 2571] +PD [1966, 2594] +PD [2003, 2628] +PD [2033, 2672] +PD [2046, 2703] +PD [2052, 2735] +PD [2053, 2770] +PD [2051, 2808] +PD [2043, 2864] +PD [2027, 2911] +PD [2016, 2931] +PD [2001, 2949] +PD [1982, 2966] +PD [1959, 2981] +PD [1934, 2991] +PD [1905, 2997] +PD [1840, 3001] +PD [1775, 2993] +PD [1724, 2978] +PD [1724, 2978] +PU [] +IN;SP1;PU211,824;PD211,87;PD403,87;PD552,87;PD599,87;PD622,89;PD647,97;PD666,107;PD680,117;PD690,127;PD696,138;PD701,148;PD708,166;PD714,180;PD718,199;PD722,254;PD721,478;PD722,641;PD722,696;PD720,723;PD713,746;PD702,763;PD685,775;PD665,784;PD643,789;PD633,792;PD645,795;PD667,799;PD687,807;PD702,817;PD710,828;PD716,841;PD719,861;PD721,891;PD722,997;PD721,1191;PD714,1487;PD720,1509;PD723,1515;PD728,1520;PD741,1528;PD754,1532;PD764,1533;PD772,1534;PD777,1535;PD780,1539;PD780,1546;PD780,1561;PD660,1561;PD539,1561;PD539,1227;PD538,940;PD535,897;PD532,888;PD528,884;PD521,879;PD507,876;PD452,874;PD387,874;PD387,1217;PD387,1561;PD299,1561;PD211,1561;PD211,824;PU526,712;PD540,698;PD539,485;PD538,302;PD535,269;PD533,261;PD529,256;PD522,251;PD510,248;PD453,246;PD387,246;PD387,486;PD387,727;PD449,727;PD483,726;PD504,723;PD517,719;PD526,712;PD526,712;PU896,1548;PD883,1541;PD873,1530;PD864,1518;PD856,1504;PD851,1488;PD848,1472;PD845,1439;PD848,1418;PD854,1396;PD865,1375;PD879,1359;PD902,1343;PD926,1333;PD951,1329;PD976,1330;PD1000,1336;PD1022,1348;PD1041,1366;PD1057,1389;PD1063,1405;PD1067,1422;PD1067,1440;PD1066,1460;PD1062,1489;PD1054,1513;PD1048,1524;PD1040,1533;PD1030,1542;PD1018,1550;PD1005,1555;PD990,1558;PD956,1560;PD923,1556;PD896,1548;PD896,1548;PU; +>>> ================================ RESTART ================================ +>>> +IN [] +SP [1] +PU [406, 1586] +PD [406, 169] +PD [776, 169] +PD [1062, 168] +PD [1153, 168] +PD [1198, 172] +PD [1245, 188] +PD [1281, 207] +PD [1308, 226] +PD [1327, 246] +PD [1340, 267] +PD [1349, 286] +PD [1363, 320] +PD [1374, 348] +PD [1382, 383] +PD [1389, 489] +PD [1388, 920] +PD [1389, 1233] +PD [1389, 1340] +PD [1386, 1392] +PD [1372, 1435] +PD [1350, 1468] +PD [1319, 1492] +PD [1279, 1508] +PD [1238, 1518] +PD [1219, 1524] +PD [1241, 1530] +PD [1284, 1537] +PD [1323, 1553] +PD [1351, 1573] +PD [1367, 1594] +PD [1377, 1619] +PD [1384, 1657] +PD [1388, 1715] +PD [1389, 1919] +PD [1388, 2292] +PD [1374, 2860] +PD [1385, 2903] +PD [1391, 2914] +PD [1400, 2924] +PD [1425, 2939] +PD [1451, 2947] +PD [1471, 2949] +PD [1486, 2950] +PD [1495, 2953] +PD [1500, 2961] +PD [1501, 2974] +PD [1501, 3002] +PD [1270, 3002] +PD [1038, 3002] +PD [1038, 2361] +PD [1035, 1809] +PD [1029, 1725] +PD [1024, 1709] +PD [1017, 1700] +PD [1002, 1691] +PD [976, 1685] +PD [871, 1682] +PD [745, 1682] +PD [745, 2342] +PD [745, 3002] +PD [575, 3002] +PD [406, 3002] +PD [406, 1586] +PU [1013, 1370] +PD [1039, 1343] +PD [1038, 933] +PD [1035, 581] +PD [1029, 518] +PD [1025, 503] +PD [1019, 494] +PD [1005, 484] +PD [981, 477] +PD [873, 474] +PD [745, 474] +PD [745, 936] +PD [745, 1399] +PD [865, 1399] +PD [930, 1398] +PD [970, 1392] +PD [995, 1383] +PD [1013, 1370] +PD [1013, 1370] +PU [1724, 2978] +PD [1699, 2964] +PD [1679, 2944] +PD [1662, 2920] +PD [1648, 2893] +PD [1638, 2863] +PD [1631, 2832] +PD [1626, 2768] +PD [1631, 2728] +PD [1644, 2685] +PD [1664, 2646] +PD [1692, 2614] +PD [1735, 2584] +PD [1782, 2565] +PD [1830, 2557] +PD [1878, 2559] +PD [1924, 2571] +PD [1966, 2594] +PD [2003, 2628] +PD [2033, 2672] +PD [2046, 2703] +PD [2052, 2735] +PD [2053, 2770] +PD [2051, 2808] +PD [2043, 2864] +PD [2027, 2911] +PD [2016, 2931] +PD [2001, 2949] +PD [1982, 2966] +PD [1959, 2981] +PD [1934, 2991] +PD [1905, 2997] +PD [1840, 3001] +PD [1775, 2993] +PD [1724, 2978] +PD [1724, 2978] +PU [] +IN;SP1;PU-116,1064;PD-116,-353;PD254,-353;PD540,-354;PD631,-354;PD676,-350;PD723,-334;PD759,-315;PD786,-296;PD805,-276;PD818,-255;PD827,-236;PD841,-202;PD852,-174;PD860,-139;PD867,-33;PD866,398;PD867,711;PD867,818;PD864,870;PD850,913;PD828,946;PD797,970;PD757,986;PD716,996;PD697,1002;PD719,1008;PD762,1015;PD801,1031;PD829,1051;PD845,1072;PD855,1097;PD862,1135;PD866,1193;PD867,1397;PD866,1770;PD852,2338;PD863,2381;PD869,2392;PD878,2402;PD903,2417;PD929,2425;PD949,2427;PD964,2428;PD973,2431;PD978,2439;PD979,2452;PD979,2480;PD748,2480;PD516,2480;PD516,1839;PD513,1287;PD507,1203;PD502,1187;PD495,1178;PD480,1169;PD454,1163;PD349,1160;PD223,1160;PD223,1820;PD223,2480;PD53,2480;PD-116,2480;PD-116,1064;PU491,848;PD517,821;PD516,411;PD513,59;PD507,-4;PD503,-19;PD497,-28;PD483,-38;PD459,-45;PD351,-48;PD223,-48;PD223,414;PD223,877;PD343,877;PD408,876;PD448,870;PD473,861;PD491,848;PD491,848;PU1202,2456;PD1177,2442;PD1157,2422;PD1140,2398;PD1126,2371;PD1116,2341;PD1109,2310;PD1104,2246;PD1109,2206;PD1122,2163;PD1142,2124;PD1170,2092;PD1213,2062;PD1260,2043;PD1308,2035;PD1356,2037;PD1402,2049;PD1444,2072;PD1481,2106;PD1511,2150;PD1524,2181;PD1530,2213;PD1531,2248;PD1529,2286;PD1521,2342;PD1505,2389;PD1494,2409;PD1479,2427;PD1460,2444;PD1437,2459;PD1412,2469;PD1383,2475;PD1318,2479;PD1253,2471;PD1202,2456;PD1202,2456;PU; +>>> ================================ RESTART ================================ +>>> +IN [] +SP [1] +PU [406, 1586] +PD [406, 169] +PD [776, 169] +PD [1062, 168] +PD [1153, 168] +PD [1198, 172] +PD [1245, 188] +PD [1281, 207] +PD [1308, 226] +PD [1327, 246] +PD [1340, 267] +PD [1349, 286] +PD [1363, 320] +PD [1374, 348] +PD [1382, 383] +PD [1389, 489] +PD [1388, 920] +PD [1389, 1233] +PD [1389, 1340] +PD [1386, 1392] +PD [1372, 1435] +PD [1350, 1468] +PD [1319, 1492] +PD [1279, 1508] +PD [1238, 1518] +PD [1219, 1524] +PD [1241, 1530] +PD [1284, 1537] +PD [1323, 1553] +PD [1351, 1573] +PD [1367, 1594] +PD [1377, 1619] +PD [1384, 1657] +PD [1388, 1715] +PD [1389, 1919] +PD [1388, 2292] +PD [1374, 2860] +PD [1385, 2903] +PD [1391, 2914] +PD [1400, 2924] +PD [1425, 2939] +PD [1451, 2947] +PD [1471, 2949] +PD [1486, 2950] +PD [1495, 2953] +PD [1500, 2961] +PD [1501, 2974] +PD [1501, 3002] +PD [1270, 3002] +PD [1038, 3002] +PD [1038, 2361] +PD [1035, 1809] +PD [1029, 1725] +PD [1024, 1709] +PD [1017, 1700] +PD [1002, 1691] +PD [976, 1685] +PD [871, 1682] +PD [745, 1682] +PD [745, 2342] +PD [745, 3002] +PD [575, 3002] +PD [406, 3002] +PD [406, 1586] +PU [1013, 1370] +PD [1039, 1343] +PD [1038, 933] +PD [1035, 581] +PD [1029, 518] +PD [1025, 503] +PD [1019, 494] +PD [1005, 484] +PD [981, 477] +PD [873, 474] +PD [745, 474] +PD [745, 936] +PD [745, 1399] +PD [865, 1399] +PD [930, 1398] +PD [970, 1392] +PD [995, 1383] +PD [1013, 1370] +PD [1013, 1370] +PU [1724, 2978] +PD [1699, 2964] +PD [1679, 2944] +PD [1662, 2920] +PD [1648, 2893] +PD [1638, 2863] +PD [1631, 2832] +PD [1626, 2768] +PD [1631, 2728] +PD [1644, 2685] +PD [1664, 2646] +PD [1692, 2614] +PD [1735, 2584] +PD [1782, 2565] +PD [1830, 2557] +PD [1878, 2559] +PD [1924, 2571] +PD [1966, 2594] +PD [2003, 2628] +PD [2033, 2672] +PD [2046, 2703] +PD [2052, 2735] +PD [2053, 2770] +PD [2051, 2808] +PD [2043, 2864] +PD [2027, 2911] +PD [2016, 2931] +PD [2001, 2949] +PD [1982, 2966] +PD [1959, 2981] +PD [1934, 2991] +PD [1905, 2997] +PD [1840, 3001] +PD [1775, 2993] +PD [1724, 2978] +PD [1724, 2978] +PU [] +IN;SP1;PU-116,1064;PD-116,-353;PD254,-353;PD540,-354;PD631,-354;PD676,-350;PD723,-334;PD759,-315;PD786,-296;PD805,-276;PD818,-255;PD827,-236;PD841,-202;PD852,-174;PD860,-139;PD867,-33;PD866,398;PD867,711;PD867,818;PD864,870;PD850,913;PD828,946;PD797,970;PD757,986;PD716,996;PD697,1002;PD719,1008;PD762,1015;PD801,1031;PD829,1051;PD845,1072;PD855,1097;PD862,1135;PD866,1193;PD867,1397;PD866,1770;PD852,2338;PD863,2381;PD869,2392;PD878,2402;PD903,2417;PD929,2425;PD949,2427;PD964,2428;PD973,2431;PD978,2439;PD979,2452;PD979,2480;PD748,2480;PD516,2480;PD516,1839;PD513,1287;PD507,1203;PD502,1187;PD495,1178;PD480,1169;PD454,1163;PD349,1160;PD223,1160;PD223,1820;PD223,2480;PD53,2480;PD-116,2480;PD-116,1064;PU491,848;PD517,821;PD516,411;PD513,59;PD507,-4;PD503,-19;PD497,-28;PD483,-38;PD459,-45;PD351,-48;PD223,-48;PD223,414;PD223,877;PD343,877;PD408,876;PD448,870;PD473,861;PD491,848;PD491,848;PU1202,2456;PD1177,2442;PD1157,2422;PD1140,2398;PD1126,2371;PD1116,2341;PD1109,2310;PD1104,2246;PD1109,2206;PD1122,2163;PD1142,2124;PD1170,2092;PD1213,2062;PD1260,2043;PD1308,2035;PD1356,2037;PD1402,2049;PD1444,2072;PD1481,2106;PD1511,2150;PD1524,2181;PD1530,2213;PD1531,2248;PD1529,2286;PD1521,2342;PD1505,2389;PD1494,2409;PD1479,2427;PD1460,2444;PD1437,2459;PD1412,2469;PD1383,2475;PD1318,2479;PD1253,2471;PD1202,2456;PD1202,2456;PU; +>>> ================================ RESTART ================================ +>>> +IN [] +SP [1] +PU [406, 1586] +PD [406, 169] +PD [776, 169] +PD [1062, 168] +PD [1153, 168] +PD [1198, 172] +PD [1245, 188] +PD [1281, 207] +PD [1308, 226] +PD [1327, 246] +PD [1340, 267] +PD [1349, 286] +PD [1363, 320] +PD [1374, 348] +PD [1382, 383] +PD [1389, 489] +PD [1388, 920] +PD [1389, 1233] +PD [1389, 1340] +PD [1386, 1392] +PD [1372, 1435] +PD [1350, 1468] +PD [1319, 1492] +PD [1279, 1508] +PD [1238, 1518] +PD [1219, 1524] +PD [1241, 1530] +PD [1284, 1537] +PD [1323, 1553] +PD [1351, 1573] +PD [1367, 1594] +PD [1377, 1619] +PD [1384, 1657] +PD [1388, 1715] +PD [1389, 1919] +PD [1388, 2292] +PD [1374, 2860] +PD [1385, 2903] +PD [1391, 2914] +PD [1400, 2924] +PD [1425, 2939] +PD [1451, 2947] +PD [1471, 2949] +PD [1486, 2950] +PD [1495, 2953] +PD [1500, 2961] +PD [1501, 2974] +PD [1501, 3002] +PD [1270, 3002] +PD [1038, 3002] +PD [1038, 2361] +PD [1035, 1809] +PD [1029, 1725] +PD [1024, 1709] +PD [1017, 1700] +PD [1002, 1691] +PD [976, 1685] +PD [871, 1682] +PD [745, 1682] +PD [745, 2342] +PD [745, 3002] +PD [575, 3002] +PD [406, 3002] +PD [406, 1586] +PU [1013, 1370] +PD [1039, 1343] +PD [1038, 933] +PD [1035, 581] +PD [1029, 518] +PD [1025, 503] +PD [1019, 494] +PD [1005, 484] +PD [981, 477] +PD [873, 474] +PD [745, 474] +PD [745, 936] +PD [745, 1399] +PD [865, 1399] +PD [930, 1398] +PD [970, 1392] +PD [995, 1383] +PD [1013, 1370] +PD [1013, 1370] +PU [1724, 2978] +PD [1699, 2964] +PD [1679, 2944] +PD [1662, 2920] +PD [1648, 2893] +PD [1638, 2863] +PD [1631, 2832] +PD [1626, 2768] +PD [1631, 2728] +PD [1644, 2685] +PD [1664, 2646] +PD [1692, 2614] +PD [1735, 2584] +PD [1782, 2565] +PD [1830, 2557] +PD [1878, 2559] +PD [1924, 2571] +PD [1966, 2594] +PD [2003, 2628] +PD [2033, 2672] +PD [2046, 2703] +PD [2052, 2735] +PD [2053, 2770] +PD [2051, 2808] +PD [2043, 2864] +PD [2027, 2911] +PD [2016, 2931] +PD [2001, 2949] +PD [1982, 2966] +PD [1959, 2981] +PD [1934, 2991] +PD [1905, 2997] +PD [1840, 3001] +PD [1775, 2993] +PD [1724, 2978] +PD [1724, 2978] +PU [] +xmax 2053 +IN;SP1;PU-116,1064;PD-116,-353;PD254,-353;PD540,-354;PD631,-354;PD676,-350;PD723,-334;PD759,-315;PD786,-296;PD805,-276;PD818,-255;PD827,-236;PD841,-202;PD852,-174;PD860,-139;PD867,-33;PD866,398;PD867,711;PD867,818;PD864,870;PD850,913;PD828,946;PD797,970;PD757,986;PD716,996;PD697,1002;PD719,1008;PD762,1015;PD801,1031;PD829,1051;PD845,1072;PD855,1097;PD862,1135;PD866,1193;PD867,1397;PD866,1770;PD852,2338;PD863,2381;PD869,2392;PD878,2402;PD903,2417;PD929,2425;PD949,2427;PD964,2428;PD973,2431;PD978,2439;PD979,2452;PD979,2480;PD748,2480;PD516,2480;PD516,1839;PD513,1287;PD507,1203;PD502,1187;PD495,1178;PD480,1169;PD454,1163;PD349,1160;PD223,1160;PD223,1820;PD223,2480;PD53,2480;PD-116,2480;PD-116,1064;PU491,848;PD517,821;PD516,411;PD513,59;PD507,-4;PD503,-19;PD497,-28;PD483,-38;PD459,-45;PD351,-48;PD223,-48;PD223,414;PD223,877;PD343,877;PD408,876;PD448,870;PD473,861;PD491,848;PD491,848;PU1202,2456;PD1177,2442;PD1157,2422;PD1140,2398;PD1126,2371;PD1116,2341;PD1109,2310;PD1104,2246;PD1109,2206;PD1122,2163;PD1142,2124;PD1170,2092;PD1213,2062;PD1260,2043;PD1308,2035;PD1356,2037;PD1402,2049;PD1444,2072;PD1481,2106;PD1511,2150;PD1524,2181;PD1530,2213;PD1531,2248;PD1529,2286;PD1521,2342;PD1505,2389;PD1494,2409;PD1479,2427;PD1460,2444;PD1437,2459;PD1412,2469;PD1383,2475;PD1318,2479;PD1253,2471;PD1202,2456;PD1202,2456;PU; +>>> ================================ RESTART ================================ +>>> +IN [] +SP [1] +PU [406, 1586] +PD [406, 169] +PD [776, 169] +PD [1062, 168] +PD [1153, 168] +PD [1198, 172] +PD [1245, 188] +PD [1281, 207] +PD [1308, 226] +PD [1327, 246] +PD [1340, 267] +PD [1349, 286] +PD [1363, 320] +PD [1374, 348] +PD [1382, 383] +PD [1389, 489] +PD [1388, 920] +PD [1389, 1233] +PD [1389, 1340] +PD [1386, 1392] +PD [1372, 1435] +PD [1350, 1468] +PD [1319, 1492] +PD [1279, 1508] +PD [1238, 1518] +PD [1219, 1524] +PD [1241, 1530] +PD [1284, 1537] +PD [1323, 1553] +PD [1351, 1573] +PD [1367, 1594] +PD [1377, 1619] +PD [1384, 1657] +PD [1388, 1715] +PD [1389, 1919] +PD [1388, 2292] +PD [1374, 2860] +PD [1385, 2903] +PD [1391, 2914] +PD [1400, 2924] +PD [1425, 2939] +PD [1451, 2947] +PD [1471, 2949] +PD [1486, 2950] +PD [1495, 2953] +PD [1500, 2961] +PD [1501, 2974] +PD [1501, 3002] +PD [1270, 3002] +PD [1038, 3002] +PD [1038, 2361] +PD [1035, 1809] +PD [1029, 1725] +PD [1024, 1709] +PD [1017, 1700] +PD [1002, 1691] +PD [976, 1685] +PD [871, 1682] +PD [745, 1682] +PD [745, 2342] +PD [745, 3002] +PD [575, 3002] +PD [406, 3002] +PD [406, 1586] +PU [1013, 1370] +PD [1039, 1343] +PD [1038, 933] +PD [1035, 581] +PD [1029, 518] +PD [1025, 503] +PD [1019, 494] +PD [1005, 484] +PD [981, 477] +PD [873, 474] +PD [745, 474] +PD [745, 936] +PD [745, 1399] +PD [865, 1399] +PD [930, 1398] +PD [970, 1392] +PD [995, 1383] +PD [1013, 1370] +PD [1013, 1370] +PU [1724, 2978] +PD [1699, 2964] +PD [1679, 2944] +PD [1662, 2920] +PD [1648, 2893] +PD [1638, 2863] +PD [1631, 2832] +PD [1626, 2768] +PD [1631, 2728] +PD [1644, 2685] +PD [1664, 2646] +PD [1692, 2614] +PD [1735, 2584] +PD [1782, 2565] +PD [1830, 2557] +PD [1878, 2559] +PD [1924, 2571] +PD [1966, 2594] +PD [2003, 2628] +PD [2033, 2672] +PD [2046, 2703] +PD [2052, 2735] +PD [2053, 2770] +PD [2051, 2808] +PD [2043, 2864] +PD [2027, 2911] +PD [2016, 2931] +PD [2001, 2949] +PD [1982, 2966] +PD [1959, 2981] +PD [1934, 2991] +PD [1905, 2997] +PD [1840, 3001] +PD [1775, 2993] +PD [1724, 2978] +PD [1724, 2978] +PU [] +xmax 2053 + +Traceback (most recent call last): + File "/home/lukas/mimaki/cg5-class.py", line 98, in + print p.center + File "/home/lukas/mimaki/cg5-class.py", line 91, in center + return (self.xmin+self.ymin)/2,(self.ymin+self.ymax)/2 +TypeError: unsupported operand type(s) for +: 'NoneType' and 'NoneType' +>>> ================================ RESTART ================================ +>>> +IN [] +SP [1] +PU [406, 1586] +PD [406, 169] +PD [776, 169] +PD [1062, 168] +PD [1153, 168] +PD [1198, 172] +PD [1245, 188] +PD [1281, 207] +PD [1308, 226] +PD [1327, 246] +PD [1340, 267] +PD [1349, 286] +PD [1363, 320] +PD [1374, 348] +PD [1382, 383] +PD [1389, 489] +PD [1388, 920] +PD [1389, 1233] +PD [1389, 1340] +PD [1386, 1392] +PD [1372, 1435] +PD [1350, 1468] +PD [1319, 1492] +PD [1279, 1508] +PD [1238, 1518] +PD [1219, 1524] +PD [1241, 1530] +PD [1284, 1537] +PD [1323, 1553] +PD [1351, 1573] +PD [1367, 1594] +PD [1377, 1619] +PD [1384, 1657] +PD [1388, 1715] +PD [1389, 1919] +PD [1388, 2292] +PD [1374, 2860] +PD [1385, 2903] +PD [1391, 2914] +PD [1400, 2924] +PD [1425, 2939] +PD [1451, 2947] +PD [1471, 2949] +PD [1486, 2950] +PD [1495, 2953] +PD [1500, 2961] +PD [1501, 2974] +PD [1501, 3002] +PD [1270, 3002] +PD [1038, 3002] +PD [1038, 2361] +PD [1035, 1809] +PD [1029, 1725] +PD [1024, 1709] +PD [1017, 1700] +PD [1002, 1691] +PD [976, 1685] +PD [871, 1682] +PD [745, 1682] +PD [745, 2342] +PD [745, 3002] +PD [575, 3002] +PD [406, 3002] +PD [406, 1586] +PU [1013, 1370] +PD [1039, 1343] +PD [1038, 933] +PD [1035, 581] +PD [1029, 518] +PD [1025, 503] +PD [1019, 494] +PD [1005, 484] +PD [981, 477] +PD [873, 474] +PD [745, 474] +PD [745, 936] +PD [745, 1399] +PD [865, 1399] +PD [930, 1398] +PD [970, 1392] +PD [995, 1383] +PD [1013, 1370] +PD [1013, 1370] +PU [1724, 2978] +PD [1699, 2964] +PD [1679, 2944] +PD [1662, 2920] +PD [1648, 2893] +PD [1638, 2863] +PD [1631, 2832] +PD [1626, 2768] +PD [1631, 2728] +PD [1644, 2685] +PD [1664, 2646] +PD [1692, 2614] +PD [1735, 2584] +PD [1782, 2565] +PD [1830, 2557] +PD [1878, 2559] +PD [1924, 2571] +PD [1966, 2594] +PD [2003, 2628] +PD [2033, 2672] +PD [2046, 2703] +PD [2052, 2735] +PD [2053, 2770] +PD [2051, 2808] +PD [2043, 2864] +PD [2027, 2911] +PD [2016, 2931] +PD [2001, 2949] +PD [1982, 2966] +PD [1959, 2981] +PD [1934, 2991] +PD [1905, 2997] +PD [1840, 3001] +PD [1775, 2993] +PD [1724, 2978] +PD [1724, 2978] +PU [] +xmax 2053 +2053 +3002 + +Traceback (most recent call last): + File "/home/lukas/mimaki/cg5-class.py", line 100, in + print p.center + File "/home/lukas/mimaki/cg5-class.py", line 91, in center + return (self.xmin+self.ymin)/2,(self.ymin+self.ymax)/2 +TypeError: unsupported operand type(s) for +: 'NoneType' and 'NoneType' +>>> ================================ RESTART ================================ +>>> +IN [] +SP [1] +PU [406, 1586] +PD [406, 169] +PD [776, 169] +PD [1062, 168] +PD [1153, 168] +PD [1198, 172] +PD [1245, 188] +PD [1281, 207] +PD [1308, 226] +PD [1327, 246] +PD [1340, 267] +PD [1349, 286] +PD [1363, 320] +PD [1374, 348] +PD [1382, 383] +PD [1389, 489] +PD [1388, 920] +PD [1389, 1233] +PD [1389, 1340] +PD [1386, 1392] +PD [1372, 1435] +PD [1350, 1468] +PD [1319, 1492] +PD [1279, 1508] +PD [1238, 1518] +PD [1219, 1524] +PD [1241, 1530] +PD [1284, 1537] +PD [1323, 1553] +PD [1351, 1573] +PD [1367, 1594] +PD [1377, 1619] +PD [1384, 1657] +PD [1388, 1715] +PD [1389, 1919] +PD [1388, 2292] +PD [1374, 2860] +PD [1385, 2903] +PD [1391, 2914] +PD [1400, 2924] +PD [1425, 2939] +PD [1451, 2947] +PD [1471, 2949] +PD [1486, 2950] +PD [1495, 2953] +PD [1500, 2961] +PD [1501, 2974] +PD [1501, 3002] +PD [1270, 3002] +PD [1038, 3002] +PD [1038, 2361] +PD [1035, 1809] +PD [1029, 1725] +PD [1024, 1709] +PD [1017, 1700] +PD [1002, 1691] +PD [976, 1685] +PD [871, 1682] +PD [745, 1682] +PD [745, 2342] +PD [745, 3002] +PD [575, 3002] +PD [406, 3002] +PD [406, 1586] +PU [1013, 1370] +PD [1039, 1343] +PD [1038, 933] +PD [1035, 581] +PD [1029, 518] +PD [1025, 503] +PD [1019, 494] +PD [1005, 484] +PD [981, 477] +PD [873, 474] +PD [745, 474] +PD [745, 936] +PD [745, 1399] +PD [865, 1399] +PD [930, 1398] +PD [970, 1392] +PD [995, 1383] +PD [1013, 1370] +PD [1013, 1370] +PU [1724, 2978] +PD [1699, 2964] +PD [1679, 2944] +PD [1662, 2920] +PD [1648, 2893] +PD [1638, 2863] +PD [1631, 2832] +PD [1626, 2768] +PD [1631, 2728] +PD [1644, 2685] +PD [1664, 2646] +PD [1692, 2614] +PD [1735, 2584] +PD [1782, 2565] +PD [1830, 2557] +PD [1878, 2559] +PD [1924, 2571] +PD [1966, 2594] +PD [2003, 2628] +PD [2033, 2672] +PD [2046, 2703] +PD [2052, 2735] +PD [2053, 2770] +PD [2051, 2808] +PD [2043, 2864] +PD [2027, 2911] +PD [2016, 2931] +PD [2001, 2949] +PD [1982, 2966] +PD [1959, 2981] +PD [1934, 2991] +PD [1905, 2997] +PD [1840, 3001] +PD [1775, 2993] +PD [1724, 2978] +PD [1724, 2978] +PU [] +xmax 2053 +2053 +3002 +None +None + +Traceback (most recent call last): + File "/home/lukas/mimaki/cg5-class.py", line 102, in + print p.center + File "/home/lukas/mimaki/cg5-class.py", line 91, in center + return (self.xmin+self.ymin)/2,(self.ymin+self.ymax)/2 +TypeError: unsupported operand type(s) for +: 'NoneType' and 'NoneType' +>>> ================================ RESTART ================================ +>>> +IN [] +SP [1] +PU [406, 1586] +PD [406, 169] +PD [776, 169] +PD [1062, 168] +PD [1153, 168] +PD [1198, 172] +PD [1245, 188] +PD [1281, 207] +PD [1308, 226] +PD [1327, 246] +PD [1340, 267] +PD [1349, 286] +PD [1363, 320] +PD [1374, 348] +PD [1382, 383] +PD [1389, 489] +PD [1388, 920] +PD [1389, 1233] +PD [1389, 1340] +PD [1386, 1392] +PD [1372, 1435] +PD [1350, 1468] +PD [1319, 1492] +PD [1279, 1508] +PD [1238, 1518] +PD [1219, 1524] +PD [1241, 1530] +PD [1284, 1537] +PD [1323, 1553] +PD [1351, 1573] +PD [1367, 1594] +PD [1377, 1619] +PD [1384, 1657] +PD [1388, 1715] +PD [1389, 1919] +PD [1388, 2292] +PD [1374, 2860] +PD [1385, 2903] +PD [1391, 2914] +PD [1400, 2924] +PD [1425, 2939] +PD [1451, 2947] +PD [1471, 2949] +PD [1486, 2950] +PD [1495, 2953] +PD [1500, 2961] +PD [1501, 2974] +PD [1501, 3002] +PD [1270, 3002] +PD [1038, 3002] +PD [1038, 2361] +PD [1035, 1809] +PD [1029, 1725] +PD [1024, 1709] +PD [1017, 1700] +PD [1002, 1691] +PD [976, 1685] +PD [871, 1682] +PD [745, 1682] +PD [745, 2342] +PD [745, 3002] +PD [575, 3002] +PD [406, 3002] +PD [406, 1586] +PU [1013, 1370] +PD [1039, 1343] +PD [1038, 933] +PD [1035, 581] +PD [1029, 518] +PD [1025, 503] +PD [1019, 494] +PD [1005, 484] +PD [981, 477] +PD [873, 474] +PD [745, 474] +PD [745, 936] +PD [745, 1399] +PD [865, 1399] +PD [930, 1398] +PD [970, 1392] +PD [995, 1383] +PD [1013, 1370] +PD [1013, 1370] +PU [1724, 2978] +PD [1699, 2964] +PD [1679, 2944] +PD [1662, 2920] +PD [1648, 2893] +PD [1638, 2863] +PD [1631, 2832] +PD [1626, 2768] +PD [1631, 2728] +PD [1644, 2685] +PD [1664, 2646] +PD [1692, 2614] +PD [1735, 2584] +PD [1782, 2565] +PD [1830, 2557] +PD [1878, 2559] +PD [1924, 2571] +PD [1966, 2594] +PD [2003, 2628] +PD [2033, 2672] +PD [2046, 2703] +PD [2052, 2735] +PD [2053, 2770] +PD [2051, 2808] +PD [2043, 2864] +PD [2027, 2911] +PD [2016, 2931] +PD [2001, 2949] +PD [1982, 2966] +PD [1959, 2981] +PD [1934, 2991] +PD [1905, 2997] +PD [1840, 3001] +PD [1775, 2993] +PD [1724, 2978] +PD [1724, 2978] +PU [] +xmax 2053 +2053 + +Traceback (most recent call last): + File "/home/lukas/mimaki/cg5-class.py", line 99, in + print p.ymax + File "/home/lukas/mimaki/cg5-class.py", line 85, in ymax + return max(command.y for command in self.commands if commad.x) + File "/home/lukas/mimaki/cg5-class.py", line 85, in + return max(command.y for command in self.commands if commad.x) +NameError: global name 'commad' is not defined +>>> ================================ RESTART ================================ +>>> +IN [] +SP [1] +PU [406, 1586] +PD [406, 169] +PD [776, 169] +PD [1062, 168] +PD [1153, 168] +PD [1198, 172] +PD [1245, 188] +PD [1281, 207] +PD [1308, 226] +PD [1327, 246] +PD [1340, 267] +PD [1349, 286] +PD [1363, 320] +PD [1374, 348] +PD [1382, 383] +PD [1389, 489] +PD [1388, 920] +PD [1389, 1233] +PD [1389, 1340] +PD [1386, 1392] +PD [1372, 1435] +PD [1350, 1468] +PD [1319, 1492] +PD [1279, 1508] +PD [1238, 1518] +PD [1219, 1524] +PD [1241, 1530] +PD [1284, 1537] +PD [1323, 1553] +PD [1351, 1573] +PD [1367, 1594] +PD [1377, 1619] +PD [1384, 1657] +PD [1388, 1715] +PD [1389, 1919] +PD [1388, 2292] +PD [1374, 2860] +PD [1385, 2903] +PD [1391, 2914] +PD [1400, 2924] +PD [1425, 2939] +PD [1451, 2947] +PD [1471, 2949] +PD [1486, 2950] +PD [1495, 2953] +PD [1500, 2961] +PD [1501, 2974] +PD [1501, 3002] +PD [1270, 3002] +PD [1038, 3002] +PD [1038, 2361] +PD [1035, 1809] +PD [1029, 1725] +PD [1024, 1709] +PD [1017, 1700] +PD [1002, 1691] +PD [976, 1685] +PD [871, 1682] +PD [745, 1682] +PD [745, 2342] +PD [745, 3002] +PD [575, 3002] +PD [406, 3002] +PD [406, 1586] +PU [1013, 1370] +PD [1039, 1343] +PD [1038, 933] +PD [1035, 581] +PD [1029, 518] +PD [1025, 503] +PD [1019, 494] +PD [1005, 484] +PD [981, 477] +PD [873, 474] +PD [745, 474] +PD [745, 936] +PD [745, 1399] +PD [865, 1399] +PD [930, 1398] +PD [970, 1392] +PD [995, 1383] +PD [1013, 1370] +PD [1013, 1370] +PU [1724, 2978] +PD [1699, 2964] +PD [1679, 2944] +PD [1662, 2920] +PD [1648, 2893] +PD [1638, 2863] +PD [1631, 2832] +PD [1626, 2768] +PD [1631, 2728] +PD [1644, 2685] +PD [1664, 2646] +PD [1692, 2614] +PD [1735, 2584] +PD [1782, 2565] +PD [1830, 2557] +PD [1878, 2559] +PD [1924, 2571] +PD [1966, 2594] +PD [2003, 2628] +PD [2033, 2672] +PD [2046, 2703] +PD [2052, 2735] +PD [2053, 2770] +PD [2051, 2808] +PD [2043, 2864] +PD [2027, 2911] +PD [2016, 2931] +PD [2001, 2949] +PD [1982, 2966] +PD [1959, 2981] +PD [1934, 2991] +PD [1905, 2997] +PD [1840, 3001] +PD [1775, 2993] +PD [1724, 2978] +PD [1724, 2978] +PU [] +xmax 2053 +2053 +3002 +None +168 + +Traceback (most recent call last): + File "/home/lukas/mimaki/cg5-class.py", line 102, in + print p.center + File "/home/lukas/mimaki/cg5-class.py", line 91, in center + return (self.xmin+self.ymin)/2,(self.ymin+self.ymax)/2 +TypeError: unsupported operand type(s) for +: 'NoneType' and 'int' +>>> ================================ RESTART ================================ +>>> +IN [] +SP [1] +PU [406, 1586] +PD [406, 169] +PD [776, 169] +PD [1062, 168] +PD [1153, 168] +PD [1198, 172] +PD [1245, 188] +PD [1281, 207] +PD [1308, 226] +PD [1327, 246] +PD [1340, 267] +PD [1349, 286] +PD [1363, 320] +PD [1374, 348] +PD [1382, 383] +PD [1389, 489] +PD [1388, 920] +PD [1389, 1233] +PD [1389, 1340] +PD [1386, 1392] +PD [1372, 1435] +PD [1350, 1468] +PD [1319, 1492] +PD [1279, 1508] +PD [1238, 1518] +PD [1219, 1524] +PD [1241, 1530] +PD [1284, 1537] +PD [1323, 1553] +PD [1351, 1573] +PD [1367, 1594] +PD [1377, 1619] +PD [1384, 1657] +PD [1388, 1715] +PD [1389, 1919] +PD [1388, 2292] +PD [1374, 2860] +PD [1385, 2903] +PD [1391, 2914] +PD [1400, 2924] +PD [1425, 2939] +PD [1451, 2947] +PD [1471, 2949] +PD [1486, 2950] +PD [1495, 2953] +PD [1500, 2961] +PD [1501, 2974] +PD [1501, 3002] +PD [1270, 3002] +PD [1038, 3002] +PD [1038, 2361] +PD [1035, 1809] +PD [1029, 1725] +PD [1024, 1709] +PD [1017, 1700] +PD [1002, 1691] +PD [976, 1685] +PD [871, 1682] +PD [745, 1682] +PD [745, 2342] +PD [745, 3002] +PD [575, 3002] +PD [406, 3002] +PD [406, 1586] +PU [1013, 1370] +PD [1039, 1343] +PD [1038, 933] +PD [1035, 581] +PD [1029, 518] +PD [1025, 503] +PD [1019, 494] +PD [1005, 484] +PD [981, 477] +PD [873, 474] +PD [745, 474] +PD [745, 936] +PD [745, 1399] +PD [865, 1399] +PD [930, 1398] +PD [970, 1392] +PD [995, 1383] +PD [1013, 1370] +PD [1013, 1370] +PU [1724, 2978] +PD [1699, 2964] +PD [1679, 2944] +PD [1662, 2920] +PD [1648, 2893] +PD [1638, 2863] +PD [1631, 2832] +PD [1626, 2768] +PD [1631, 2728] +PD [1644, 2685] +PD [1664, 2646] +PD [1692, 2614] +PD [1735, 2584] +PD [1782, 2565] +PD [1830, 2557] +PD [1878, 2559] +PD [1924, 2571] +PD [1966, 2594] +PD [2003, 2628] +PD [2033, 2672] +PD [2046, 2703] +PD [2052, 2735] +PD [2053, 2770] +PD [2051, 2808] +PD [2043, 2864] +PD [2027, 2911] +PD [2016, 2931] +PD [2001, 2949] +PD [1982, 2966] +PD [1959, 2981] +PD [1934, 2991] +PD [1905, 2997] +PD [1840, 3001] +PD [1775, 2993] +PD [1724, 2978] +PD [1724, 2978] +PU [] +xmax 2053 +2053 +3002 +406 +168 +(287.0, 1585.0) +>>> ================================ RESTART ================================ +>>> +IN [] +SP [1] +PU [406, 1586] +PD [406, 169] +PD [776, 169] +PD [1062, 168] +PD [1153, 168] +PD [1198, 172] +PD [1245, 188] +PD [1281, 207] +PD [1308, 226] +PD [1327, 246] +PD [1340, 267] +PD [1349, 286] +PD [1363, 320] +PD [1374, 348] +PD [1382, 383] +PD [1389, 489] +PD [1388, 920] +PD [1389, 1233] +PD [1389, 1340] +PD [1386, 1392] +PD [1372, 1435] +PD [1350, 1468] +PD [1319, 1492] +PD [1279, 1508] +PD [1238, 1518] +PD [1219, 1524] +PD [1241, 1530] +PD [1284, 1537] +PD [1323, 1553] +PD [1351, 1573] +PD [1367, 1594] +PD [1377, 1619] +PD [1384, 1657] +PD [1388, 1715] +PD [1389, 1919] +PD [1388, 2292] +PD [1374, 2860] +PD [1385, 2903] +PD [1391, 2914] +PD [1400, 2924] +PD [1425, 2939] +PD [1451, 2947] +PD [1471, 2949] +PD [1486, 2950] +PD [1495, 2953] +PD [1500, 2961] +PD [1501, 2974] +PD [1501, 3002] +PD [1270, 3002] +PD [1038, 3002] +PD [1038, 2361] +PD [1035, 1809] +PD [1029, 1725] +PD [1024, 1709] +PD [1017, 1700] +PD [1002, 1691] +PD [976, 1685] +PD [871, 1682] +PD [745, 1682] +PD [745, 2342] +PD [745, 3002] +PD [575, 3002] +PD [406, 3002] +PD [406, 1586] +PU [1013, 1370] +PD [1039, 1343] +PD [1038, 933] +PD [1035, 581] +PD [1029, 518] +PD [1025, 503] +PD [1019, 494] +PD [1005, 484] +PD [981, 477] +PD [873, 474] +PD [745, 474] +PD [745, 936] +PD [745, 1399] +PD [865, 1399] +PD [930, 1398] +PD [970, 1392] +PD [995, 1383] +PD [1013, 1370] +PD [1013, 1370] +PU [1724, 2978] +PD [1699, 2964] +PD [1679, 2944] +PD [1662, 2920] +PD [1648, 2893] +PD [1638, 2863] +PD [1631, 2832] +PD [1626, 2768] +PD [1631, 2728] +PD [1644, 2685] +PD [1664, 2646] +PD [1692, 2614] +PD [1735, 2584] +PD [1782, 2565] +PD [1830, 2557] +PD [1878, 2559] +PD [1924, 2571] +PD [1966, 2594] +PD [2003, 2628] +PD [2033, 2672] +PD [2046, 2703] +PD [2052, 2735] +PD [2053, 2770] +PD [2051, 2808] +PD [2043, 2864] +PD [2027, 2911] +PD [2016, 2931] +PD [2001, 2949] +PD [1982, 2966] +PD [1959, 2981] +PD [1934, 2991] +PD [1905, 2997] +PD [1840, 3001] +PD [1775, 2993] +PD [1724, 2978] +PD [1724, 2978] +PU [] +xmax 2053 +2053 +3002 +406 +168 +(287.0, 1585.0) + +Traceback (most recent call last): + File "/home/lukas/mimaki/cg5-class.py", line 118, in + print getWin() +NameError: name 'getWin' is not defined +>>> ================================ RESTART ================================ +>>> +IN [] +SP [1] +PU [406, 1586] +PD [406, 169] +PD [776, 169] +PD [1062, 168] +PD [1153, 168] +PD [1198, 172] +PD [1245, 188] +PD [1281, 207] +PD [1308, 226] +PD [1327, 246] +PD [1340, 267] +PD [1349, 286] +PD [1363, 320] +PD [1374, 348] +PD [1382, 383] +PD [1389, 489] +PD [1388, 920] +PD [1389, 1233] +PD [1389, 1340] +PD [1386, 1392] +PD [1372, 1435] +PD [1350, 1468] +PD [1319, 1492] +PD [1279, 1508] +PD [1238, 1518] +PD [1219, 1524] +PD [1241, 1530] +PD [1284, 1537] +PD [1323, 1553] +PD [1351, 1573] +PD [1367, 1594] +PD [1377, 1619] +PD [1384, 1657] +PD [1388, 1715] +PD [1389, 1919] +PD [1388, 2292] +PD [1374, 2860] +PD [1385, 2903] +PD [1391, 2914] +PD [1400, 2924] +PD [1425, 2939] +PD [1451, 2947] +PD [1471, 2949] +PD [1486, 2950] +PD [1495, 2953] +PD [1500, 2961] +PD [1501, 2974] +PD [1501, 3002] +PD [1270, 3002] +PD [1038, 3002] +PD [1038, 2361] +PD [1035, 1809] +PD [1029, 1725] +PD [1024, 1709] +PD [1017, 1700] +PD [1002, 1691] +PD [976, 1685] +PD [871, 1682] +PD [745, 1682] +PD [745, 2342] +PD [745, 3002] +PD [575, 3002] +PD [406, 3002] +PD [406, 1586] +PU [1013, 1370] +PD [1039, 1343] +PD [1038, 933] +PD [1035, 581] +PD [1029, 518] +PD [1025, 503] +PD [1019, 494] +PD [1005, 484] +PD [981, 477] +PD [873, 474] +PD [745, 474] +PD [745, 936] +PD [745, 1399] +PD [865, 1399] +PD [930, 1398] +PD [970, 1392] +PD [995, 1383] +PD [1013, 1370] +PD [1013, 1370] +PU [1724, 2978] +PD [1699, 2964] +PD [1679, 2944] +PD [1662, 2920] +PD [1648, 2893] +PD [1638, 2863] +PD [1631, 2832] +PD [1626, 2768] +PD [1631, 2728] +PD [1644, 2685] +PD [1664, 2646] +PD [1692, 2614] +PD [1735, 2584] +PD [1782, 2565] +PD [1830, 2557] +PD [1878, 2559] +PD [1924, 2571] +PD [1966, 2594] +PD [2003, 2628] +PD [2033, 2672] +PD [2046, 2703] +PD [2052, 2735] +PD [2053, 2770] +PD [2051, 2808] +PD [2043, 2864] +PD [2027, 2911] +PD [2016, 2931] +PD [2001, 2949] +PD [1982, 2966] +PD [1959, 2981] +PD [1934, 2991] +PD [1905, 2997] +PD [1840, 3001] +PD [1775, 2993] +PD [1724, 2978] +PD [1724, 2978] +PU [] +IN;SP1;PU2406,2586;PD2406,1169;PD2776,1169;PD3062,1168;PD3153,1168;PD3198,1172;PD3245,1188;PD3281,1207;PD3308,1226;PD3327,1246;PD3340,1267;PD3349,1286;PD3363,1320;PD3374,1348;PD3382,1383;PD3389,1489;PD3388,1920;PD3389,2233;PD3389,2340;PD3386,2392;PD3372,2435;PD3350,2468;PD3319,2492;PD3279,2508;PD3238,2518;PD3219,2524;PD3241,2530;PD3284,2537;PD3323,2553;PD3351,2573;PD3367,2594;PD3377,2619;PD3384,2657;PD3388,2715;PD3389,2919;PD3388,3292;PD3374,3860;PD3385,3903;PD3391,3914;PD3400,3924;PD3425,3939;PD3451,3947;PD3471,3949;PD3486,3950;PD3495,3953;PD3500,3961;PD3501,3974;PD3501,4002;PD3270,4002;PD3038,4002;PD3038,3361;PD3035,2809;PD3029,2725;PD3024,2709;PD3017,2700;PD3002,2691;PD2976,2685;PD2871,2682;PD2745,2682;PD2745,3342;PD2745,4002;PD2575,4002;PD2406,4002;PD2406,2586;PU3013,2370;PD3039,2343;PD3038,1933;PD3035,1581;PD3029,1518;PD3025,1503;PD3019,1494;PD3005,1484;PD2981,1477;PD2873,1474;PD2745,1474;PD2745,1936;PD2745,2399;PD2865,2399;PD2930,2398;PD2970,2392;PD2995,2383;PD3013,2370;PD3013,2370;PU3724,3978;PD3699,3964;PD3679,3944;PD3662,3920;PD3648,3893;PD3638,3863;PD3631,3832;PD3626,3768;PD3631,3728;PD3644,3685;PD3664,3646;PD3692,3614;PD3735,3584;PD3782,3565;PD3830,3557;PD3878,3559;PD3924,3571;PD3966,3594;PD4003,3628;PD4033,3672;PD4046,3703;PD4052,3735;PD4053,3770;PD4051,3808;PD4043,3864;PD4027,3911;PD4016,3931;PD4001,3949;PD3982,3966;PD3959,3981;PD3934,3991;PD3905,3997;PD3840,4001;PD3775,3993;PD3724,3978;PD3724,3978;PU; +2053 +3002 +406 +168 +(287.0, 1585.0) + +Traceback (most recent call last): + File "/home/lukas/mimaki/cg5-class.py", line 119, in + print getWin() +NameError: name 'getWin' is not defined +>>> diff --git a/oldpy/old-cg5.py b/oldpy/old-cg5.py new file mode 100755 index 0000000..5ff5905 --- /dev/null +++ b/oldpy/old-cg5.py @@ -0,0 +1,92 @@ + +import serial + +def getWin(): + ser = serial.Serial('/dev/ttyUSB0', 9600) + ser.write('OW;') + s=[] + if not s: + print 'Datei Fehler' + while True: + x=ser.read() + if x == "\x0d": + break + s.append(x) + return tuple(int(x) for x in "".join(s).split(",")) + +def parse(filename): + with open(filename) as file: + contents = file.read() + commands = [] + for command in contents.split(";"): + name, args = command[:2], command[2:] + args = [int(arg) for arg in args.split(",")] if args else [] + commands.append((name, args)) + return commands + +def compile(commands): + return ";".join(name + ",".join(str(arg) for arg in args) + for name, args in commands) + +def scale(commands, factor): + for name,args in commands: + if name in ("PU","PD","PA","PR"): + for i in range(len(args)): + args[i] = int(args[i]*factor) + return commands + +def left(commands, left): + for name,args in commands: + if name in ("PU","PD","PA","PR"): + if len(args): + args[1] +=left + return commands + +def up(commands, up): + for name,args in commands: + if name in ("PU","PD","PA","PR"): + if len(args): + args[0] +=up + return commands + + +def oob(commands): + xmin, ymin, xmax, ymax = getWin() + for name,args in commands: + if name in ("PU","PD","PA","PR"): + if xmin < args[0] 1: + if args[0] > maxx: + maxx = args[0] + if args[0] < minx: + minx = args[0] + if args[1] < miny: + miny = args[1] + if args[1] > maxy: + maxy =args[1] + xcent= int((xmax-xmin)/2) + ycent= int((ymax-ymin)/2) + centy= int((maxy-miny)/2) + centx= int((maxx-minx)/2) + return up(left(command,centy-ycent),centx-xcent) + + + +out = center(scale(parse("vishnu.hpgl"),2.5)) +print out +print'test' +print oob(out) + + +# print name, args +ser = serial.Serial('/dev/ttyUSB0', 9600) +if not oob(out): + ser.write(compile(out)) diff --git a/oldpy/roll.py b/oldpy/roll.py new file mode 100755 index 0000000..773eaec --- /dev/null +++ b/oldpy/roll.py @@ -0,0 +1,255 @@ +# -*- coding: utf-8 -*- +from __future__ import division +import serial +import math + + + + + +class Command: + inicoms= ("IN", "SP", "LT") + scalecoms=("PA", "PD", "PR", "PU", "CI" ) + movecoms=("PA", "PD", "PR", "PU" ) + + def __init__(self, name, *args): + self.name = name # hpgl Command name e.g. PU, PA, + self.args = args # list of Position args + + @property + def scalable(self): + return True \ + if self.name in Command.scalecoms and self.args else \ + False + @property + def movable(self): + return True \ + if self.name in Command.movecoms and self.args else \ + False + + @property + def x(self): + return self.args[0] \ + if self.movable else\ + None + + @property + def y(self): + return self.args[1] \ + if self.movable else\ + None + + def __len__(self): + return len(str(self)) + + def __str__(self): + return self.name + ",".join(str(arg) for arg in self.args) + ";" + + def __mul__(self, factor): + if not self.scalable: + return self + if type(factor) == type(0) or type(factor) == type(0.0): + factor = (factor, factor) + return Command(self.name, + int(self.args[0] * factor[0]), + int(self.args[1] * factor[1])) \ + if len(self.args)>1 else\ + Command(self.name,int(self.args[0]*factor[0]) ) + + def __add__(self, addend): + if not self.movable: + return self + if type(addend) == type(0) or type(addend) == type(0.0): + addend = (addend, addend) + return Command(self.name, + int(self.x + addend[0]), + int(self.y + addend[1])) + + def __sub__(self, addend): + if type(addend) == type(0) or type(addend) == type(0.0): + addend = (addend, addend) + return self + (-addend[0], -addend[1]) + + def rotate(self, angl): + if not self.movable: + return self + cosa=math.cos(angl*math.pi/180) + sina=math.sin(angl*math.pi/180) + return Command(self.name,int(self.x*cosa-self.y*sina),int(self.y*cosa+self.x*sina)) + + def flip(self): + if not self.movable: + return self + return Command(self.name,self.y,-self.x) + +class Program: + + def __init__(self, commands=[]): + self.commands = commands + + def parsefile(self, filename): + with open(filename) as file: + self.parse( file.read()) + + def parse(self, code): + for command in code.strip().split(";")[:-1]: + name, args = command[:2], command[2:] + args = [int(arg) for arg in args.split(",")] if args else [] + #print name , args + self.commands.append(Command(name, *args)) + + def __str__(self): + return "".join(str(command) for command in self.commands) + + + def __mul__(self, arg): + return Program([command * arg for command in self.commands]) + + + def __add__(self, arg): + return Program([command + arg for command in self.commands]) + + def __sub__(self, arg): + return Program([command - arg for command in self.commands]) + + def __len__(self): + return len(str(self)) + + def rotate(self, angl): + return Program([command.rotate(angl) for command in self.commands]) + + def flip(self): + return Program([command.flip() for command in self.commands]) + + + + @property + def xmax(self): + return max(command.x for command in self.commands if command.x and command.movable) + @property + def xmin(self): + return min(command.x for command in self.commands if command.x and command.movable) + @property + def ymax(self): + return max(command.y for command in self.commands if command.y and command.movable) + @property + def ymin(self): + return min(command.y for command in self.commands if command.y and command.movable) + @property + def center(self): + return int((self.xmin+self.xmax)/2),int((self.ymin+self.ymax)/2) + @property + def size(self): return self.xmax-self.xmin , self.yax - self.ymin + + @property + def winsize(self): + return self.xmax-self.xmin , self.ymax - self.ymin + +class Plotter: + + def __init__(self): + + self.p0incenter = False + s=self.getoutput('OW;') + print s + if not s: + self.__boundaries = -2000,-2000,2000,2000 + self.ser=None + else: + self.__boundaries = tuple(int(x) for x in "".join(s).split(",")) + + def getoutput(self,outstr): + try: + self.ser = serial.Serial('/dev/ttyUSB0',timeout=15) + print 'try to get Status' + if not self.ser: + print 'Plotter not available' + return None + self.ser.write(outstr) + print 'device busy' + s = [] + while True: + x = self.ser.read() + + if x == "\x0d" or not x: + break + s.append(x) + return ''.join(s) + except OSError: + return None + @property + def xmin(self): + return self.__boundaries[0] + + @property + def ymin(self): + return self.__boundaries[1] + + @property + def xmax(self): + return self.__boundaries[2] + + @property + def ymax(self): + return self.__boundaries[3] + + @property + def center(self): + return (self.xmin + self.xmax)/2, (self.ymin + self.ymax)/2 + + def write(self,programm): + self.ser.write(str(programm)) + + @property + def winsize(self): + return self.xmax-self.xmin , self.ymax - self.ymin + + def oob(self, prog): + return (prog.xmax > self.xmax or prog.xmin < self.xmin or prog.ymin < self.ymin or prog.ymax > self.ymax) + + def full(self,prog): + arg = min(self.winsize[0]/prog.winsize[0],self.winsize[1]/prog.winsize[1]) + print arg + return prog*arg + + def plot(self,prog): + if (not self.oob(prog)) and self.ready: + self.write(prog) + + if self.oob(prog): + print 'programm out of bound' + if not self.ready: + print 'device not ready' + + def centralize(self,prog): + return prog-prog.center \ + if self.p0incenter else \ + prog-(prog.xmin,prog.ymin) + @property + def ready(self): + return bool(self.getoutput('OS;')) + + + + + +plt=Plotter() +p=Program() +p.parsefile("hpgl/nmk.hpgl") +print p.xmin,p.xmax,p.ymin,p.ymax +p=p.flip() +p=p*(1,-1) +p=plt.full(p) +p=plt.centralize(p) + +print 'Programm Größe' p.winsize +print 'Program Abmessung' p.xmin,p.xmax,p.ymin,p.ymax +print 'Programm Center' p.center +print ' Plotter bereit' plt.ready +#print str(p) +plt.plot(p) + +print len(p) +#print str(p) + + diff --git a/potter.py b/potter.py new file mode 100755 index 0000000..fa0fe3a --- /dev/null +++ b/potter.py @@ -0,0 +1,41 @@ +from Plotter import * +from Command import * +from Program import * +import Tkinter as tk + + +def show(p): + win=tk.Tk() + win.title('HPGLPLOTTER') + plt=Plotter((10,10,590,590)) + canvas=tk.Canvas(win,width=600,height=600) + canvas.grid(row=0,column=0) + x = y = 0 + p=p.flip() + p=plt.full(p) + p=plt.centralize(p) + for command in p.commands: + if command.name == 'PU': + x,y = command.x,command.y + elif command.name=='PD': + canvas.create_line(x,y,command.x,command.y) + x,y = command.x,command.y + elif command.name == 'CI': + r=command.args[0] + canvas.create_oval(x-r,y-r,x+r,y+r) + win.mainloop() + +plt=Plotter() +p=Program() +p.parsefile('hpgl/Lars.plt') +p=p.flip() +p=plt.full(p) +p=plt.centralize(p) +plt.write(p) + +#show(p) +p=p+10 + + + + diff --git a/refac/Command.py b/refac/Command.py new file mode 100755 index 0000000..e1d32cd --- /dev/null +++ b/refac/Command.py @@ -0,0 +1,79 @@ + + +# -*- coding: utf-8 -*- + +import math + + +class Command: + inicoms= ("IN", "SP", "LT") # nicht benutzt + scalecoms=("PA", "PD", "PR", "PU", "CI" ) # Liste skalierbarer HPGL-Befehle + movecoms=("PA", "PD", "PU" ) # Liste verschiebbarer HPGL-Befehle# + abscoms=("PA", "PD", "PU" ) + relcoms=("PR") + arccoms=("CI", "AA") + + def __init__(self, name, *args): + self.name = name # Befehlname + self.args = args # Argsliste + + @property + def scalable(self): + return self.name in Command.scalecoms and self.args + + @property + def movable(self): + return self.name in Command.movecoms and self.args + + @property + def x(self): + #Baustelle da es Befehle gibt die mehrere Args haben + return self.args[0] if self.args else None + + @property + def y(self): + return self.args[-1] if self.args else None + + def __trunc__(self): + return Command(self.name,*[int(arg) for arg in self.args]) + + def __len__(self): + return len(str(self)) # Byte-Lnge des Befehls + + def __str__(self): + return self.name + ",".join(str(int(arg)) for arg in self.args) + ";" + + def __mul__(self, factor): # multipliziert falls skalable mit factor + if not self.scalable: + return self + if type(factor) == type(0) or type(factor) == type(0.0): + # Faktor kann skalar oder Tuple sein + factor = (factor, factor) + return Command(self.name,(self.args[0] * factor[0]),(self.args[1] * factor[1])) \ + if len(self.args)>1 else\ + Command(self.name,(self.args[0]*factor[0]) ) # wichtig fr Befehle mit nur einem Argument + + def __add__(self, addend): + if not self.movable: + return self + if type(addend) == type(0) or type(addend) == type(0.0): + addend = (addend, addend) + #print( "ADD ", self.name ) + return Command(self.name,(self.x + addend[0]),(self.y + addend[1])) + + def __sub__(self, addend): + if type(addend) == type(0) or type(addend) == type(0.0): + addend = (addend, addend) + return self + (-addend[0], -addend[1]) + + def rotate(self, angl): # multiplikation mit Rot-Matrix + if not self.movable: + return self + cosa=math.cos(angl*math.pi/180) + sina=math.sin(angl*math.pi/180) + return Command(self.name,(self.x*cosa-self.y*sina),(self.y*cosa+self.x*sina)) + + def flip(self): # Spiegelung + if not self.movable: + return self + return Command(self.name,self.x,-self.y) diff --git a/refac/Command.pyc b/refac/Command.pyc new file mode 100644 index 0000000..1b4e649 Binary files /dev/null and b/refac/Command.pyc differ diff --git a/refac/K18650.py b/refac/K18650.py new file mode 100755 index 0000000..1f981d2 --- /dev/null +++ b/refac/K18650.py @@ -0,0 +1,37 @@ +from Command import * +from Program import * +import math + +class K18650: + + def __init__(self): + self.out='IN;SP1;' + def hpgl(self,n,di): + + h=40*65 + da=40*9 + zbreite=2*math.pi*da/n + self.out+=('PU0,'+str(da)+';') + for i in range(n): + self.out+=('PD'+str(i*zbreite+zbreite/2)+',0;') + self.out+=('PD'+str(i*zbreite+zbreite)+','+str(da)+';') + + self.out+=('PU0,'+str(h+da)+';') + for i in range(n): + self.out+=('PD'+str(i*zbreite+zbreite/2)+','+str(h+2*da)+';') + self.out+=('PD'+str(i*zbreite+zbreite)+','+str(h+da)+';') + + self.out+=('PU0,'+str(di)+';') + self.out+=('PD'+str(n*zbreite)+','+str(di)+';') + self.out+=('PD'+str(n*zbreite)+','+str(2*da+h-di)+';') + self.out+=('PD0,'+str(2*da+h-di)+';') + self.out+=('PD0,'+str(di)+';') + + + + + + + + + diff --git a/refac/K18650.pyc b/refac/K18650.pyc new file mode 100755 index 0000000..6f9e2f8 Binary files /dev/null and b/refac/K18650.pyc differ diff --git a/refac/Kleber.py b/refac/Kleber.py new file mode 100755 index 0000000..e85778a --- /dev/null +++ b/refac/Kleber.py @@ -0,0 +1,13 @@ +from Command import * +from Program import * + +class Kleber: + + def __init__(self): + self.out='IN;SP1;' + def hpgl(self,w,h,d): + dist=1.05 + for i in range(w): + for j in range(h): + self.out+=('PU'+str(dist*(i*2*d+d))+','+str(dist*(j*2*d+d))+';CI'+str(d)+';') + diff --git a/refac/Kleber.pyc b/refac/Kleber.pyc new file mode 100755 index 0000000..4a158ec Binary files /dev/null and b/refac/Kleber.pyc differ diff --git a/refac/Plotter.py b/refac/Plotter.py new file mode 100755 index 0000000..c35d64d --- /dev/null +++ b/refac/Plotter.py @@ -0,0 +1,84 @@ +from __future__ import division +import serial + +class Plotter: + + def __init__(self,boundaries=None): + self.boundaries=boundaries + self.p0incenter = False + if not boundaries: + s=self.getoutput(b'OW;') + print(s) + if not s: + self.ser=None + else: + self.boundaries = tuple(int(x) for x in "".join(s).split(",")) + + def getoutput(self,outstr): + try: + self.ser = serial.Serial('/dev/ttyUSB0',timeout=15) + print ('try to get Status') + if not self.ser: + print ('Plotter not available') + return None + self.ser.write(outstr) + print ('device busy') + s = [] + while True: + x = self.ser.read() + + if x == b"\x0d" or not x: + break + s.append(x) + return b''.join(s).decode() + except OSError: + return None + @property + def xmin(self): + return self.boundaries[0] + + @property + def ymin(self): + return self.boundaries[1] + + @property + def xmax(self): + return self.boundaries[2] + + @property + def ymax(self): + return self.boundaries[3] + + @property + def center(self): + return (self.xmin + self.xmax)/2, (self.ymin + self.ymax)/2 + + def write(self,programm): + self.ser.write(str(programm).encode()) + + @property + def winsize(self): + return self.xmax-self.xmin , self.ymax - self.ymin + + def oob(self, prog): + return (prog.xmax > self.xmax or prog.xmin < self.xmin or prog.ymin < self.ymin or prog.ymax > self.ymax) + + + + def plot(self,prog): + if self.ready and (not self.oob(prog)) : + self.write(prog) + + if self.oob(prog): + print ('programm out of bound') + if not self.ready: + print ('device not ready') + + + def centralize(self,prog): + return prog-prog.center \ + if self.p0incenter else \ + prog-(prog.xmin,prog.ymin) + @property + def ready(self): + return bool(self.getoutput('OS;')) diff --git a/refac/Plotter.pyc b/refac/Plotter.pyc new file mode 100644 index 0000000..17e618f Binary files /dev/null and b/refac/Plotter.pyc differ diff --git a/refac/Program.py b/refac/Program.py new file mode 100755 index 0000000..e0f70dd --- /dev/null +++ b/refac/Program.py @@ -0,0 +1,127 @@ + +import math +from Command import * +import tkinter as tk + +class Program: + + def __init__(self, commands=None): + self.commands = commands + self.active=True + self.visible=False + self.filename='' + if commands: + self.xmin,self.ymin,self.xmax,self.ymax=self.__simulate() + + def __simulate(self): + (x,y) = (0,0) + xy=[] + for command in self.commands : + if not command.args: + continue + elif command.name in command.abscoms: + x,y=command.x,command.y + xy.append((x,y)) + elif command.name in command.relcoms: + x,y =x+command.x,y+command.y + xy.append((x,y)) + elif command.name in command.arccoms: + xy+=[(x+command.x,y+command.x) , ( x-command.x,y-command.x)] + return [m([v[i] for v in xy]) for m, i in ((min,0),(min,1),(max,0),(max,1))] + + @staticmethod + def parsefile(filename): + with open(filename) as file: + return Program.parse( file.read()) + @staticmethod + def parse(code): + commands = [] + for command in code.strip().split(";")[:-1]: + name, args = command[:2], command[2:] + args = [float(arg) for arg in args.split(",")] if args else [] + if name in Command.movecoms and len(args)>2: + for i in range(0,len(args),2): + commands.append(Command(name, args[i], args[i+1])) + else: + commands.append(Command(name, *args)) + return Program(commands) + + def show(self,w=None): + p=self.flip() + p=p.rotate(270) + p=p.fitin((0,0,1024,600),(0,0)) + win=tk.Tk() + win.title('HPGLPLOTTER') + canvas=tk.Canvas(win,width=p.winsize[0],height=p.winsize[1]) + canvas.grid(row=0,column=0) + x = y = 0 + for command in p.commands: + if command.name == 'PU': + x,y = command.x,command.y + elif command.name=='PD': + canvas.create_line(x,y,command.x,command.y) + x,y = command.x,command.y + elif command.name == 'CI': + r=command.args[0] + canvas.create_oval(x-r,y-r,x+r,y+r) + win.mainloop() + + def __str__(self): + return "".join(str(command) for command in self.commands) + + def __mul__(self, arg): + return Program([command * arg for command in self.commands]) + + def __add__(self, arg): + if type(arg)== type(self): + return Program( self.commands + arg.commands ) + return Program([command + arg for command in self.commands]) + + def __sub__(self, arg): + return Program([command - arg for command in self.commands]) + + def __len__(self): + return len(str(self)) + + def rotate(self, angl): + return Program([command.rotate(angl) for command in self.commands]) + + def flip(self): + return Program([command.flip() for command in self.commands if command]) + + def scaleto(self,ab): + a,b = ab + return self*min(a/self.winsize[0],b/self.winsize[1]) + + def moveto(self,ab): + a,b = ab + return self-(self.xmin-a,self.ymin-b) + + def fitin(self,xys,fxy): # fx fy Alignment Parameter: 0 links/oben 0,5 Mitte 1 rechts/unten + (x1,y1,x2,y2) = xys + (fx,fy) = fxy + print("fx",fx,"fy",fy) + p = self.scaleto((x2-x1,y2-y1)) + return p.moveto((x1+fx*(x2-x1-p.winsize[0]),y1+fy*(y2-y1-p.winsize[1]))) + + def multi(self,w,h): + dist=40 + out=self + p=self.winsize + for i in range(w): + for j in range(h): + if (w!=0 and h!=0): + out=out+(self+(i*p[0]+i*dist,j*p[1]+j*dist)) + else: + pass + + return out + + + + @property + def center(self): + return ((self.xmin+self.xmax)/2),((self.ymin+self.ymax)/2) + @property + def winsize(self): + return self.xmax-self.xmin , self.ymax - self.ymin diff --git a/refac/Program.pyc b/refac/Program.pyc new file mode 100755 index 0000000..2635ef4 Binary files /dev/null and b/refac/Program.pyc differ diff --git a/refac/Zeichnung.hpgl b/refac/Zeichnung.hpgl new file mode 100755 index 0000000..bdcf17d --- /dev/null +++ b/refac/Zeichnung.hpgl @@ -0,0 +1 @@ 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46,2105,9946,2105,9652,2100,9653,2096,9657,2095,9663,2096,9666,38,10451,41,10455,46,10457,47,10458,47,10498;PU1811,14158;PD1806,14156,1803,14152,1801,14148,1249,14148,1250,14142,1254,14139,1259,14138,1259,13683,1254,13684,1250,13688,1249,13693,1020,13693,1021,13698,1025,13702,1030,13703,1030,14433,1035,14432,1039,14428,1040,14423,1923,14423,1922,14418,1919,14415,1947,14374,1946,14374,1972,14332,1996,14289,2018,14245,2039,14200,2039,14199,2058,14153,2057,14153,2075,14106,2074,14106,2090,14058,2103,14009,2115,13959,2114,13959,2124,13908,2132,13857,2138,13805,2142,13751,2144,13698,2145,13643,2144,13583,2143,13583,2140,13526,2139,13526,2134,13469,2126,13415,2125,13415,2116,13362,2115,13362,2103,13311,2088,13261,2071,13213,2071,13214,2052,13167,2031,13123,2030,13123,2007,13080,1982,13039,1981,13039,1954,12999,1953,12999,1923,12961,1923,12962,1891,12925,1857,12890,1856,12891,1820,12858,1782,12828,1742,12800,1700,12773,1700,12774,1657,12750,1612,12728,1565,12708,1565,12709,1517,12691,1467,12675,1466,12676,1415,12662,1361,12651,1306,12641,1306,12642,1249,12634,1249,12635,1191,12630,1130,12627,1068,12626,1006,12627,1006,12628,946,12631,887,12637,830,12644,830,12645,775,12654,775,12655,722,12666,722,12667,670,12681,620,12697,620,12698,572,12716,526,12736,526,12737,481,12759,482,12759,439,12784,398,12811,358,12840,359,12840,321,12871,321,12872,285,12904,286,12905,252,12940,220,12977,191,13015,191,13016,163,13055,164,13056,139,13097,116,13141,95,13186,96,13186,77,13232,78,13232,61,13280,62,13280,47,13330,48,13330,36,13382,26,13435,27,13435,19,13489,14,13545,11,13603,10,13663,11,13663,14,13762,24,13859,40,13953,62,14044,63,14044,91,14133,125,14219,126,14218,165,14300,166,14300,211,14378,215,14374,216,14369,512,14369,511,14364,507,14361,502,14359,497,14361,496,14362,464,14323,435,14283,407,14243,408,14242,382,14202,383,14202,359,14160,338,14118,319,14075,301,14032,302,14032,286,13988,287,13988,273,13944,274,13944,262,13899,263,13899,254,13854,254,13853,247,13808,247,13807,242,13761,239,13714,240,13714,239,13666,243,13575,247,13531,248,13531,254,13489,261,13449,262,13449,271,13410,282,13372,283,13372,295,13336,309,13301,310,13302,326,13268,326,13269,343,13237,344,13237,363,13207,384,13178,384,13179,407,13151,407,13152,431,13126,432,13126,457,13102,485,13079,485,13080,514,13058,514,13059,545,13039,577,13021,611,13004,611,13005,646,12989,646,12990,683,12976,722,12964,762,12953,762,12954,804,12944,804,12945,892,12930,892,12931,987,12922,1088,12919,1088,12920,1189,12923,1189,12924,1283,12932,1283,12933,1371,12948,1413,12958,1413,12959,1453,12970,1491,12983,1528,12997,1527,12997,1563,13013,1562,13013,1596,13030,1596,13031,1628,13049,1627,13050,1658,13070,1657,13070,1686,13092,1713,13115,1712,13115,1738,13140,1761,13166,1761,13167,1783,13194,1783,13195,1803,13223,1803,13224,1822,13254,1821,13254,1838,13286,1838,13287,1854,13320,1853,13320,1867,13355,1879,13391,1878,13391,1889,13429,1898,13468,1897,13468,1905,13509,1904,13509,1910,13551,1914,13595,1913,13595,1916,13686,1914,13758,1909,13826,1901,13890,1900,13889,1889,13949,1874,14006,1873,14005,1855,14059,1854,14059,1833,14109,1832,14109,1807,14156,1803,14153,1801,14148,1761,14148;PU1130,15909;PD1132,15914,1136,15917,1141,15919,1144,15918,1153,15940,1164,15962,1165,15962,1178,15984,1178,15983,1193,16005,1194,16004,1231,16048,1232,16047,1277,16089,1278,16088,1332,16131,1396,16173,1469,16216,1469,16215,1552,16258,2114,16540,2115,16535,2113,16530,2109,16527,2105,16526,2105,16227,2100,16228,2096,16232,1568,15969,1519,15943,1474,15918,1433,15892,1397,15867,1365,15842,1366,15841,1338,15817,1338,15816,1315,15792,1316,15791,1297,15767,1282,15742,1283,15741,1269,15714,1270,15714,1258,15685,1259,15684,1249,15653,1250,15653,1243,15619,1238,15583,1239,15583,1236,15545,1235,15505,1235,15201,1240,15203,1244,15207,1245,15211,2115,15211,2113,15206,2110,15203,2105,15201,2105,14923,2100,14924,2096,14928,2095,14933,37,14933,39,14938,43,14942,47,14943,47,15571,48,15571,50,15657,51,15657,58,15737,58,15736,70,15811,87,15879,108,15942,109,15942,134,15999,135,15998,165,16050,166,16050,201,16096,202,16095,241,16136,242,16135,286,16170,287,16169,335,16199,336,16198,389,16222,389,16221,447,16240,448,16239,510,16253,511,16252,578,16260,578,16259,650,16262,650,16261,698,16260,698,16259,743,16255,743,16254,786,16247,786,16246,828,16236,827,16236,867,16223,866,16222,903,16206,938,16187,938,16186,971,16165,970,16164,1001,16141,1001,16140,1029,16114,1028,16113,1054,16084,1077,16052,1076,16052,1097,16018,1097,16017,1115,15981,1114,15980,1130,15941,1143,15899,1148,15902,1150,15907,1150,15912,1146,15917,1144,15918,1153,15940,1160,15954;PU281,15220;PD285,15217,286,15212,286,15211,1017,15211,1015,15217,1011,15220,1007,15221,1007,15571,1006,15571,1005,15620,1004,15620,1000,15666,999,15666,992,15708,991,15708,981,15747,980,15747,967,15784,966,15783,950,15816,949,15816,931,15846,930,15845,908,15872,907,15872,882,15896,882,15895,854,15916,853,15915,823,15933,823,15932,790,15946,789,15945,754,15956,753,15955,715,15964,715,15963,674,15967,630,15968,586,15966,586,15965,545,15960,546,15959,507,15951,508,15950,472,15939,473,15938,440,15923,441,15922,411,15905,412,15904,385,15883,386,15882,361,15857,362,15857,341,15830,342,15829,323,15799,324,15798,308,15765,309,15765,296,15728,297,15728,287,15689,288,15688,280,15646,281,15646,277,15600,276,15551,276,15201,281,15203,285,15207,286,15211,326,15211;PU332,17467;PD331,17464,1355,17086,1355,17092,1353,17096,1349,17099,1346,17100,1346,17856,1340,17855,1337,17851,1336,17846,1336,17843,312,17464,315,17459,320,17457,326,17458,330,17461,331,17464,369,17450;PU57,17307;PD57,17312,55,17317,50,17320,47,17320,47,17636,53,17634,56,17630,57,17629,2114,18413,2115,18408,2112,18403,2108,18400,2105,18400,2105,18110,2100,18112,2096,18116,2095,18117,1568,17930,1571,17925,1576,17923,1577,17923,1577,16996,1582,16997,1586,17001,1587,17002,2114,16815,2111,16810,2106,16808,2105,16808,2105,16515,2100,16516,2096,16520,2095,16525,2096,16528,38,17314,41,17318,46,17320,47,17320,47,17360;PU115,19952;PD120,19951,124,19947,125,19942,396,19942,395,19937,391,19933,386,19932,382,19933,347,19855,317,19779,291,19705,292,19705,271,19634,271,19633,255,19564,256,19564,244,19495,245,19495,238,19428,236,19362,237,19362,238,19306,243,19254,243,19255,250,19206,251,19206,260,19160,261,19161,274,19118,274,19119,289,19079,290,19080,308,19044,309,19044,330,19012,331,19012,354,18984,355,18985,380,18960,381,18961,409,18940,410,18941,440,18923,440,18924,473,18911,473,18912,508,18903,508,18904,546,18898,546,18899,585,18897,585,18898,618,18899,618,18900,649,18904,649,18905,678,18911,678,18912,705,18921,704,18922,729,18934,728,18935,751,18949,750,18950,771,18966,770,18967,789,18986,788,18987,805,19010,804,19011,820,19038,819,19038,834,19071,848,19107,847,19108,861,19149,873,19195,896,19300,930,19468,946,19544,947,19543,966,19614,967,19613,988,19678,989,19678,1014,19738,1015,19738,1042,19793,1043,19792,1073,19842,1074,19841,1107,19886,1108,19885,1144,19925,1145,19924,1184,19959,1184,19958,1226,19988,1227,19987,1272,20013,1273,20012,1321,20033,1321,20032,1373,20048,1373,20047,1428,20059,1428,20058,1486,20065,1486,20064,1547,20067,1547,20066,1620,20063,1620,20062,1688,20052,1687,20051,1751,20036,1751,20035,1781,20024,1780,20024,1809,20012,1837,19998,1836,19998,1863,19983,1863,19982,1888,19966,1888,19965,1912,19947,1935,19927,1935,19926,1957,19905,1956,19905,1977,19882,1997,19857,1996,19857,2015,19831,2032,19804,2031,19803,2063,19745,2062,19744,2088,19680,2087,19679,2109,19609,2108,19609,2125,19532,2137,19450,2136,19450,2143,19362,2145,19268,2142,19194,2136,19117,2135,19117,2125,19038,2124,19038,2110,18957,2091,18874,2068,18790,2041,18704,2011,18617,2006,18620,2004,18625,2004,18626,1717,18626,1719,18631,1723,18635,1728,18636,1732,18635,1777,18719,1776,18720,1815,18803,1814,18803,1847,18886,1874,18968,1873,18968,1894,19049,1909,19129,1908,19129,1917,19209,1916,19209,1919,19288,1917,19346,1912,19400,1904,19451,1893,19499,1879,19543,1862,19584,1862,19583,1843,19621,1842,19620,1820,19654,1819,19654,1794,19684,1793,19683,1766,19710,1765,19709,1736,19731,1735,19730,1703,19748,1702,19747,1668,19761,1667,19760,1630,19770,1630,19769,1590,19775,1590,19774,1548,19776,1548,19775,1511,19774,1511,19773,1476,19768,1476,19767,1444,19760,1444,19759,1413,19749,1414,19748,1385,19735,1386,19734,1359,19718,1360,19717,1335,19698,1336,19697,1314,19675,1314,19674,1294,19649,1294,19648,1275,19620,1276,19619,1258,19587,1259,19587,1242,19550,1227,19510,1228,19510,1214,19466,1201,19419,1202,19419,1190,19367,1191,19367,1158,19198,1157,19198,1141,19123,1140,19123,1122,19053,1121,19053,1100,18989,1099,18989,1076,18930,1050,18877,1022,18829,1021,18829,992,18786,991,18787,959,18749,958,18750,923,18718,885,18690,884,18691,843,18667,842,18668,798,18649,798,18650,750,18634,750,18635,699,18624,699,18625,645,18619,645,18620,587,18618,521,18621,521,18622,458,18631,458,18632,399,18647,400,18648,344,18669,345,18670,293,18697,293,18698,245,18731,246,18732,201,18771,202,18772,161,18817,161,18818,125,18868,126,18869,94,18924,67,18984,68,18984,46,19048,47,19048,30,19117,31,19117,18,19190,19,19190,12,19268,10,19350,12,19423,13,19423,17,19496,18,19496,26,19570,38,19645,53,19720,71,19797,72,19796,93,19874,118,19952,122,19949,125,19944,125,19942,165,19942;PU125,21734;PD125,21734,396,21734,395,21728,391,21725,386,21724,382,21725,347,21646,317,21570,291,21497,292,21496,271,21425,255,21355,256,21355,244,21287,245,21287,238,21219,236,21153,237,21153,238,21098,243,21046,250,20997,251,20997,260,20952,261,20952,274,20910,289,20871,290,20871,308,20835,309,20836,330,20803,331,20804,354,20775,355,20776,380,20751,381,20752,409,20731,410,20732,440,20715,440,20716,473,20703,473,20704,508,20694,508,20695,546,20689,546,20691,585,20689,618,20691,618,20692,649,20695,649,20696,678,20703,678,20704,705,20713,704,20714,729,20725,728,20726,751,20740,750,20741,771,20758,770,20758,789,20778,788,20778,805,20801,804,20802,820,20830,819,20830,834,20862,848,20899,847,20899,861,20940,873,20986,896,21092,930,21260,946,21335,947,21335,966,21405,967,21405,988,21470,989,21470,1014,21530,1015,21529,1042,21584,1043,21584,1073,21633,1074,21633,1107,21677,1108,21677,1144,21716,1145,21716,1184,21750,1226,21780,1227,21779,1272,21804,1273,21803,1321,21824,1321,21823,1373,21840,1373,21839,1428,21850,1486,21857,1486,21856,1547,21858,1547,21857,1620,21854,1620,21853,1688,21844,1687,21843,1751,21827,1751,21826,1781,21816,1780,21815,1809,21804,1809,21803,1837,21790,1836,21789,1863,21774,1888,21757,1912,21739,1912,21738,1935,21718,1957,21697,1956,21696,1977,21673,1997,21649,1996,21648,2015,21623,2015,21622,2032,21595,2031,21595,2063,21536,2062,21536,2088,21471,2087,21471,2109,21400,2108,21400,2125,21324,2137,21241,2136,21241,2143,21153,2145,21059,2142,20985,2136,20909,2135,20909,2125,20830,2124,20830,2110,20748,2091,20665,2091,20666,2068,20581,2041,20495,2041,20496,2011,20408,2006,20411,2004,20416,2004,20418,1717,20418,1719,20423,1723,20426,1728,20428,1732,20426,1777,20511,1776,20511,1815,20594,1814,20595,1847,20677,1874,20759,1873,20759,1894,20840,1894,20841,1909,20921,1908,20921,1917,21000,1916,21001,1919,21079,1917,21137,1912,21192,1904,21243,1893,21290,1879,21334,1862,21375,1843,21412,1842,21412,1820,21446,1819,21445,1794,21475,1793,21475,1766,21501,1765,21500,1736,21522,1735,21521,1703,21539,1702,21538,1668,21552,1667,21551,1630,21561,1630,21560,1590,21566,1590,21565,1548,21567,1548,21566,1511,21565,1511,21564,1476,21560,1476,21559,1444,21552,1444,21551,1413,21540,1414,21539,1385,21526,1386,21525,1359,21509,1360,21508,1335,21489,1336,21488,1314,21466,1314,21465,1294,21441,1294,21440,1275,21411,1276,21411,1258,21378,1259,21378,1242,21342,1227,21302,1228,21301,1214,21258,1201,21210,1202,21210,1190,21159,1191,21159,1158,20989,1157,20989,1141,20914,1140,20914,1122,20845,1121,20845,1100,20780,1099,20780,1076,20721,1076,20722,1050,20668,1022,20620,1021,20621,992,20578,991,20578,959,20541,958,20542,923,20509,923,20510,885,20482,884,20483,843,20459,842,20460,798,20440,798,20441,750,20426,750,20427,699,20416,699,20417,645,20410,645,20411,587,20409,587,20410,521,20413,521,20414,458,20423,458,20424,399,20439,400,20440,344,20461,345,20462,293,20489,293,20490,245,20523,246,20524,201,20563,202,20563,161,20608,161,20609,125,20659,126,20660,94,20715,67,20775,68,20775,46,20839,47,20840,30,20908,31,20908,18,20982,19,20982,12,21059,10,21141,12,21214,13,21214,17,21287,18,21287,26,21362,26,21361,38,21436,53,21512,71,21588,72,21588,93,21665,118,21743,122,21740,125,21735,125,21734,165,21734;PU57,22292;PD56,22297,52,22301,47,22302,47,23603,53,23601,56,23597,57,23593,292,23593,290,23587,286,23584,282,23583,282,22560,287,22562,291,22565,292,22570,901,22570,899,22575,896,22579,891,22580,891,23560,896,23558,900,23555,901,23550,1135,23550,1134,23545,1130,23541,1125,23540,1125,22560,1130,22562,1134,22565,1135,22570,1881,22570,1879,22575,1875,22579,1871,22580,1871,23627,1876,23626,1879,23622,1881,23617,2115,23617,2113,23612,2110,23609,2105,23607,2105,22282,2100,22283,2096,22287,2095,22292,37,22292,39,22297,43,22301,47,22302,47,22342;PU1140,25063;PD1144,25063,1153,25085,1164,25107,1165,25106,1178,25128,1193,25150,1194,25149,1231,25192,1232,25191,1277,25234,1278,25233,1332,25276,1332,25275,1396,25318,1396,25317,1469,25360,1552,25402,2114,25685,2115,25680,2113,25675,2109,25671,2105,25670,2105,25371,2100,25373,2096,25377,1568,25114,1519,25088,1474,25063,1474,25062,1433,25037,1397,25012,1397,25011,1365,24987,1366,24986,1338,24962,1338,24961,1315,24937,1316,24936,1297,24912,1297,24911,1282,24886,1283,24886,1269,24859,1270,24858,1258,24829,1259,24829,1249,24797,1250,24797,1243,24764,1243,24763,1238,24728,1239,24728,1236,24689,1235,24649,1235,24346,1240,24347,1244,24351,1245,24356,2115,24356,2113,24351,2110,24347,2105,24346,2105,24068,2100,24069,2096,24073,2095,24078,37,24078,39,24083,43,24086,47,24088,47,24716,48,24716,50,24801,51,24801,58,24881,70,24955,87,25024,108,25087,109,25086,134,25144,135,25143,165,25195,166,25194,201,25240,202,25240,241,25280,242,25279,286,25315,287,25314,335,25344,336,25342,389,25367,389,25366,447,25385,448,25384,510,25397,511,25396,578,25405,578,25404,650,25406,698,25404,743,25399,786,25392,786,25391,828,25381,827,25380,867,25367,866,25367,903,25351,903,25350,938,25332,938,25331,971,25310,970,25309,1001,25285,1029,25258,1028,25258,1054,25229,1054,25228,1077,25197,1076,25196,1097,25162,1115,25125,1114,25125,1130,25086,1143,25044,1148,25047,1150,25052,1150,25057,1146,25061,1144,25063,1153,25085,1160,25099;PU281,24365;PD285,24361,286,24356,1017,24356,1015,24361,1011,24365,1007,24366,1007,24716,1006,24716,1005,24765,1004,24765,1000,24810,999,24810,992,24853,991,24853,981,24892,980,24892,967,24928,966,24928,950,24961,949,24961,931,24991,930,24990,908,25017,907,25016,882,25040,854,25061,853,25060,823,25077,823,25076,790,25091,789,25090,754,25101,753,25100,715,25108,715,25107,674,25112,674,25111,630,25113,630,25112,586,25111,586,25110,545,25105,546,25104,507,25096,508,25095,472,25084,473,25083,440,25068,441,25067,411,25049,412,25048,385,25027,386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542,12938,3551,13026,3552,13026,3568,13111,3590,13194,3591,13194,3618,13274,3619,13274,3652,13352,3653,13352,3693,13427,3739,13500,3743,13496,3744,13492,3784,13492;PU3585,13924;PD3584,13929,3580,13933,3575,13934,3575,14213,3580,14211,3584,14207,3585,14203,4429,14203,4427,14208,4423,14211,4419,14213,4419,15224,4413,15223,4410,15219,4409,15214,3565,15214,3567,15219,3571,15223,3575,15224,3575,15502,3580,15501,3584,15497,3585,15492,5643,15492,5641,15487,5637,15484,5633,15482,5633,15204,5628,15206,5624,15209,5623,15214,4643,15214,4644,15209,4648,15205,4653,15204,4653,14193,4658,14194,4662,14198,4663,14203,5643,14203,5641,14198,5637,14194,5633,14193,5633,13914,5628,13916,5624,13920,5623,13924,3565,13924,3567,13929,3571,13933,3575,13934,3575,13974;PU3764,16892;PD3769,16890,3773,16886,3774,16881,3772,16876,3768,16873,3764,16872,3765,16834,3766,16834,3768,16798,3769,16798,3773,16762,3774,16762,3780,16728,3788,16694,3789,16695,3799,16662,3811,16631,3824,16600,3825,16600,3840,16571,3841,16571,3857,16542,3858,16543,3876,16515,3877,16515,3897,16489,3898,16489,3920,16463,3920,16464,3944,16439,3970,16415,3970,16416,3998,16393,4027,16372,4057,16352,4058,16352,4089,16334,4122,16317,4192,16287,4192,16288,4267,16263,4267,16264,4346,16244,4346,16245,4431,16231,4431,16232,4521,16223,4521,16224,4616,16221,4616,16222,4711,16225,4800,16234,4884,16248,4884,16249,4964,16268,4963,16269,5038,16294,5037,16295,5107,16326,5106,16326,5139,16344,5170,16363,5200,16383,5200,16384,5229,16405,5228,16406,5256,16429,5255,16429,5281,16453,5304,16478,5326,16504,5326,16505,5346,16531,5345,16532,5364,16559,5363,16560,5380,16588,5380,16589,5395,16618,5394,16619,5407,16649,5418,16681,5427,16714,5435,16747,5434,16748,5440,16782,5444,16818,5446,16854,5447,16892,5446,16892,5445,16929,5442,16965,5437,17001,5431,17035,5430,17035,5422,17068,5412,17101,5411,17101,5400,17132,5399,17132,5386,17162,5371,17191,5370,17191,5353,17220,5353,17219,5334,17247,5334,17246,5313,17273,5291,17298,5290,17298,5267,17322,5266,17322,5241,17345,5240,17345,5213,17367,5184,17389,5183,17388,5153,17408,5122,17427,5121,17426,5089,17444,5088,17443,5019,17473,4944,17498,4944,17497,4865,17516,4780,17529,4691,17537,4691,17536,4596,17539,4501,17536,4501,17535,4411,17527,4411,17526,4327,17512,4247,17492,4248,17491,4173,17466,4173,17465,4104,17435,4104,17434,4072,17417,4072,17416,4041,17398,4041,17397,4011,17377,3982,17355,3955,17332,3930,17308,3906,17283,3907,17283,3885,17257,3865,17231,3865,17230,3847,17203,3847,17202,3830,17174,3831,17174,3816,17144,3817,17144,3803,17113,3804,17113,3792,17082,3793,17082,3783,17049,3784,17049,3776,17015,3770,16981,3771,16981,3766,16945,3767,16945,3764,16909,3765,16909,3764,16872,3765,16834,3766,16834,3766,16832;PU3539,16872;PD3544,16873,3547,16877,3548,16883,3546,16888,3542,16891,3538,16892,3539,16945,3540,16945,3543,16997,3544,16997,3549,17048,3550,17048,3558,17097,3569,17145,3582,17191,3597,17236,3614,17280,3615,17280,3634,17323,3635,17322,3656,17363,3657,17363,3681,17403,3707,17441,3708,17441,3736,17478,3767,17513,3768,17513,3801,17547,3836,17580,3873,17611,3874,17611,3912,17640,3913,17640,3953,17667,3994,17692,3995,17691,4038,17715,4038,17714,4083,17736,4083,17735,4129,17754,4177,17771,4227,17786,4227,17785,4278,17798,4330,17809,4384,17818,4384,17817,4440,17825,4440,17824,4497,17829,4556,17832,4616,17833,4616,17832,4676,17831,4735,17828,4735,17827,4792,17822,4791,17822,4847,17815,4901,17805,4953,17794,4953,17793,5004,17780,5053,17765,5053,17764,5101,17747,5147,17727,5191,17706,5191,17705,5234,17682,5234,17681,5276,17656,5316,17628,5315,17628,5354,17599,5354,17598,5391,17567,5390,17566,5426,17533,5425,17533,5458,17499,5458,17498,5488,17462,5516,17425,5515,17425,5541,17386,5565,17346,5564,17346,5586,17305,5585,17304,5604,17262,5621,17218,5620,17217,5635,17172,5634,17172,5647,17125,5646,17125,5657,17077,5656,17077,5664,17028,5669,16977,5672,16925,5673,16872,5672,16872,5671,16818,5667,16766,5661,16715,5653,16665,5652,16666,5642,16617,5642,16618,5629,16571,5614,16525,5614,16526,5597,16482,5596,16482,5577,16439,5576,16439,5555,16398,5554,16398,5531,16358,5530,16358,5504,16320,5476,16283,5475,16283,5445,16247,5444,16248,5411,16213,5376,16180,5376,16181,5339,16149,5338,16150,5300,16120,5300,16121,5259,16093,5259,16094,5218,16068,5217,16069,5174,16046,5129,16025,5083,16006,5083,16007,5035,15989,5035,15990,4985,15975,4934,15962,4882,15951,4882,15952,4828,15942,4828,15943,4772,15936,4715,15931,4656,15928,4656,15929,4596,15928,4536,15929,4477,15933,4420,15938,4365,15945,4365,15946,4311,15955,4258,15966,4258,15967,4207,15980,4208,15980,4158,15996,4111,16013,4111,16014,4065,16033,4020,16055,3977,16078,3977,16079,3936,16104,3936,16105,3896,16132,3858,16162,3821,16194,3822,16194,3786,16227,3787,16228,3754,16262,3723,16298,3724,16299,3696,16336,3670,16375,3646,16415,3647,16416,3625,16457,3626,16457,3607,16500,3590,16544,3591,16544,3576,16590,3564,16637,3554,16685,3555,16685,3547,16735,3541,16786,3542,16786,3539,16838,3538,16892,3539,16932;PU3643,19511;PD3648,19510,3652,19506,3653,19501,3924,19501,3923,19496,3919,19492,3914,19491,3910,19492,3875,19414,3844,19338,3845,19338,3819,19264,3798,19193,3799,19192,3783,19123,3772,19054,3765,18987,3766,18987,3764,18921,3766,18865,3766,18866,3770,18814,3771,18814,3778,18765,3779,18765,3788,18719,3789,18720,3801,18677,3802,18678,3817,18638,3818,18639,3836,18603,3837,18603,3858,18571,3859,18572,3882,18543,3883,18544,3908,18519,3909,18520,3937,18499,3938,18500,3968,18482,3968,18484,4001,18470,4001,18471,4036,18462,4036,18463,4073,18457,4074,18458,4113,18456,4113,18457,4146,18458,4146,18459,4177,18463,4177,18464,4206,18470,4206,18471,4232,18480,4232,18481,4257,18493,4256,18494,4279,18508,4278,18509,4299,18525,4298,18526,4317,18545,4316,18546,4332,18569,4332,18570,4348,18597,4347,18597,4362,18630,4361,18630,4376,18666,4375,18667,4389,18708,4388,18708,4401,18754,4400,18754,4423,18859,4458,19027,4474,19103,4475,19102,4494,19173,4494,19172,4516,19238,4517,19237,4542,19297,4570,19352,4571,19351,4601,19401,4602,19400,4635,19445,4636,19444,4672,19484,4673,19483,4712,19518,4712,19517,4754,19547,4755,19546,4800,19572,4800,19571,4849,19592,4849,19591,4901,19607,4901,19606,4956,19618,4956,19617,5014,19624,5014,19623,5075,19626,5075,19625,5147,19622,5147,19621,5215,19611,5215,19610,5279,19595,5278,19594,5308,19584,5308,19583,5337,19571,5365,19557,5364,19557,5391,19542,5391,19541,5416,19525,5416,19524,5440,19506,5463,19486,5463,19485,5485,19464,5484,19464,5505,19441,5525,19416,5524,19416,5543,19390,5542,19390,5560,19363,5559,19362,5591,19304,5590,19303,5616,19239,5615,19238,5637,19168,5636,19168,5653,19091,5652,19091,5664,19009,5671,18921,5670,18921,5673,18827,5672,18827,5670,18753,5664,18676,5663,18676,5653,18597,5652,18597,5638,18516,5637,18516,5619,18433,5618,18433,5596,18349,5569,18263,5538,18176,5534,18179,5532,18184,5532,18185,5245,18185,5246,18190,5250,18194,5256,18195,5260,18194,5304,18278,5304,18279,5343,18362,5342,18362,5375,18445,5374,18445,5402,18527,5401,18527,5422,18608,5421,18608,5436,18688,5445,18768,5444,18768,5447,18847,5446,18847,5445,18905,5444,18905,5440,18959,5439,18959,5432,19010,5431,19010,5421,19058,5420,19058,5407,19102,5406,19102,5390,19143,5389,19142,5370,19180,5369,19179,5347,19213,5322,19243,5321,19242,5294,19269,5293,19268,5263,19290,5263,19289,5231,19307,5230,19306,5195,19320,5195,19319,5158,19329,5158,19328,5118,19334,5118,19333,5076,19335,5076,19334,5039,19333,5039,19332,5004,19327,5004,19326,4971,19319,4972,19318,4941,19308,4941,19307,4913,19294,4913,19293,4887,19277,4888,19276,4863,19257,4864,19256,4841,19234,4842,19233,4821,19208,4822,19208,4803,19179,4804,19178,4786,19146,4770,19109,4755,19069,4741,19025,4742,19025,4729,18978,4730,18978,4718,18926,4685,18757,4669,18682,4668,18682,4649,18612,4628,18548,4627,18548,4604,18489,4603,18489,4578,18436,4577,18436,4550,18388,4549,18388,4519,18345,4518,18346,4487,18308,4486,18309,4451,18277,4450,18278,4412,18249,4412,18250,4371,18226,4370,18227,4326,18208,4325,18209,4278,18193,4277,18194,4227,18184,4172,18178,4172,18179,4115,18177,4049,18180,4049,18181,3986,18190,3986,18191,3927,18206,3927,18207,3872,18228,3872,18229,3820,18256,3821,18257,3773,18290,3773,18291,3729,18330,3729,18331,3688,18376,3689,18377,3652,18427,3653,18428,3621,18483,3622,18483,3595,18543,3596,18543,3574,18607,3575,18607,3558,18676,3546,18749,3547,18749,3540,18827,3538,18909,3540,18982,3545,19055,3546,19055,3554,19129,3566,19204,3581,19279,3599,19356,3600,19355,3621,19433,3646,19511,3650,19508,3653,19503,3653,19501,3693,19501;PU3653,21293;PD3653,21293,3924,21293,3923,21288,3919,21284,3914,21283,3910,21284,3875,21205,3844,21129,3845,21129,3819,21056,3819,21055,3798,20984,3799,20984,3783,20914,3772,20846,3765,20778,3766,20778,3764,20712,3766,20657,3770,20605,3771,20605,3778,20556,3779,20556,3788,20511,3789,20511,3801,20469,3802,20469,3817,20430,3818,20430,3836,20394,3837,20395,3858,20362,3859,20363,3882,20334,3883,20335,3908,20310,3909,20311,3937,20290,3938,20291,3968,20274,3968,20275,4001,20262,4001,20263,4036,20253,4036,20254,4073,20248,4074,20250,4113,20248,4146,20250,4146,20251,4177,20254,4177,20255,4206,20262,4206,20263,4232,20272,4232,20273,4257,20284,4256,20285,4279,20299,4278,20300,4299,20317,4298,20318,4317,20337,4316,20337,4332,20360,4332,20361,4348,20389,4347,20389,4362,20421,4361,20421,4376,20458,4375,20458,4389,20499,4388,20499,4401,20545,4400,20545,4423,20651,4458,20819,4474,20894,4475,20894,4494,20964,4516,21029,4517,21029,4542,21089,4542,21088,4570,21143,4571,21143,4601,21192,4602,21192,4635,21236,4636,21236,4672,21275,4673,21275,4712,21309,4754,21339,4755,21338,4800,21363,4849,21383,4849,21382,4901,21399,4901,21398,4956,21409,5014,21416,5014,21415,5075,21417,5075,21416,5147,21413,5147,21412,5215,21403,5215,21402,5279,21386,5278,21385,5308,21375,5308,21374,5337,21363,5337,21362,5365,21349,5364,21348,5391,21333,5416,21316,5440,21298,5440,21297,5463,21277,5485,21256,5484,21255,5505,21232,5525,21208,5524,21207,5543,21182,5542,21181,5560,21154,5559,21154,5591,21095,5590,21095,5616,21030,5615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diff --git a/refac/Zeichnung2.hpgl b/refac/Zeichnung2.hpgl new file mode 100755 index 0000000..5bf09bb --- /dev/null +++ b/refac/Zeichnung2.hpgl @@ -0,0 +1 @@ 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diff --git a/refac/__pycache__/Command.cpython-36.pyc b/refac/__pycache__/Command.cpython-36.pyc new file mode 100644 index 0000000..c514853 Binary files /dev/null and b/refac/__pycache__/Command.cpython-36.pyc differ diff --git a/refac/__pycache__/Command.cpython-39.pyc b/refac/__pycache__/Command.cpython-39.pyc new file mode 100644 index 0000000..f5f72b0 Binary files /dev/null and b/refac/__pycache__/Command.cpython-39.pyc differ diff --git a/refac/__pycache__/K18650.cpython-36.pyc b/refac/__pycache__/K18650.cpython-36.pyc new file mode 100644 index 0000000..fef743f Binary files /dev/null and b/refac/__pycache__/K18650.cpython-36.pyc differ diff --git a/refac/__pycache__/K18650.cpython-39.pyc b/refac/__pycache__/K18650.cpython-39.pyc new file mode 100644 index 0000000..b71d8d6 Binary files /dev/null and b/refac/__pycache__/K18650.cpython-39.pyc differ diff --git a/refac/__pycache__/Kleber.cpython-36.pyc b/refac/__pycache__/Kleber.cpython-36.pyc new file mode 100644 index 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a/refac/__pycache__/Program.cpython-39.pyc b/refac/__pycache__/Program.cpython-39.pyc new file mode 100644 index 0000000..630f86c Binary files /dev/null and b/refac/__pycache__/Program.cpython-39.pyc differ diff --git a/refac/__pycache__/hilbert.cpython-36.pyc b/refac/__pycache__/hilbert.cpython-36.pyc new file mode 100644 index 0000000..34eedeb Binary files /dev/null and b/refac/__pycache__/hilbert.cpython-36.pyc differ diff --git a/refac/__pycache__/hilbert.cpython-39.pyc b/refac/__pycache__/hilbert.cpython-39.pyc new file mode 100644 index 0000000..3c19e1a Binary files /dev/null and b/refac/__pycache__/hilbert.cpython-39.pyc differ diff --git a/refac/hilbert.py b/refac/hilbert.py new file mode 100755 index 0000000..213babf --- /dev/null +++ b/refac/hilbert.py @@ -0,0 +1,20 @@ +import math +from Program import Program +from Command import Command + +from hilbertcurve.hilbertcurve import HilbertCurve +penthickness=28 + +def hilbert( laenge, dicke): + tiefe=math.floor(math.log(laenge/dicke,2)+3) + print("Tiefe",tiefe) + hilbert_curve = HilbertCurve(tiefe , 2) + pts = [hilbert_curve.coordinates_from_distance(i) for i in range(4*(2**tiefe))] + return pts + +def hilbert_curve(plt): + + list=hilbert(min(plt.winsize[0],plt.winsize[1]),penthickness) + return Program([Command('IN'),Command('SP1'),Command('PU',*list[0])]\ + +[Command('PD',*p) for p in list[1:]]\ + +[Command('PU')]) diff --git a/refac/hilbert.pyc b/refac/hilbert.pyc new file mode 100644 index 0000000..22dd7fe Binary files /dev/null and b/refac/hilbert.pyc differ diff --git a/refac/lorenz.py b/refac/lorenz.py new file mode 100644 index 0000000..e2f70e7 --- /dev/null +++ b/refac/lorenz.py @@ -0,0 +1,56 @@ +import numpy as np +from scipy.integrate import odeint +import matplotlib.pyplot as plt +from mpl_toolkits.mplot3d import Axes3D +from Program import Program +from Command import Command + + +# Lorenz paramters and initial conditions +sigma, beta, rho = 10, 2.667, 28 +u0, v0, w0 = 0, 1, 1.05 + +# Maximum time point and total number of time points +tmax, n = 100, 10000 + +def lorenz(X, t, sigma, beta, rho): + """The Lorenz equations.""" + u, v, w = X + up = -sigma*(u - v) + vp = rho*u - v - u*w + wp = -beta*w + u*v + return up, vp, wp + +# Integrate the Lorenz equations on the time grid t +t = np.linspace(0, tmax, n) +f = odeint(lorenz, (u0, v0, w0), t, args=(sigma, beta, rho)) +x, y, z = f.T + +pts=[] + + +_x = x+y +_y=z + +pts=(_x,_y) + +print(pts) +plt.plot(_x,_y) +# Plot the Lorenz attractor using a Matplotlib 3D projection +fig = plt.figure() +ax = fig.gca(projection='3d') +plt.show() + + +def lorenz(plt): + + list=hilbert(min(plt.winsize[0],plt.winsize[1]),penthickness) + return Program([Command('IN'),Command('SP1'),Command('PU',*list[0])]\ + +[Command('PD',*p) for p in plt]\ + +[Command('PU')]) + + +# Remove all the axis clutter, leaving just the curve. +#ax.set_axis_off() + + diff --git a/refac/main.py b/refac/main.py new file mode 100755 index 0000000..7d3dfef --- /dev/null +++ b/refac/main.py @@ -0,0 +1,23 @@ +from Plotter import * +from Command import * +from Program import * +from Kleber import * +from K18650 import * + + +#plt = Plotter()#(0,0,400,400)) + +p = Program.parsefile('../hpgl/ag.hpgl') +#p=p. +print(str(p)) +p=p.flip() +p=p.rotate(270) +print(p.winsize[0]/40, p.winsize[1]/40) + +#p = p.fitin((0, 0, plt.xmax, plt.ymax), (0.5, 0.5)) +print(p.winsize[0]/40, p.winsize[1]/40) +p.show() + + + +#plt.write(p) diff --git a/robert.hpgl b/robert.hpgl new file mode 100755 index 0000000..25bafc1 --- /dev/null +++ b/robert.hpgl @@ -0,0 +1 @@ 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752,4178,10770,4141,10769,4141,10783,4103,10782,4102,10794,4062,10793,4062,10801,4020,10800,4020,10805,3976,10804,3975,10806,3929,10805,3929,10802,3869,10801,3869,10794,3812,10792,3813,10779,3759,10778,3760,10760,3710,10759,3711,10735,3664,10734,3665,10705,3622,10704,3623,10670,3584,10669,3585,10629,3549,10629,3550,10584,3519,10584,3520,10535,3492,10534,3493,10481,3470,10481,3471,10423,3452,10360,3438,10294,3428,10222,3422,10222,3423,10147,3421,9482,3421,9483,3426,9487,3430,9492,3431,9492,5283,9497,5281,9501,5277,9502,5273,9542,5273;PU12038,4597;PD12037,4602,12033,4605,12028,4607,12023,4605,12019,4601,11979,4620,11978,4619,11934,4632,11934,4631,11887,4639,11887,4638,11835,4641,11835,4640,11788,4638,11788,4637,11744,4631,11744,4630,11702,4620,11703,4619,11664,4605,11665,4604,11629,4586,11629,4585,11596,4563,11597,4562,11567,4537,11568,4536,11540,4506,11541,4505,11517,4472,11518,4472,11497,4435,11498,4435,11480,4395,11481,4395,11467,4351,11468,4351,11456,4304,11457,4304,11449,4254,11450,4254,11445,4200,11444,4143,11444,3411,11439,3412,11435,3416,11434,3421,11205,3421,11206,3426,11210,3430,11215,3431,11215,4820,11220,4819,11224,4815,11225,4810,11454,4810,11453,4805,11449,4801,11444,4800,11444,4584,11449,4586,11453,4589,11454,4595,11452,4600,11449,4603,11468,4633,11469,4633,11489,4662,11489,4661,11510,4688,11511,4687,11534,4712,11534,4711,11558,4733,11559,4733,11584,4753,11585,4753,11612,4771,11612,4770,11640,4786,11670,4800,11701,4812,11702,4812,11734,4822,11735,4822,11769,4830,11805,4837,11805,4836,11842,4841,11842,4840,11881,4843,11922,4844,11922,4843,11974,4839,11974,4838,12037,4830,12035,4825,12031,4822,12027,4821,12028,4587,12023,4588,12020,4592,12018,4597,12019,4601,11983,4618;PU12892,4123;PD12891,4119,12825,4118,12764,4115,12764,4114,12708,4109,12657,4102,12658,4101,12612,4093,12612,4092,12573,4081,12573,4080,12538,4067,12539,4066,12509,4051,12510,4050,12485,4033,12486,4032,12464,4012,12465,4011,12447,3988,12448,3987,12433,3962,12434,3961,12423,3933,12424,3932,12416,3901,12417,3901,12412,3867,12413,3867,12411,3830,12412,3830,12413,3801,12414,3801,12418,3773,12419,3773,12425,3746,12426,3746,12435,3722,12436,3722,12447,3699,12448,3699,12461,3677,12462,3678,12479,3658,12498,3640,12499,3640,12520,3624,12520,3625,12543,3610,12544,3611,12568,3599,12569,3600,12595,3590,12595,3591,12624,3583,12624,3584,12654,3579,12686,3576,12686,3577,12719,3576,12765,3578,12765,3579,12809,3586,12809,3587,12851,3597,12850,3598,12889,3613,12889,3614,12926,3633,12925,3634,12960,3657,12959,3658,12991,3685,12990,3686,13020,3717,13019,3718,13046,3753,13045,3754,13069,3791,13068,3792,13088,3833,13087,3833,13103,3876,13102,3877,13115,3923,13114,3923,13123,3972,13122,3972,13128,4024,13127,4024,13129,4078,13128,4078,13128,4129,13123,4128,13120,4124,13118,4119,12891,4119,12851,4118;PU13347,4213;PD13348,4208,13352,4205,13357,4203,13357,3411,13351,3412,13348,3416,13347,3421,13118,3421,13120,3426,13124,3430,13128,3431,13128,3642,13123,3640,13120,3636,13118,3631,13120,3626,13123,3623,13103,3593,13102,3593,13081,3565,13080,3565,13058,3539,13057,3539,13034,3515,13033,3515,13008,3493,12982,3473,12981,3473,12954,3455,12954,3456,12925,3440,12895,3426,12894,3427,12863,3415,12829,3405,12829,3406,12794,3398,12758,3392,12720,3387,12720,3388,12680,3385,12680,3386,12638,3385,12586,3387,12587,3388,12537,3394,12491,3404,12491,3405,12447,3418,12448,3418,12406,3435,12407,3436,12368,3457,12369,3458,12333,3482,12334,3483,12301,3510,12302,3511,12272,3543,12273,3543,12248,3577,12249,3578,12227,3614,12228,3615,12211,3654,12212,3654,12198,3695,12199,3696,12189,3740,12190,3740,12184,3786,12185,3786,12183,3835,12184,3835,12186,3892,12187,3892,12194,3945,12196,3945,12208,3995,12209,3994,12226,4040,12227,4040,12249,4082,12250,4081,12277,4120,12278,4119,12310,4155,12311,4154,12347,4185,12348,4184,12390,4212,12390,4211,12437,4235,12437,4234,12489,4255,12489,4254,12545,4271,12545,4270,12606,4283,12606,4282,12672,4292,12672,4291,12743,4297,12743,4296,12818,4298,13138,4298,13137,4303,13133,4307,13128,4308,13128,4330,13126,4368,13125,4368,13121,4404,13120,4404,13111,4438,13110,4438,13099,4469,13098,4469,13083,4498,13082,4497,13064,4524,13063,4523,13042,4548,13041,4547,13017,4570,13016,4569,12989,4590,12989,4589,12959,4606,12958,4605,12926,4620,12926,4619,12891,4632,12891,4631,12853,4640,12853,4639,12813,4646,12812,4646,12770,4650,12770,4649,12724,4650,12665,4648,12665,4647,12607,4642,12607,4641,12549,4632,12492,4619,12437,4603,12437,4602,12382,4582,12328,4559,12329,4558,12276,4531,12275,4537,12277,4542,12281,4545,12285,4546,12285,4757,12290,4755,12294,4751,12294,4750,12357,4773,12357,4772,12418,4792,12478,4808,12479,4808,12538,4821,12538,4820,12596,4831,12597,4831,12654,4839,12654,4838,12711,4843,12711,4842,12768,4844,12768,4843,12841,4841,12840,4840,12909,4833,12909,4832,12972,4820,12972,4819,13030,4802,13030,4801,13084,4779,13083,4778,13133,4751,13132,4750,13176,4718,13176,4717,13215,4680,13214,4680,13249,4638,13248,4637,13278,4591,13277,4590,13303,4538,13302,4538,13323,4481,13322,4481,13338,4419,13337,4419,13349,4352,13348,4352,13355,4280,13357,4203,13357,4163;PU14983,4249;PD14983,4249,14983,3411,14977,3412,14974,3416,14973,3421,14744,3421,14746,3426,14750,3430,14754,3431,14754,4262,14753,4310,14752,4310,14749,4354,14748,4354,14742,4396,14741,4396,14733,4434,14732,4434,14721,4469,14707,4501,14706,4501,14691,4530,14690,4529,14672,4555,14671,4555,14650,4577,14649,4577,14627,4596,14626,4595,14601,4612,14600,4611,14572,4625,14572,4624,14542,4635,14542,4634,14509,4641,14509,4640,14474,4645,14474,4644,14437,4645,14392,4643,14392,4642,14349,4636,14350,4635,14309,4626,14310,4625,14272,4612,14272,4611,14237,4595,14238,4594,14205,4573,14206,4573,14175,4549,14176,4548,14148,4520,14149,4519,14124,4489,14125,4488,14103,4455,14104,4454,14086,4418,14087,4417,14072,4379,14073,4378,14061,4337,14062,4337,14053,4293,14054,4292,14049,4246,14050,4246,14048,4196,14049,4196,14049,3411,14044,3412,14040,3416,14039,3421,13809,3421,13811,3426,13815,3430,13819,3431,13819,4820,13824,4819,13828,4815,13829,4810,14059,4810,14057,4805,14053,4801,14049,4800,14049,4584,14054,4586,14057,4589,14059,4595,14057,4600,14054,4602,14075,4633,14076,4632,14097,4661,14098,4660,14121,4687,14121,4686,14145,4711,14145,4710,14169,4733,14170,4732,14195,4753,14196,4752,14222,4771,14222,4770,14249,4787,14250,4786,14278,4801,14279,4800,14308,4813,14308,4812,14339,4823,14339,4822,14371,4831,14371,4830,14403,4837,14403,4836,14437,4841,14437,4840,14472,4843,14508,4844,14508,4843,14566,4841,14566,4840,14620,4833,14620,4832,14670,4820,14670,4819,14717,4803,14717,4802,14760,4781,14760,4780,14800,4754,14799,4753,14835,4723,14834,4722,14867,4687,14866,4687,14894,4648,14894,4647,14918,4603,14939,4555,14938,4555,14955,4503,14954,4502,14968,4446,14967,4446,14976,4385,14976,4384,14982,4319,14981,4319,14983,4249,14983,4209;PU16354,4589;PD16359,4591,16363,4594,16364,4600,16363,4605,16359,4608,16354,4609,16354,5361,16359,5359,16363,5355,16364,5351,16592,5351,16591,5346,16587,5342,16582,5341,16582,3411,16577,3412,16574,3416,16572,3421,16344,3421,16346,3426,16350,3430,16354,3431,16354,3639,16349,3638,16345,3634,16344,3629,16346,3624,16349,3621,16330,3591,16310,3563,16289,3537,16288,3538,16266,3514,16265,3514,16242,3492,16242,3493,16217,3472,16217,3473,16191,3455,16190,3456,16163,3439,16163,3440,16135,3426,16135,3427,16105,3415,16074,3405,16074,3406,16042,3397,16042,3398,16008,3391,16008,3392,15973,3387,15973,3388,15937,3385,15937,3386,15899,3385,15838,3389,15838,3390,15779,3399,15779,3400,15724,3416,15724,3417,15671,3439,15672,3440,15622,3468,15623,3469,15576,3504,15576,3505,15532,3546,15533,3546,15492,3593,15493,3594,15456,3646,15457,3647,15425,3703,15398,3763,15399,3764,15377,3828,15378,3828,15361,3896,15349,3968,15350,3968,15342,4044,15343,4044,15341,4124,15344,4204,15352,4280,15353,4280,15365,4352,15366,4352,15383,4420,15384,4419,15406,4484,15407,4483,15434,4543,15435,4543,15467,4599,15504,4651,15505,4650,15546,4697,15547,4696,15591,4737,15592,4736,15639,4771,15639,4770,15689,4798,15690,4797,15742,4819,15743,4818,15799,4834,15799,4832,15857,4842,15858,4841,15919,4844,15919,4843,15957,4842,15993,4839,15993,4838,16028,4834,16028,4833,16061,4826,16093,4817,16124,4806,16124,4805,16153,4793,16153,4792,16181,4778,16208,4762,16207,4761,16233,4743,16232,4743,16257,4723,16257,4722,16280,4700,16302,4676,16301,4675,16322,4649,16341,4621,16360,4591,16363,4595,16364,4600,16362,4605,16358,4608,16354,4609,16354,4649;PU15577,4124;PD15582,4123,15585,4119,15587,4114,15585,4109,15581,4105,15577,4104,15578,4043,15579,4043,15584,3985,15585,3985,15593,3931,15605,3880,15620,3832,15621,3832,15638,3788,15639,3788,15660,3747,15661,3748,15685,3710,15686,3711,15713,3677,15714,3678,15744,3649,15744,3650,15776,3626,15777,3627,15812,3607,15812,3608,15849,3592,15849,3593,15889,3582,15889,3583,15931,3577,15931,3578,15975,3575,15975,3576,16019,3579,16019,3580,16060,3586,16060,3588,16099,3599,16099,3600,16136,3616,16135,3617,16170,3637,16169,3638,16201,3662,16200,3663,16230,3692,16229,3693,16256,3726,16256,3727,16280,3765,16279,3765,16300,3806,16299,3807,16317,3851,16316,3851,16331,3899,16330,3899,16342,3950,16341,3950,16349,4005,16353,4063,16355,4124,16354,4124,16352,4185,16347,4243,16346,4243,16338,4298,16337,4297,16326,4348,16325,4348,16311,4396,16310,4396,16292,4440,16291,4439,16270,4480,16269,4480,16245,4517,16244,4516,16217,4550,16216,4549,16186,4579,16185,4578,16153,4602,16153,4601,16118,4622,16117,4620,16081,4636,16080,4635,16041,4646,16041,4645,15999,4652,15999,4651,15955,4653,15955,4652,15911,4650,15911,4649,15869,4642,15869,4641,15830,4629,15831,4628,15794,4613,15794,4611,15760,4591,15761,4590,15729,4565,15700,4535,15701,4535,15673,4501,15674,4500,15650,4463,15651,4462,15630,4422,15631,4421,15613,4377,15614,4377,15599,4329,15600,4329,15589,4278,15590,4278,15582,4223,15577,4165,15578,4165,15576,4104,15577,4104,15578,4064;PU18241,4163;PD18241,4163,18241,4051,18236,4052,18232,4056,18231,4061,17181,4061,17183,4056,17187,4052,17192,4051,17198,3994,17199,3994,17207,3940,17208,3940,17221,3890,17237,3844,17238,3844,17258,3801,17259,3801,17282,3762,17309,3726,17310,3727,17340,3694,17340,3695,17374,3666,17375,3667,17411,3642,17412,3643,17451,3622,17452,3623,17495,3605,17495,3606,17541,3593,17541,3594,17590,3584,17590,3585,17642,3579,17642,3580,17697,3578,17698,3579,17763,3581,17827,3587,17827,3588,17890,3598,17890,3599,17952,3613,17951,3613,18013,3632,18075,3654,18074,3655,18136,3681,18135,3682,18196,3712,18197,3707,18195,3702,18191,3698,18187,3697,18187,3482,18182,3483,18178,3487,18178,3488,18116,3463,18116,3464,18054,3442,18053,3443,17990,3425,17926,3410,17861,3398,17861,3399,17796,3390,17796,3391,17730,3386,17664,3385,17583,3388,17583,3389,17506,3398,17506,3399,17434,3414,17434,3415,17366,3436,17367,3437,17334,3450,17303,3465,17273,3481,17273,3482,17244,3499,17216,3518,17217,3519,17190,3539,17190,3540,17164,3561,17164,3562,17139,3585,17140,3586,17116,3610,17117,3611,17095,3637,17075,3664,17057,3692,17040,3721,17040,3722,17024,3752,17025,3752,17010,3783,17011,3783,16998,3815,16999,3816,16978,3883,16963,3955,16964,3955,16955,4031,16956,4031,16953,4112,16954,4112,16956,4195,16957,4195,16966,4273,16967,4273,16981,4348,16982,4347,17002,4417,17003,4417,17029,4482,17030,4482,17061,4543,17062,4542,17080,4571,17100,4599,17100,4598,17121,4625,17143,4650,17144,4650,17167,4674,17168,4674,17192,4696,17193,4696,17218,4717,17219,4717,17245,4736,17246,4736,17273,4754,17273,4753,17302,4770,17302,4769,17332,4784,17363,4797,17395,4809,17395,4808,17427,4818,17427,4817,17496,4833,17496,4832,17568,4842,17568,4841,17644,4844,17644,4843,17712,4840,17712,4839,17777,4831,17777,4830,17838,4816,17837,4815,17894,4795,17894,4794,17948,4768,17947,4767,17997,4736,17996,4735,18042,4699,18042,4698,18084,4655,18083,4655,18122,4608,18121,4607,18154,4556,18153,4555,18181,4500,18180,4500,18203,4441,18202,4440,18220,4377,18219,4377,18232,4310,18231,4309,18239,4238,18238,4238,18241,4163,18241,4123;PU18012,4229;PD18007,4231,18004,4235,18002,4240,18004,4245,18008,4249,18012,4249,18010,4295,18009,4295,18004,4338,18003,4338,17994,4379,17982,4417,17981,4417,17966,4453,17965,4453,17948,4487,17947,4486,17926,4518,17925,4517,17901,4546,17900,4545,17873,4572,17873,4571,17844,4593,17813,4612,17812,4611,17780,4626,17779,4625,17744,4638,17744,4637,17707,4645,17707,4644,17668,4650,17668,4649,17627,4650,17580,4648,17580,4647,17536,4642,17536,4641,17494,4633,17494,4632,17455,4620,17455,4619,17418,4604,17419,4603,17384,4585,17384,4584,17352,4562,17353,4561,17323,4536,17323,4535,17296,4507,17297,4506,17273,4475,17274,4474,17253,4440,17254,4440,17236,4403,17237,4403,17222,4363,17223,4363,17211,4321,17212,4321,17203,4276,17198,4228,17203,4229,17207,4232,17209,4238,18022,4239,18021,4245,18017,4248,18012,4249,18010,4289;PU19500,4779;PD19495,4777,19492,4773,19491,4768,19493,4763,19497,4760,19501,4759,19501,4543,19496,4545,19492,4549,19491,4554,19492,4558,19443,4581,19443,4580,19393,4600,19342,4617,19342,4616,19290,4630,19237,4641,19237,4640,19184,4648,19184,4647,19129,4652,19129,4651,19074,4653,19074,4652,18994,4649,18994,4648,18958,4644,18959,4643,18925,4638,18925,4637,18895,4630,18895,4629,18867,4620,18867,4619,18842,4609,18842,4608,18820,4596,18820,4595,18801,4581,18801,4580,18784,4564,18785,4563,18771,4546,18772,4546,18760,4527,18761,4526,18752,4506,18753,4505,18747,4483,18748,4483,18744,4459,18745,4459,18744,4434,18745,4434,18746,4415,18747,4415,18750,4397,18751,4397,18755,4380,18757,4380,18763,4364,18764,4364,18773,4349,18774,4350,18784,4336,18785,4337,18798,4324,18813,4312,18813,4313,18830,4302,18831,4303,18852,4292,18852,4293,18906,4271,18906,4272,18975,4251,18975,4252,19059,4231,19137,4214,19196,4200,19250,4184,19299,4168,19299,4167,19344,4149,19385,4130,19385,4129,19421,4108,19453,4086,19452,4085,19480,4062,19479,4061,19503,4036,19502,4036,19523,4009,19522,4008,19540,3978,19539,3978,19554,3946,19553,3946,19564,3911,19563,3911,19571,3875,19570,3874,19575,3836,19574,3835,19576,3794,19575,3794,19572,3747,19571,3747,19564,3703,19563,3703,19551,3661,19550,3661,19533,3622,19532,3622,19510,3585,19509,3586,19483,3551,19482,3552,19450,3520,19450,3521,19414,3491,19413,3492,19373,3466,19373,3467,19329,3444,19329,3445,19281,3425,19281,3426,19230,3410,19230,3411,19176,3399,19118,3391,19056,3386,18991,3385,18934,3387,18935,3387,18877,3391,18877,3392,18818,3399,18758,3409,18697,3421,18697,3422,18634,3436,18634,3437,18570,3454,18504,3475,18507,3479,18512,3482,18514,3482,18514,3717,18519,3716,18522,3712,18523,3707,18522,3703,18586,3672,18586,3673,18648,3646,18711,3624,18772,3605,18773,3606,18834,3592,18895,3582,18895,3583,18956,3577,18956,3578,19016,3576,19055,3577,19092,3580,19092,3581,19126,3585,19158,3591,19158,3592,19188,3600,19215,3610,19215,3611,19240,3622,19240,3623,19263,3635,19262,3636,19282,3651,19282,3652,19299,3668,19298,3669,19313,3686,19312,3687,19324,3706,19323,3707,19333,3727,19332,3727,19338,3749,19337,3749,19341,3772,19340,3772,19341,3797,19340,3797,19339,3819,19338,3819,19335,3840,19334,3840,19329,3860,19328,3860,19321,3878,19320,3878,19311,3895,19310,3894,19299,3910,19299,3909,19286,3924,19285,3923,19270,3936,19269,3935,19251,3947,19228,3959,19228,3958,19201,3970,19169,3982,19168,3981,19090,4005,19090,4004,18994,4027,18914,4046,18863,4058,18816,4071,18816,4072,18772,4087,18732,4104,18696,4122,18696,4123,18664,4142,18664,4143,18635,4164,18636,4164,18610,4187,18611,4187,18589,4212,18590,4212,18571,4239,18572,4239,18555,4268,18556,4268,18543,4299,18544,4300,18534,4332,18535,4333,18527,4368,18528,4368,18524,4405,18525,4405,18523,4444,18524,4444,18526,4492,18527,4492,18534,4536,18535,4536,18545,4578,18547,4578,18562,4617,18563,4617,18582,4653,18583,4652,18607,4686,18608,4685,18637,4716,18637,4715,18670,4743,18671,4742,18707,4767,18708,4767,18748,4788,18748,4787,18792,4806,18792,4805,18840,4820,18840,4819,18891,4831,18891,4830,18946,4838,19005,4843,19005,4842,19067,4844,19067,4843,19129,4842,19189,4838,19248,4832,19305,4823,19359,4813,19359,4812,19412,4799,19462,4784,19462,4783,19510,4766,19507,4761,19502,4759,19501,4759,19501,4719;PU655,2088;PD661,2089,664,2093,665,2098,876,2098,875,2092,871,2089,866,2088,863,2088,218,1,214,4,211,8,211,10,0,10,2,15,6,19,11,20,13,20,658,2107,663,2104,665,2099,665,2098,705,2098;PU1937,2098;PD1937,2098,3001,2098,2999,2092,2995,2089,2991,2088,2991,1877,2986,1878,2982,1882,2981,1887,2167,1887,2169,1882,2172,1878,2177,1877,2177,1331,2182,1332,2186,1336,2187,1341,2921,1341,2920,1336,2916,1332,2911,1331,2911,1120,2906,1122,2903,1125,2901,1130,2167,1130,2169,1125,2172,1121,2177,1120,2177,236,2172,237,2168,241,2167,246,1917,246,1918,251,1922,255,1927,256,1927,2108,1932,2106,1935,2102,1937,2098,1977,2098;PU4012,1422;PD4010,1427,4006,1430,4001,1432,3996,1430,3992,1426,3952,1445,3952,1444,3908,1457,3907,1456,3860,1464,3860,1463,3808,1466,3808,1465,3761,1463,3761,1462,3717,1456,3717,1455,3676,1445,3676,1444,3637,1430,3638,1429,3602,1411,3603,1410,3570,1388,3570,1387,3540,1362,3541,1361,3514,1331,3514,1330,3490,1297,3491,1297,3470,1260,3471,1260,3454,1220,3440,1176,3441,1176,3430,1129,3422,1079,3423,1079,3418,1025,3419,1025,3417,968,3417,236,3412,237,3409,241,3407,246,3178,246,3179,251,3183,255,3188,256,3188,1645,3193,1644,3197,1640,3198,1635,3427,1635,3426,1630,3422,1626,3417,1625,3417,1409,3423,1411,3426,1414,3427,1420,3426,1425,3423,1428,3441,1458,3442,1458,3462,1487,3462,1486,3484,1513,3484,1512,3507,1537,3507,1536,3532,1558,3557,1578,3558,1578,3585,1596,3585,1595,3613,1611,3614,1611,3643,1625,3644,1625,3675,1637,3708,1647,3742,1655,3778,1662,3778,1661,3815,1666,3816,1665,3854,1668,3895,1669,3895,1668,3947,1664,3947,1663,4010,1655,4008,1650,4004,1647,4000,1646,4002,1412,3996,1413,3993,1417,3992,1422,3992,1426,3956,1443;PU4866,948;PD4865,944,4798,943,4737,940,4737,939,4681,934,4631,927,4631,926,4585,918,4586,917,4546,906,4546,905,4511,892,4512,891,4482,876,4483,875,4458,858,4459,857,4437,837,4438,836,4420,813,4421,812,4406,787,4408,786,4396,758,4397,757,4389,726,4390,726,4385,692,4386,692,4384,655,4385,655,4386,626,4387,626,4391,598,4392,598,4398,571,4399,571,4408,547,4409,547,4420,524,4421,524,4435,502,4436,503,4452,483,4453,483,4471,465,4472,465,4493,449,4494,450,4516,435,4517,436,4542,424,4542,425,4568,415,4569,416,4597,408,4597,409,4627,404,4659,401,4659,402,4692,401,4739,403,4739,404,4782,411,4782,412,4824,422,4823,423,4863,438,4862,439,4899,458,4898,459,4933,482,4932,483,4964,510,4963,511,4993,542,4992,543,5019,578,5019,579,5042,616,5041,617,5061,658,5060,658,5076,701,5075,702,5088,748,5087,748,5096,797,5095,797,5101,849,5100,849,5102,903,5102,954,5096,953,5093,949,5092,944,4865,944,4825,943;PU5320,1038;PD5321,1033,5325,1030,5330,1028,5330,236,5325,237,5321,241,5320,246,5092,246,5093,251,5097,255,5102,256,5102,467,5096,465,5093,461,5092,456,5093,451,5096,448,5076,418,5075,418,5054,390,5031,364,5007,340,5006,340,4981,318,4955,298,4954,298,4927,280,4927,281,4898,265,4868,251,4868,252,4836,240,4803,230,4802,231,4768,223,4767,223,4731,217,4693,212,4693,213,4653,210,4653,211,4612,210,4560,212,4560,213,4510,219,4511,219,4464,229,4464,230,4420,243,4421,243,4380,260,4380,261,4342,282,4342,283,4307,307,4307,308,4274,335,4275,336,4246,368,4221,402,4222,403,4200,439,4201,440,4184,479,4185,479,4171,520,4172,521,4162,565,4163,565,4157,611,4158,611,4156,660,4157,660,4159,717,4160,717,4168,770,4169,770,4181,820,4182,819,4199,865,4200,865,4222,907,4223,906,4250,945,4251,944,4283,980,4284,979,4320,1010,4321,1009,4363,1037,4363,1036,4410,1060,4410,1059,4462,1080,4462,1079,4518,1096,4519,1095,4580,1108,4580,1107,4645,1117,4646,1116,4716,1122,4716,1121,4792,1123,5112,1123,5110,1128,5106,1132,5102,1133,5102,1155,5101,1155,5100,1193,5099,1193,5094,1229,5093,1229,5085,1263,5084,1263,5072,1294,5071,1294,5056,1323,5055,1322,5037,1349,5037,1348,5015,1373,5014,1372,4990,1395,4989,1394,4962,1415,4962,1414,4932,1431,4932,1430,4899,1445,4899,1444,4864,1457,4864,1456,4826,1465,4826,1464,4786,1471,4743,1475,4743,1474,4697,1475,4638,1473,4638,1472,4580,1467,4580,1466,4522,1457,4466,1444,4410,1428,4410,1427,4355,1407,4302,1384,4302,1383,4249,1356,4248,1362,4250,1367,4254,1370,4258,1371,4258,1582,4263,1580,4267,1576,4268,1575,4330,1598,4330,1597,4391,1617,4452,1633,4511,1646,4511,1645,4570,1656,4628,1664,4628,1663,4685,1668,4685,1667,4741,1669,4741,1668,4814,1666,4814,1665,4882,1658,4882,1657,4945,1645,4945,1644,5004,1627,5003,1626,5057,1604,5057,1603,5106,1576,5105,1575,5150,1543,5149,1542,5188,1505,5187,1505,5222,1463,5221,1462,5252,1416,5251,1415,5276,1363,5275,1363,5296,1306,5295,1306,5311,1244,5322,1177,5321,1177,5328,1105,5330,1028,5330,988;PU6956,1074;PD6956,1074,6956,236,6951,237,6947,241,6946,246,6718,246,6719,251,6723,255,6728,256,6728,1087,6727,1087,6726,1135,6722,1179,6721,1179,6715,1221,6706,1259,6705,1259,6695,1294,6694,1294,6681,1326,6680,1326,6664,1355,6663,1354,6645,1380,6644,1380,6624,1402,6623,1402,6600,1421,6599,1420,6574,1437,6573,1436,6546,1450,6545,1449,6515,1460,6515,1459,6482,1466,6482,1465,6447,1470,6447,1469,6410,1470,6365,1468,6365,1467,6323,1461,6323,1460,6283,1451,6283,1450,6245,1437,6246,1436,6210,1420,6211,1419,6178,1398,6179,1398,6149,1374,6149,1373,6121,1345,6122,1344,6097,1314,6098,1313,6076,1280,6077,1279,6059,1243,6060,1242,6045,1204,6046,1203,6034,1162,6035,1162,6027,1118,6027,1117,6022,1071,6023,1071,6022,1021,6022,236,6017,237,6013,241,6012,246,5782,246,5784,251,5788,255,5792,256,5792,1645,5798,1644,5801,1640,5802,1635,6032,1635,6030,1630,6027,1626,6022,1625,6022,1409,6027,1411,6031,1414,6032,1420,6030,1425,6028,1427,6048,1458,6049,1457,6071,1486,6071,1485,6094,1512,6094,1511,6118,1536,6118,1535,6143,1558,6143,1557,6168,1578,6169,1577,6195,1596,6195,1595,6223,1612,6223,1611,6251,1626,6252,1625,6281,1638,6281,1637,6312,1648,6312,1647,6344,1656,6344,1655,6376,1662,6377,1661,6410,1666,6410,1665,6445,1668,6481,1669,6481,1668,6539,1666,6539,1665,6593,1658,6593,1657,6644,1645,6643,1644,6690,1628,6690,1627,6734,1606,6733,1605,6773,1579,6772,1578,6808,1548,6807,1547,6840,1512,6839,1512,6868,1473,6867,1472,6892,1428,6891,1428,6912,1380,6911,1380,6928,1328,6927,1327,6941,1271,6940,1271,6950,1210,6949,1209,6955,1144,6954,1144,6956,1074,6956,1034;PU7314,1625;PD7319,1626,7323,1630,7324,1635,8408,1635,8407,1630,8403,1626,8398,1625,8398,1417,8393,1418,8392,1419,7533,421,7538,418,7544,419,7548,422,7550,427,7550,428,8408,428,8407,423,8403,419,8398,418,8398,236,8393,237,8389,241,8388,246,7273,246,7275,251,7278,255,7283,256,7283,464,7288,463,7290,462,8148,1460,8143,1463,8138,1462,8134,1459,8131,1454,8131,1453,7304,1453,7306,1458,7309,1461,7314,1463,7314,1645,7319,1644,7323,1640,7324,1635,7364,1635;PU9576,2098;PD9576,2098,9827,2098,9826,2092,9822,2089,9817,2088,9817,1305,9822,1306,9826,1310,9827,1315,9825,1321,9824,1322,10655,2104,10658,2100,10658,2098,10980,2098,10979,2092,10975,2089,10970,2088,10965,2089,10963,2091,10044,1228,10049,1225,10054,1225,10058,1227,11043,239,11039,236,11033,236,11029,239,11026,244,11026,246,10696,246,10698,251,10699,253,9810,1145,9807,1140,9807,1135,9810,1130,9815,1128,9817,1128,9817,236,9812,237,9808,241,9807,246,9556,246,9558,251,9562,255,9566,256,9566,2108,9572,2106,9575,2102,9576,2098,9616,2098;PU11233,2176;PD11233,2176,11462,2176,11460,2171,11456,2167,11452,2166,11452,236,11446,237,11443,241,11442,246,11213,246,11215,251,11219,255,11223,256,11223,2186,11229,2184,11232,2180,11233,2176,11273,2176;PU12476,1475;PD12475,1470,12471,1466,12466,1465,12461,1467,12457,1471,12456,1474,12411,1472,12412,1471,12369,1464,12370,1463,12330,1452,12330,1451,12293,1435,12293,1434,12258,1414,12259,1413,12226,1388,12227,1387,12197,1358,12197,1357,12170,1323,12145,1285,12146,1285,12125,1244,12107,1200,12108,1200,12093,1152,12094,1152,12082,1101,12083,1101,12074,1047,12075,1047,12070,990,12071,990,12069,929,12070,929,12071,869,12072,869,12077,811,12086,757,12098,707,12099,707,12113,659,12114,660,12132,615,12133,616,12155,575,12180,538,12181,538,12209,505,12210,506,12240,477,12241,478,12274,453,12274,454,12310,434,12310,435,12348,420,12348,421,12388,410,12388,411,12431,404,12431,405,12476,403,12476,404,12521,406,12520,407,12562,414,12562,415,12602,426,12601,428,12639,443,12638,444,12673,465,12672,466,12705,490,12704,491,12734,521,12761,555,12761,556,12786,593,12785,594,12806,635,12824,679,12823,679,12838,727,12837,727,12849,778,12848,778,12857,832,12856,832,12861,889,12860,889,12862,949,12861,949,12860,1009,12859,1009,12854,1066,12845,1120,12833,1170,12832,1170,12817,1217,12816,1217,12798,1261,12797,1260,12775,1301,12750,1338,12749,1338,12721,1372,12720,1371,12690,1400,12689,1399,12657,1424,12656,1423,12621,1444,12620,1443,12583,1459,12583,1457,12543,1469,12543,1468,12501,1474,12501,1473,12456,1476,12456,1474,12416,1472;PU12456,1668;PD12458,1663,12462,1659,12467,1659,12472,1660,12475,1665,12476,1668,12549,1665,12548,1664,12617,1655,12617,1654,12681,1639,12681,1638,12741,1617,12741,1616,12797,1589,12797,1588,12824,1572,12823,1571,12849,1554,12873,1535,12873,1534,12897,1514,12896,1513,12941,1468,12940,1467,12980,1416,12979,1416,13013,1360,13012,1360,13042,1300,13041,1300,13065,1235,13064,1235,13082,1165,13081,1165,13095,1091,13094,1091,13102,1013,13101,1012,13104,929,13103,929,13101,846,13100,846,13092,768,13091,768,13078,694,13077,694,13059,625,13058,625,13034,561,13033,561,13004,501,13003,501,12968,446,12967,447,12928,396,12927,396,12882,351,12882,352,12858,331,12858,332,12833,313,12832,313,12807,296,12806,296,12780,280,12779,281,12723,254,12722,255,12662,234,12662,235,12597,220,12597,221,12529,212,12529,213,12456,210,12383,213,12383,214,12315,223,12315,224,12250,239,12251,240,12190,262,12190,263,12134,290,12134,291,12107,306,12108,307,12082,324,12082,325,12058,344,12034,365,12035,365,11990,411,11991,411,11952,462,11953,463,11918,518,11919,519,11890,579,11891,579,11867,644,11868,644,11850,714,11851,714,11837,788,11838,788,11830,866,11831,866,11828,949,11829,949,11832,1032,11840,1111,11841,1111,11854,1185,11855,1185,11873,1254,11874,1254,11898,1318,11899,1318,11928,1378,11929,1377,11963,1433,11964,1432,12003,1483,12004,1482,12049,1527,12073,1547,12074,1547,12098,1566,12099,1565,12124,1583,12125,1582,12151,1598,12152,1597,12208,1624,12209,1623,12270,1645,12270,1644,12334,1659,12335,1658,12403,1667,12403,1666,12476,1669,12476,1668,12516,1666;PU14572,1368;PD14571,1373,14567,1377,14589,1414,14590,1414,14613,1449,14613,1448,14637,1480,14663,1510,14663,1509,14689,1536,14690,1536,14717,1560,14745,1582,14746,1581,14775,1601,14775,1600,14806,1617,14838,1632,14838,1631,14871,1643,14872,1643,14906,1653,14906,1652,14942,1660,14979,1665,15017,1668,15057,1669,15057,1668,15110,1666,15110,1665,15159,1658,15159,1656,15206,1645,15205,1643,15249,1627,15248,1626,15288,1604,15288,1603,15325,1577,15324,1576,15358,1545,15357,1544,15388,1508,15415,1468,15414,1467,15438,1423,15437,1423,15458,1375,15457,1375,15473,1323,15485,1267,15494,1207,15493,1206,15499,1142,15498,1142,15500,1074,15500,236,15495,237,15491,241,15490,246,15260,246,15262,251,15266,255,15270,256,15270,1087,15269,1135,15268,1135,15265,1180,15259,1222,15258,1222,15251,1261,15250,1260,15240,1296,15239,1296,15227,1328,15226,1327,15212,1356,15211,1356,15194,1382,15193,1381,15174,1404,15173,1403,15152,1422,15151,1421,15128,1438,15127,1437,15101,1451,15101,1449,15073,1460,15072,1459,15042,1466,15042,1465,15009,1470,15009,1469,14974,1470,14931,1468,14931,1467,14890,1461,14890,1460,14852,1451,14852,1450,14816,1437,14816,1436,14782,1420,14783,1419,14751,1398,14752,1397,14723,1373,14697,1345,14697,1344,14673,1314,14674,1313,14653,1279,14654,1279,14636,1243,14637,1242,14623,1204,14624,1203,14612,1162,14613,1162,14605,1118,14606,1117,14601,1071,14602,1071,14600,1021,14601,1021,14601,236,14595,237,14592,241,14591,246,14361,246,14363,251,14366,255,14371,256,14371,1087,14370,1135,14369,1135,14366,1181,14365,1181,14360,1223,14359,1223,14351,1261,14341,1296,14340,1296,14328,1328,14327,1328,14313,1357,14312,1356,14295,1382,14294,1381,14275,1404,14274,1403,14253,1422,14252,1421,14228,1438,14228,1437,14202,1450,14201,1449,14173,1460,14172,1459,14141,1466,14141,1465,14108,1470,14108,1469,14072,1470,14030,1468,14030,1467,13989,1461,13989,1460,13951,1451,13952,1450,13916,1437,13916,1436,13883,1419,13883,1418,13852,1398,13853,1397,13823,1372,13824,1372,13797,1344,13798,1343,13774,1312,13775,1312,13754,1278,13755,1278,13737,1242,13738,1241,13724,1203,13724,1202,13713,1161,13714,1161,13706,1117,13707,1117,13702,1070,13703,1070,13701,1021,13701,236,13696,237,13693,241,13691,246,13462,246,13463,251,13467,255,13472,256,13472,1645,13477,1644,13481,1640,13482,1635,13711,1635,13710,1630,13706,1626,13701,1625,13701,1409,13707,1411,13710,1414,13711,1420,13710,1425,13707,1428,13727,1458,13748,1487,13749,1487,13771,1513,13794,1538,13795,1537,13818,1560,13819,1559,13844,1579,13870,1597,13897,1613,13898,1612,13925,1626,13926,1626,13955,1638,13986,1648,13986,1647,14018,1656,14018,1655,14051,1662,14051,1661,14085,1666,14085,1665,14121,1668,14158,1669,14158,1668,14195,1667,14195,1666,14231,1663,14231,1662,14265,1656,14265,1655,14297,1647,14297,1646,14329,1635,14328,1634,14358,1621,14358,1620,14386,1605,14386,1604,14413,1586,14412,1585,14438,1565,14438,1564,14462,1542,14461,1541,14483,1517,14483,1516,14503,1489,14522,1460,14521,1460,14538,1428,14537,1428,14553,1395,14552,1394,14566,1359,14570,1362,14572,1367,14571,1372,14568,1376,14567,1377,14588,1411;PU17043,1377;PD17043,1377,17065,1414,17088,1449,17088,1448,17112,1480,17113,1480,17138,1510,17139,1509,17165,1536,17192,1560,17193,1560,17221,1582,17221,1581,17251,1601,17251,1600,17281,1617,17282,1617,17313,1632,17314,1631,17347,1643,17381,1653,17382,1652,17417,1660,17454,1665,17455,1665,17493,1668,17533,1669,17533,1668,17585,1666,17585,1665,17635,1658,17635,1656,17681,1645,17681,1643,17724,1627,17724,1626,17764,1604,17763,1603,17800,1577,17800,1576,17834,1545,17833,1544,17864,1508,17863,1508,17891,1468,17890,1467,17914,1423,17913,1423,17933,1375,17932,1375,17949,1323,17948,1323,17961,1267,17960,1267,17969,1207,17969,1206,17974,1142,17976,1074,17975,1074,17975,236,17970,237,17966,241,17965,246,17736,246,17737,251,17741,255,17746,256,17746,1087,17744,1135,17741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