'ProgramMode:RUN
'experimente m kartenprj, fettere Punkte
'#_Mat _0
Gosub c
Lbl 0
ClrText
"1-Platt 2-Lmb 3-Merc"
"4-sinusoidal 5-Mollw"
"6-azim.equidis 9-End"
'"1e 2m 3l 4w 5s 6a 9E"
?->t
Deg
ClrGraph:CoordOff:AxesOff:GridOff:LabelOff:S-L-Normal:Rad:'#_SketchThin _
ViewWindow (-)600,600,0,(-)300,300,0
RowSize(c)->z
1=t=>Goto q
2=t=>Goto l
3=t=>Goto m
4=t=>Goto s
5=t=>Goto w
6=t=>Goto a
9=t=>"ENDE":Stop

Lbl q 'equirect, Plattkarte
For 0->i To z-1
 0.001Mat c[i,0]->l
 0.001Mat c[i,1]->f
 190l->x:210f->y
 Black Plot x,y
Next
Goto e

Lbl l 'lambert
For 0->i To z-1
 0.001Mat c[i,0]->l
 0.001Mat c[i,1]->f
 190l->x
 290sin f->y
 Black Plot x,y
Next
Goto e

Lbl m 'mercator
For 0->i To z-1
 0.001Mat c[i,0]->l
 0.001Mat c[i,1]->f
 170l->x
 'f>80_=>__Goto _1
 120ln (tan f+1/cos f)->y
 Black Plot x,y
 Lbl 1
Next
Goto e

Lbl w 'mollWeide
For 0->i To z-1
 0.001Mat c[i,0]->l
 0.001Mat c[i,1]->f
 pi f/4->t' Hilfswinkel t
 f->T 'tAlt
 (pi sin f-sin (t+t))/2->t
 190lcos f->x
 290sin f->y
 Black Plot x,y
Next
Goto e

Lbl s 'sinusoidal
For 0->i To z-1
 0.001Mat c[i,0]->l
 0.001Mat c[i,1]->f
 190lcos f->x
 200f->y
 Black Plot x,y
Next
Goto e

Lbl a 'azim equidist
For 0->i To z-1
 0.001Mat c[i,0]->l
 0.001Mat c[i,1]->f
 cos f->r
 300rcos l->x
 300rsin l->y
 f>0=>  Black Plot x,y
Next
Goto e

Lbl e
'ready
Plot :Text 1,1,">":Disps
Goto 0


Lbl c' UP Karteninit 
[
[-2635, -1396]
[-2658, -1389]
[-2736, -1361]
[-2753, -1351]
[-2692, -1351]
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[-2759, -1324]
[-2736, -1312]
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[-2622, -1332]
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[-2544, -1306]
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[-2510, -1287]
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[-2440, -1279]
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[2011, -1143]
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[2619, -1174]
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[2727, -1181]
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[2787, -1188]
[2805, -1196]
[2808, -1202]
[2828, -1197]
[2845, -1196]
[2869, -1203]
[2892, -1202]
[2938, -1211]
[2962, -1216]
[2979, -1219]
[2965, -1223]
[2956, -1236]
[2935, -1241]
[2909, -1249]
[2903, -1256]
[2881, -1263]
[2862, -1268]
[2834, -1284]
[2834, -1292]
[2845, -1310]
[2851, -1320]
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[2892, -1349]
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[2787, -1372]
[2787, -1396]
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[-2852, -1396]
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[-2789, -1383]
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[-1272, -1232]
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[-1200, -1228]
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[-1238, -1196]
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[-1321, -1194]
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[-1121, -1119]
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[1807, -1131]
[2828, -1144]
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[-1034, -1083]
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[-1003, -668]
[-989, -635]
[-1001, -626]
[-1017, -606]
[-1017, -594]
[-980, -609]
[-970, -607]
[-941, -603]
[-933, -591]
[-906, -561]
[-889, -550]
[-869, -515]
[-854, -500]
[-846, -470]
[-846, -459]
[-823, -428]
[-808, -418]
[-785, -406]
[-767, -399]
[-732, -399]
[-723, -388]
[-703, -357]
[-692, -339]
[-682, -308]
[-681, -288]
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[-679, -244]
[-662, -219]
[-655, -209]
[-632, -181]
[-621, -167]
[-605, -131]
[-610, -112]
[-618, -92]
[-628, -88]
[-659, -78]
[-671, -66]
[-706, -49]
[-723, -52]
[-758, -42]
[-777, -49]
[-790, -29]
[-805, -21]
[-833, -12]
[-846, -28]
[-843, -6]
[-854, -3]
[-879, -18]
[-882, -29]
[-896, -22]
[-895, -12]
[-872, 17]
[-870, 30]
[-883, 43]
[-889, 54]
[-903, 77]
[-920, 88]
[-950, 101]
[-967, 102]
[-994, 102]
[-1005, 112]
[-1023, 131]
[-1040, 143]
[-1063, 146]
[-1060, 156]
[-1087, 169]
[-1098, 183]
[-1094, 186]
[-1105, 186]
[-1133, 175]
[-1143, 176]
[-1168, 183]
[-1178, 183]
[-1192, 194]
[-1208, 200]
[-1223, 200]
[-1238, 193]
[-1239, 169]
[-1239, 159]
[-1255, 169]
[-1246, 183]
[-1241, 210]
[-1255, 212]
[-1281, 194]
[-1292, 196]
[-1316, 183]
[-1318, 164]
[-1338, 136]
[-1351, 150]
[-1378, 166]
[-1392, 160]
[-1419, 151]
[-1432, 156]
[-1453, 180]
[-1461, 196]
[-1456, 222]
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[-1476, 275]
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[-1405, 492]
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[-1335, 606]
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[-1325, 643]
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[-1325, 689]
[-1323, 667]
[-1322, 658]
[-1315, 680]
[-1318, 689]
[-1292, 695]
[-1289, 704]
[-1272, 720]
[-1255, 720]
[-1232, 727]
[-1220, 727]
[-1234, 748]
[-1225, 759]
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[-1155, 788]
[-1143, 791]
[-1120, 792]
[-1131, 786]
[-1151, 763]
[-1133, 765]
[-1098, 781]
[-1081, 785]
[-1053, 796]
[-1043, 803]
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[-1063, 813]
[-1091, 796]
[-1103, 798]
[-1125, 807]
[-1131, 816]
[-1144, 830]
[-1156, 839]
[-1120, 846]
[-1125, 856]
[-1151, 858]
[-1164, 856]
[-1185, 849]
[-1197, 844]
[-1221, 825]
[-1241, 817]
[-1214, 840]
[-1197, 853]
[-1174, 860]
[-1164, 874]
[-1140, 877]
[-1128, 877]
[-1105, 877]
[-1095, 877]
[-1061, 875]
[-1046, 875]
[-1008, 897]
[-990, 899]
[-976, 921]
[-984, 938]
[-1017, 946]
[-1003, 952]
[-1051, 966]
[-1054, 973]
[-1077, 994]
[-1077, 1004]
[-1095, 1026]
[-1103, 1035]
[-1121, 1054]
[-1135, 1054]
[-1144, 1035]
[-1158, 1030]
[-1192, 1030]
[-1202, 1032]
[-1210, 1055]
[-1214, 1063]
[-1225, 1073]
[-1238, 1073]
[-1259, 1089]
[-1271, 1095]
[-1304, 1097]
[-1316, 1097]
[-1349, 1102]
[-1361, 1097]
[-1351, 1084]
[-1355, 1076]
[-1349, 1054]
[-1349, 1046]
[-1369, 1037]
[-1361, 1024]
[-1345, 1010]
[-1342, 1003]
[-1338, 979]
[-1346, 972]
[-1372, 958]
[-1386, 954]
[-1374, 929]
[-1374, 919]
[-1376, 902]
[-1392, 896]
[-1416, 910]
[-1435, 924]
[-1436, 948]
[-1432, 961]
[-1464, 966]
[-1482, 966]
[-1513, 976]
[-1525, 979]
[-1551, 994]
[-1569, 997]
[-1599, 1000]
[-1609, 997]
[-1615, 1018]
[-1622, 1029]
[-1646, 1029]
[-1651, 1037]
[-1650, 1057]
[-1646, 1065]
[-1633, 1082]
[-1623, 1090]
[-1612, 1103]
[-1596, 1106]
[-1580, 1119]
[-1569, 1131]
[-1529, 1141]
[-1516, 1151]
[-1499, 1175]
[-1512, 1181]
[-1460, 1175]
[-1441, 1183]
[-1415, 1203]
[-1436, 1208]
[-1418, 1224]
[-1418, 1236]
[-1445, 1246]
[-1469, 1249]
[-1490, 1239]
[-1489, 1227]
[-1507, 1208]
[-1507, 1200]
[-1536, 1208]
[-1533, 1219]
[-1550, 1238]
[-1567, 1224]
[-1592, 1243]
[-1610, 1248]
[-1602, 1266]
[-1615, 1274]
[-1641, 1292]
[-1630, 1298]
[-1622, 1308]
[-1602, 1308]
[-1580, 1324]
[-1589, 1332]
[-1659, 1332]
[-1666, 1324]
[-1656, 1307]
[-1656, 1298]
[-1670, 1283]
[-1677, 1273]
[-1667, 1249]
[-1638, 1241]
[-1643, 1222]
[-1659, 1212]
[-1687, 1208]
[-1689, 1220]
[-1680, 1239]
[-1707, 1249]
[-1736, 1232]
[-1708, 1224]
[-1721, 1205]
[-1743, 1203]
[-1795, 1212]
[-1823, 1219]
[-1864, 1227]
[-1887, 1224]
[-1879, 1212]
[-1885, 1203]
[-1921, 1212]
[-1945, 1208]
[-1989, 1208]
[-2010, 1208]
[-1998, 1227]
[-2022, 1232]
[-2071, 1237]
[-2096, 1242]
[-2143, 1249]
[-2152, 1240]
[-2169, 1253]
[-2184, 1241]
[-2207, 1255]
[-2230, 1265]
[-2256, 1249]
[-2263, 1258]
[-2311, 1246]
[-2324, 1241]
[-2356, 1243]
[-2369, 1236]
[-2394, 1232]
[-2411, 1239]
[-2457, 1245]
[-2472, 1249]
[-2510, 1255]
[-2528, 1253]
[-2571, 1257]
[-2597, 1262]
[-2641, 1262]
[-2658, 1270]
[-2725, 1280]
[-2746, 1270]
[-2796, 1261]
[-2816, 1260]
[-2840, 1242]
[-2849, 1234]
[-2893, 1229]
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[2882, -374]
[2895, -383]
[2901, -377]
[2886, -368]
[2861, -353]
[2915, -366]
[2926, -507]
[2771, -552]
[-3070, -768]
[-3081, -768]
[3115, -873]
[2945, -923]
[2533, 343]
[2537, 327]
[2537, 285]
[2539, 264]
[2528, 246]
[2521, 232]
[2305, 74]
[2303, 92]
[2339, 121]
[2345, 130]
[2433, 173]
[2646, 127]
[2839, 92]
[2682, 424]
[2828, 198]
[2884, 202]
[2966, 164]
[2983, 123]
[3009, 51]
[3013, 23]
[2908, -9]
[2955, -15]
[3122, -148]
[3089, -313]
[3113, -306]
[3097, -302]
[3111, -289]
[3124, -290]
[3122, -285]
[3111, -288]
[-3075, 2]
[-2981, -55]
[-3035, -63]
[-3042, -82]
[-2975, -65]
[-3006, -150]
[-2984, -164]
[-3014, -234]
[-2986, -244]
[-3000, -239]
[-2974, -249]
[-2961, -332]
[-3052, -367]
[-3053, -368]
[-2785, -329]
[-2785, -370]
[-2955, 291]
[-2825, 102]
[-2778, 67]
[-2744, 34]
[-2702, -71]
[-2717, -98]
[-2808, -176]
[-2807, -182]
[-2646, -200]
[-2618, -175]
[-2645, -288]
[-2604, -408]
[-2584, -276]
[-2537, -280]
[-2490, -293]
[-2352, -403]
[-2237, -425]
[-2441, -156]
[-3092, 493]
[-3032, 455]
[-2927, 437]
[-2897, 415]
[-2822, 402]
[-2793, 381]
[-2786, 385]
[-2758, 377]
[-2758, 377]
[-2740, 368]
[-2735, 363]
[-2731, 365]
[-2731, 365]
[-2730, 358]
[-2717, 337]
[-2707, 336]
[-2717, 354]
].w->Mat c.w

Return 