For AstroFlux related discussion

Do you remember these old maps?

I remember those! 10
83%
I've heard of those! 1
8%
What are those? 1
8%
Total votes : 12
#76540 by traf Sat Sep 22, 2018 5:58 am
I decided to spend some time with ChatDaemon and Mathematica, and this popped out. Who's old enough to remember these ancient maps?

Here's the code ChatDaemon gave me for dom3:
Code: Select allShow[
Graphics[{White, Disk[{-1166, -2196}, 350]}],
Graphics[{White, Disk[{5440, -2188}, 350]}],
Graphics[{Gray, Disk[{3898, -4222}, 255]}],
Graphics[{Gray, Disk[{362, -4228}, 255]}],
Graphics[{Gray, Disk[{360, -154}, 255]}],
Graphics[{Gray, Disk[{3896, -162}, 255]}],
Graphics[{Gray, Disk[{2134, -2194}, 255]}],
Graphics[{Blue, Disk[{-1344, -2204}, 30]}],
Graphics[{Blue, Disk[{-1250, -2052}, 30]}],
Graphics[{Blue, Disk[{-1038, -2070}, 30]}],
Graphics[{Blue, Disk[{-996, -2270}, 30]}],
Graphics[{Blue, Disk[{-1142, -2390}, 30]}],
Graphics[{Blue, Disk[{-1170, -2208}, 30]}],
Graphics[{Blue, Disk[{-1300, -2336}, 30]}],
Graphics[{Red, Disk[{5368, -2280}, 30]}],
Graphics[{Red, Disk[{5282, -2134}, 30]}],
Graphics[{Red, Disk[{5506, -2010}, 30]}],
Graphics[{Red, Disk[{5366, -2022}, 30]}],
Graphics[{Red, Disk[{5604, -2112}, 30]}],
Graphics[{Red, Disk[{5540, -2274}, 30]}],
Graphics[{Red, Disk[{5436, -2166}, 30]}],
Graphics[{Magenta, Disk[{1352, -2594}, 15]}],
Graphics[{Magenta, Disk[{1382, -2654}, 15]}],
Graphics[{Magenta, Disk[{1420, -2708}, 15]}],
Graphics[{Magenta, Disk[{1472, -2766}, 15]}],
Graphics[{Magenta, Disk[{1514, -2804}, 15]}],
Graphics[{Magenta, Disk[{1574, -2866}, 15]}],
Graphics[{Magenta, Disk[{1610, -2894}, 15]}],
Graphics[{Magenta, Disk[{1664, -2924}, 15]}],
Graphics[{Magenta, Disk[{1724, -2954}, 15]}],
Graphics[{Magenta, Disk[{2930, -1802}, 15]}],
Graphics[{Magenta, Disk[{2894, -1738}, 15]}],
Graphics[{Magenta, Disk[{2858, -1682}, 15]}],
Graphics[{Magenta, Disk[{2806, -1628}, 15]}],
Graphics[{Magenta, Disk[{2766, -1576}, 15]}],
Graphics[{Magenta, Disk[{2716, -1532}, 15]}],
Graphics[{Magenta, Disk[{2670, -1494}, 15]}],
Graphics[{Magenta, Disk[{2620, -1464}, 15]}],
Graphics[{Magenta, Disk[{2550, -1436}, 15]}],
Graphics[{Cyan, Disk[{2546, -2956}, 15]}],
Graphics[{Cyan, Disk[{2608, -2924}, 15]}],
Graphics[{Cyan, Disk[{2670, -2888}, 15]}],
Graphics[{Cyan, Disk[{2710, -2852}, 15]}],
Graphics[{Cyan, Disk[{2764, -2810}, 15]}],
Graphics[{Cyan, Disk[{2814, -2766}, 15]}],
Graphics[{Cyan, Disk[{2850, -2714}, 15]}],
Graphics[{Cyan, Disk[{2896, -2660}, 15]}],
Graphics[{Cyan, Disk[{2920, -2602}, 15]}],
Graphics[{Cyan, Disk[{1352, -1782}, 15]}],
Graphics[{Cyan, Disk[{1382, -1742}, 15]}],
Graphics[{Cyan, Disk[{1424, -1690}, 15]}],
Graphics[{Cyan, Disk[{1474, -1636}, 15]}],
Graphics[{Cyan, Disk[{1520, -1588}, 15]}],
Graphics[{Cyan, Disk[{1566, -1548}, 15]}],
Graphics[{Cyan, Disk[{1604, -1508}, 15]}],
Graphics[{Cyan, Disk[{1658, -1472}, 15]}],
Graphics[{Cyan, Disk[{1714, -1448}, 15]}],
Graphics[{Cyan, Disk[{2010, -5222}, 30]}],
Graphics[{Cyan, Disk[{2262, -5224}, 30]}],
Graphics[{Cyan, Disk[{2320, -5218}, 30]}],
Graphics[{Cyan, Disk[{1956, -5218}, 30]}],
Graphics[{Magenta, Disk[{2076, -5232}, 30]}],
Graphics[{Magenta, Disk[{2138, -5232}, 30]}],
Graphics[{Magenta, Disk[{2202, -5232}, 30]}],
Graphics[{Magenta, Disk[{2076, 854}, 30]}],
Graphics[{Magenta, Disk[{2142, 854}, 30]}],
Graphics[{Magenta, Disk[{2206, 854}, 30]}],
Graphics[{Cyan, Disk[{1954, 840}, 30]}],
Graphics[{Cyan, Disk[{2012, 848}, 30]}],
Graphics[{Cyan, Disk[{2260, 848}, 30]}],
Graphics[{Cyan, Disk[{2316, 844}, 30]}],
Graphics[{Magenta, Disk[{-1474, -1330}, 30]}],
Graphics[{Magenta, Disk[{-1476, -1266}, 30]}],
Graphics[{Magenta, Disk[{-1412, -1266}, 30]}],
Graphics[{Magenta, Disk[{-1414, -1330}, 30]}],
Graphics[{Cyan, Disk[{-1468, -3028}, 30]}],
Graphics[{Cyan, Disk[{-1410, -3026}, 30]}],
Graphics[{Cyan, Disk[{-1414, -3090}, 30]}],
Graphics[{Cyan, Disk[{-1470, -3090}, 30]}],
Graphics[{Magenta, Disk[{5684, -3138}, 30]}],
Graphics[{Magenta, Disk[{5684, -3068}, 30]}],
Graphics[{Magenta, Disk[{5750, -3072}, 30]}],
Graphics[{Magenta, Disk[{5748, -3136}, 30]}],
Graphics[{Cyan, Disk[{5692, -1304}, 30]}],
Graphics[{Cyan, Disk[{5748, -1304}, 30]}],
Graphics[{Cyan, Disk[{5748, -1246}, 30]}],
Graphics[{Cyan, Disk[{5690, -1248}, 30]}],
Graphics[{Red, Line[{{-490, -2078}, {-526, -1900}}]}],
Graphics[{Red, Line[{{-526, -1900}, {-578, -1798}}]}],
Graphics[{Red, Line[{{-578, -1798}, {-658, -1694}}]}],
Graphics[{Red, Line[{{-658, -1694}, {-754, -1602}}]}],
Graphics[{Red, Line[{{-754, -1602}, {-874, -1534}}]}],
Graphics[{Red, Line[{{-874, -1534}, {-1022, -1478}}]}],
Graphics[{Red, Line[{{-1022, -1478}, {-1116, -1464}}]}],
Graphics[{Red, Line[{{-1116, -1464}, {-1494, -1460}}]}],
Graphics[{Red, Line[{{-1494, -1460}, {-1578, -1416}}]}],
Graphics[{Red, Line[{{-1578, -1416}, {-1624, -1344}}]}],
Graphics[{Red, Line[{{-1624, -1344}, {-1636, -1212}}]}],
Graphics[{Red, Line[{{-1636, -1212}, {-1614, -1062}}]}],
Graphics[{Red, Line[{{-1614, -1062}, {-1572, -828}}]}],
Graphics[{Red, Line[{{-1572, -828}, {-1496, -558}}]}],
Graphics[{Red, Line[{{-1496, -558}, {-1412, -336}}]}],
Graphics[{Red, Line[{{-1412, -336}, {-1304, -110}}]}],
Graphics[{Red, Line[{{-1304, -110}, {-1172, 94}}]}],
Graphics[{Red, Line[{{-1172, 94}, {-1032, 278}}]}],
Graphics[{Red, Line[{{-1032, 278}, {-854, 458}}]}],
Graphics[{Red, Line[{{-854, 458}, {-692, 586}}]}],
Graphics[{Red, Line[{{-692, 586}, {-476, 700}}]}],
Graphics[{Red, Line[{{-476, 700}, {-266, 770}}]}],
Graphics[{Red, Line[{{-266, 770}, {-92, 808}}]}],
Graphics[{Red, Line[{{-92, 808}, {72, 816}}]}],
Graphics[{Red, Line[{{72, 816}, {1068, 816}}]}],
Graphics[{Red, Line[{{1068, 816}, {1176, 782}}]}],
Graphics[{Red, Line[{{1176, 782}, {1270, 696}}]}],
Graphics[{Red, Line[{{1270, 696}, {1328, 594}}]}],
Graphics[{Red, Line[{{1328, 594}, {1370, 490}}]}],
Graphics[{Red, Line[{{1370, 490}, {1416, 402}}]}],
Graphics[{Red, Line[{{1416, 402}, {1476, 308}}]}],
Graphics[{Red, Line[{{1476, 308}, {1630, 160}}]}],
Graphics[{Red, Line[{{1630, 160}, {1716, 96}}]}],
Graphics[{Red, Line[{{1716, 96}, {1788, 94}}]}],
Graphics[{Red, Line[{{1788, 94}, {1856, 202}}]}],
Graphics[{Red, Line[{{1856, 202}, {1806, 272}}]}],
Graphics[{Red, Line[{{1806, 272}, {1732, 344}}]}],
Graphics[{Red, Line[{{1732, 344}, {1664, 464}}]}],
Graphics[{Red, Line[{{1664, 464}, {1634, 598}}]}],
Graphics[{Red, Line[{{1634, 598}, {1660, 718}}]}],
Graphics[{Red, Line[{{1660, 718}, {1754, 814}}]}],
Graphics[{Red, Line[{{1754, 814}, {1854, 854}}]}],
Graphics[{Red, Line[{{1854, 854}, {1990, 886}}]}],
Graphics[{Red, Line[{{1990, 886}, {2098, 896}}]}],
Graphics[{Red, Line[{{2098, 896}, {2208, 896}}]}],
Graphics[{Red, Line[{{2208, 896}, {2314, 882}}]}],
Graphics[{Red, Line[{{2314, 882}, {2442, 846}}]}],
Graphics[{Red, Line[{{2442, 846}, {2568, 772}}]}],
Graphics[{Red, Line[{{2568, 772}, {2624, 686}}]}],
Graphics[{Red, Line[{{2624, 686}, {2630, 560}}]}],
Graphics[{Red, Line[{{2630, 560}, {2602, 452}}]}],
Graphics[{Red, Line[{{2602, 452}, {2566, 382}}]}],
Graphics[{Red, Line[{{2566, 382}, {2504, 304}}]}],
Graphics[{Red, Line[{{2504, 304}, {2424, 242}}]}],
Graphics[{Red, Line[{{2424, 242}, {2416, 194}}]}],
Graphics[{Red, Line[{{2416, 194}, {2486, 94}}]}],
Graphics[{Red, Line[{{2486, 94}, {2552, 92}}]}],
Graphics[{Red, Line[{{2552, 92}, {2664, 170}}]}],
Graphics[{Red, Line[{{2664, 170}, {2770, 280}}]}],
Graphics[{Red, Line[{{2770, 280}, {2856, 392}}]}],
Graphics[{Red, Line[{{2856, 392}, {2918, 518}}]}],
Graphics[{Red, Line[{{2918, 518}, {2960, 632}}]}],
Graphics[{Red, Line[{{2960, 632}, {3024, 724}}]}],
Graphics[{Red, Line[{{3024, 724}, {3134, 796}}]}],
Graphics[{Red, Line[{{3134, 796}, {3266, 826}}]}],
Graphics[{Red, Line[{{3266, 826}, {4318, 820}}]}],
Graphics[{Red, Line[{{4318, 820}, {4498, 786}}]}],
Graphics[{Red, Line[{{4498, 786}, {4812, 674}}]}],
Graphics[{Red, Line[{{4812, 674}, {4988, 566}}]}],
Graphics[{Red, Line[{{4988, 566}, {5170, 426}}]}],
Graphics[{Red, Line[{{5170, 426}, {5310, 282}}]}],
Graphics[{Red, Line[{{5310, 282}, {5440, 110}}]}],
Graphics[{Red, Line[{{5440, 110}, {5580, -144}}]}],
Graphics[{Red, Line[{{5580, -144}, {5678, -328}}]}],
Graphics[{Red, Line[{{5678, -328}, {5758, -538}}]}],
Graphics[{Red, Line[{{5758, -538}, {5828, -782}}]}],
Graphics[{Red, Line[{{5828, -782}, {5876, -1012}}]}],
Graphics[{Red, Line[{{5876, -1012}, {5908, -1238}}]}],
Graphics[{Red, Line[{{5908, -1238}, {5874, -1390}}]}],
Graphics[{Red, Line[{{5874, -1390}, {5800, -1448}}]}],
Graphics[{Red, Line[{{5800, -1448}, {5706, -1464}}]}],
Graphics[{Red, Line[{{5706, -1464}, {5372, -1464}}]}],
Graphics[{Red, Line[{{5372, -1464}, {5208, -1504}}]}],
Graphics[{Red, Line[{{5208, -1504}, {5074, -1574}}]}],
Graphics[{Red, Line[{{5074, -1574}, {4954, -1664}}]}],
Graphics[{Red, Line[{{4954, -1664}, {4868, -1760}}]}],
Graphics[{Red, Line[{{4868, -1760}, {4802, -1872}}]}],
Graphics[{Red, Line[{{4802, -1872}, {4750, -2072}}]}],
Graphics[{Red, Line[{{4750, -2072}, {4940, -2108}}]}],
Graphics[{Red, Line[{{4940, -2108}, {4986, -2010}}]}],
Graphics[{Red, Line[{{4986, -2010}, {5032, -1910}}]}],
Graphics[{Red, Line[{{5032, -1910}, {5102, -1836}}]}],
Graphics[{Red, Line[{{5102, -1836}, {5192, -1760}}]}],
Graphics[{Red, Line[{{5192, -1760}, {5328, -1710}}]}],
Graphics[{Red, Line[{{5328, -1710}, {5430, -1696}}]}],
Graphics[{Red, Line[{{5430, -1696}, {5602, -1728}}]}],
Graphics[{Red, Line[{{5602, -1728}, {5716, -1790}}]}],
Graphics[{Red, Line[{{5716, -1790}, {5820, -1894}}]}],
Graphics[{Red, Line[{{5820, -1894}, {5884, -2010}}]}],
Graphics[{Red, Line[{{5884, -2010}, {5916, -2144}}]}],
Graphics[{Red, Line[{{5916, -2144}, {5916, -2266}}]}],
Graphics[{Red, Line[{{5916, -2266}, {5882, -2400}}]}],
Graphics[{Red, Line[{{5882, -2400}, {5816, -2508}}]}],
Graphics[{Red, Line[{{5816, -2508}, {5724, -2596}}]}],
Graphics[{Red, Line[{{5724, -2596}, {5606, -2654}}]}],
Graphics[{Red, Line[{{5606, -2654}, {5496, -2682}}]}],
Graphics[{Red, Line[{{5496, -2682}, {5374, -2684}}]}],
Graphics[{Red, Line[{{5374, -2684}, {5256, -2652}}]}],
Graphics[{Red, Line[{{5256, -2652}, {5162, -2596}}]}],
Graphics[{Red, Line[{{5162, -2596}, {5052, -2494}}]}],
Graphics[{Red, Line[{{5052, -2494}, {4988, -2384}}]}],
Graphics[{Red, Line[{{4988, -2384}, {4958, -2282}}]}],
Graphics[{Red, Line[{{4958, -2282}, {4748, -2304}}]}],
Graphics[{Red, Line[{{4748, -2304}, {4796, -2488}}]}],
Graphics[{Red, Line[{{4796, -2488}, {4884, -2630}}]}],
Graphics[{Red, Line[{{4884, -2630}, {4990, -2748}}]}],
Graphics[{Red, Line[{{4990, -2748}, {5142, -2846}}]}],
Graphics[{Red, Line[{{5142, -2846}, {5302, -2902}}]}],
Graphics[{Red, Line[{{5302, -2902}, {5434, -2916}}]}],
Graphics[{Red, Line[{{5434, -2916}, {5764, -2924}}]}],
Graphics[{Red, Line[{{5764, -2924}, {5854, -2978}}]}],
Graphics[{Red, Line[{{5854, -2978}, {5912, -3088}}]}],
Graphics[{Red, Line[{{5912, -3088}, {5904, -3256}}]}],
Graphics[{Red, Line[{{5904, -3256}, {5868, -3426}}]}],
Graphics[{Red, Line[{{5868, -3426}, {5822, -3648}}]}],
Graphics[{Red, Line[{{5822, -3648}, {5772, -3814}}]}],
Graphics[{Red, Line[{{5772, -3814}, {5712, -3994}}]}],
Graphics[{Red, Line[{{5712, -3994}, {5628, -4178}}]}],
Graphics[{Red, Line[{{5628, -4178}, {5530, -4358}}]}],
Graphics[{Red, Line[{{5530, -4358}, {5430, -4504}}]}],
Graphics[{Red, Line[{{5430, -4504}, {5306, -4654}}]}],
Graphics[{Red, Line[{{5306, -4654}, {5124, -4838}}]}],
Graphics[{Red, Line[{{5124, -4838}, {4962, -4966}}]}],
Graphics[{Red, Line[{{4962, -4966}, {4794, -5060}}]}],
Graphics[{Red, Line[{{4794, -5060}, {4596, -5144}}]}],
Graphics[{Red, Line[{{4596, -5144}, {4428, -5186}}]}],
Graphics[{Red, Line[{{4428, -5186}, {4250, -5204}}]}],
Graphics[{Red, Line[{{4250, -5204}, {3206, -5206}}]}],
Graphics[{Red, Line[{{3206, -5206}, {3102, -5164}}]}],
Graphics[{Red, Line[{{3102, -5164}, {2978, -5048}}]}],
Graphics[{Red, Line[{{2978, -5048}, {2926, -4920}}]}],
Graphics[{Red, Line[{{2926, -4920}, {2876, -4816}}]}],
Graphics[{Red, Line[{{2876, -4816}, {2800, -4702}}]}],
Graphics[{Red, Line[{{2800, -4702}, {2728, -4616}}]}],
Graphics[{Red, Line[{{2728, -4616}, {2642, -4540}}]}],
Graphics[{Red, Line[{{2642, -4540}, {2552, -4478}}]}],
Graphics[{Red, Line[{{2552, -4478}, {2482, -4480}}]}],
Graphics[{Red, Line[{{2482, -4480}, {2412, -4582}}]}],
Graphics[{Red, Line[{{2412, -4582}, {2436, -4628}}]}],
Graphics[{Red, Line[{{2436, -4628}, {2556, -4746}}]}],
Graphics[{Red, Line[{{2556, -4746}, {2626, -4902}}]}],
Graphics[{Red, Line[{{2626, -4902}, {2626, -5076}}]}],
Graphics[{Red, Line[{{2626, -5076}, {2502, -5206}}]}],
Graphics[{Red, Line[{{2502, -5206}, {2354, -5260}}]}],
Graphics[{Red, Line[{{2354, -5260}, {2236, -5274}}]}],
Graphics[{Red, Line[{{2236, -5274}, {2034, -5276}}]}],
Graphics[{Red, Line[{{2034, -5276}, {1900, -5256}}]}],
Graphics[{Red, Line[{{1900, -5256}, {1780, -5214}}]}],
Graphics[{Red, Line[{{1780, -5214}, {1682, -5128}}]}],
Graphics[{Red, Line[{{1682, -5128}, {1640, -5014}}]}],
Graphics[{Red, Line[{{1640, -5014}, {1652, -4898}}]}],
Graphics[{Red, Line[{{1652, -4898}, {1690, -4794}}]}],
Graphics[{Red, Line[{{1690, -4794}, {1758, -4700}}]}],
Graphics[{Red, Line[{{1758, -4700}, {1854, -4616}}]}],
Graphics[{Red, Line[{{1854, -4616}, {1860, -4582}}]}],
Graphics[{Red, Line[{{1860, -4582}, {1784, -4476}}]}],
Graphics[{Red, Line[{{1784, -4476}, {1716, -4476}}]}],
Graphics[{Red, Line[{{1716, -4476}, {1570, -4590}}]}],
Graphics[{Red, Line[{{1570, -4590}, {1460, -4710}}]}],
Graphics[{Red, Line[{{1460, -4710}, {1388, -4818}}]}],
Graphics[{Red, Line[{{1388, -4818}, {1332, -4962}}]}],
Graphics[{Red, Line[{{1332, -4962}, {1254, -5102}}]}],
Graphics[{Red, Line[{{1254, -5102}, {1148, -5184}}]}],
Graphics[{Red, Line[{{1148, -5184}, {972, -5204}}]}],
Graphics[{Red, Line[{{972, -5204}, {-32, -5206}}]}],
Graphics[{Red, Line[{{-32, -5206}, {-290, -5156}}]}],
Graphics[{Red, Line[{{-290, -5156}, {-478, -5086}}]}],
Graphics[{Red, Line[{{-478, -5086}, {-638, -5000}}]}],
Graphics[{Red, Line[{{-638, -5000}, {-742, -4932}}]}],
Graphics[{Red, Line[{{-742, -4932}, {-860, -4836}}]}],
Graphics[{Red, Line[{{-860, -4836}, {-1036, -4664}}]}],
Graphics[{Red, Line[{{-1036, -4664}, {-1160, -4504}}]}],
Graphics[{Red, Line[{{-1160, -4504}, {-1264, -4344}}]}],
Graphics[{Red, Line[{{-1264, -4344}, {-1348, -4196}}]}],
Graphics[{Red, Line[{{-1348, -4196}, {-1430, -4028}}]}],
Graphics[{Red, Line[{{-1430, -4028}, {-1494, -3840}}]}],
Graphics[{Red, Line[{{-1494, -3840}, {-1560, -3630}}]}],
Graphics[{Red, Line[{{-1560, -3630}, {-1596, -3444}}]}],
Graphics[{Red, Line[{{-1596, -3444}, {-1626, -3252}}]}],
Graphics[{Red, Line[{{-1626, -3252}, {-1634, -3074}}]}],
Graphics[{Red, Line[{{-1634, -3074}, {-1606, -2976}}]}],
Graphics[{Red, Line[{{-1606, -2976}, {-1560, -2942}}]}],
Graphics[{Red, Line[{{-1560, -2942}, {-1484, -2914}}]}],
Graphics[{Red, Line[{{-1484, -2914}, {-1106, -2910}}]}],
Graphics[{Red, Line[{{-1106, -2910}, {-940, -2878}}]}],
Graphics[{Red, Line[{{-940, -2878}, {-818, -2812}}]}],
Graphics[{Red, Line[{{-818, -2812}, {-694, -2722}}]}],
Graphics[{Red, Line[{{-694, -2722}, {-594, -2608}}]}],
Graphics[{Red, Line[{{-594, -2608}, {-536, -2512}}]}],
Graphics[{Red, Line[{{-536, -2512}, {-488, -2372}}]}],
Graphics[{Red, Line[{{-488, -2372}, {-486, -2298}}]}],
Graphics[{Red, Line[{{-486, -2298}, {-672, -2272}}]}],
Graphics[{Red, Line[{{-672, -2272}, {-736, -2418}}]}],
Graphics[{Red, Line[{{-736, -2418}, {-780, -2498}}]}],
Graphics[{Red, Line[{{-780, -2498}, {-878, -2588}}]}],
Graphics[{Red, Line[{{-878, -2588}, {-1022, -2666}}]}],
Graphics[{Red, Line[{{-1022, -2666}, {-1102, -2684}}]}],
Graphics[{Red, Line[{{-1102, -2684}, {-1224, -2684}}]}],
Graphics[{Red, Line[{{-1224, -2684}, {-1356, -2648}}]}],
Graphics[{Red, Line[{{-1356, -2648}, {-1446, -2588}}]}],
Graphics[{Red, Line[{{-1446, -2588}, {-1542, -2504}}]}],
Graphics[{Red, Line[{{-1542, -2504}, {-1604, -2390}}]}],
Graphics[{Red, Line[{{-1604, -2390}, {-1636, -2262}}]}],
Graphics[{Red, Line[{{-1636, -2262}, {-1636, -2122}}]}],
Graphics[{Red, Line[{{-1636, -2122}, {-1618, -2006}}]}],
Graphics[{Red, Line[{{-1618, -2006}, {-1558, -1904}}]}],
Graphics[{Red, Line[{{-1558, -1904}, {-1456, -1790}}]}],
Graphics[{Red, Line[{{-1456, -1790}, {-1328, -1724}}]}],
Graphics[{Red, Line[{{-1328, -1724}, {-1222, -1704}}]}],
Graphics[{Red, Line[{{-1222, -1704}, {-1088, -1696}}]}],
Graphics[{Red, Line[{{-1088, -1696}, {-892, -1784}}]}],
Graphics[{Red, Line[{{-892, -1784}, {-776, -1886}}]}],
Graphics[{Red, Line[{{-776, -1886}, {-704, -2048}}]}],
Graphics[{Red, Line[{{-704, -2048}, {-682, -2114}}]}],
Graphics[{Red, Line[{{-682, -2114}, {-554, -2094}}]}],
Graphics[{Red, Line[{{-554, -2094}, {-490, -2076}}]}],
Graphics[{Red, Line[{{-412, -50}, {-368, 128}}]}],
Graphics[{Red, Line[{{-368, 128}, {-268, 282}}]}],
Graphics[{Red, Line[{{-268, 282}, {-108, 434}}]}],
Graphics[{Red, Line[{{-108, 434}, {70, 532}}]}],
Graphics[{Red, Line[{{70, 532}, {248, 576}}]}],
Graphics[{Red, Line[{{248, 576}, {272, 516}}]}],
Graphics[{Red, Line[{{272, 516}, {268, 460}}]}],
Graphics[{Red, Line[{{268, 460}, {242, 424}}]}],
Graphics[{Red, Line[{{242, 424}, {80, 360}}]}],
Graphics[{Red, Line[{{80, 360}, {-56, 274}}]}],
Graphics[{Red, Line[{{-56, 274}, {-150, 184}}]}],
Graphics[{Red, Line[{{-150, 184}, {-220, 70}}]}],
Graphics[{Red, Line[{{-220, 70}, {-256, -58}}]}],
Graphics[{Red, Line[{{-256, -58}, {-304, -82}}]}],
Graphics[{Red, Line[{{-304, -82}, {-358, -78}}]}],
Graphics[{Red, Line[{{-358, -78}, {-414, -50}}]}],
Graphics[{Red, Line[{{520, 566}, {496, 512}}]}],
Graphics[{Red, Line[{{496, 512}, {494, 460}}]}],
Graphics[{Red, Line[{{494, 460}, {528, 420}}]}],
Graphics[{Red, Line[{{528, 420}, {654, 372}}]}],
Graphics[{Red, Line[{{654, 372}, {770, 304}}]}],
Graphics[{Red, Line[{{770, 304}, {890, 186}}]}],
Graphics[{Red, Line[{{890, 186}, {974, 46}}]}],
Graphics[{Red, Line[{{974, 46}, {1012, -84}}]}],
Graphics[{Red, Line[{{1012, -84}, {1062, -100}}]}],
Graphics[{Red, Line[{{1062, -100}, {1114, -100}}]}],
Graphics[{Red, Line[{{1114, -100}, {1176, -68}}]}],
Graphics[{Red, Line[{{1176, -68}, {1130, 88}}]}],
Graphics[{Red, Line[{{1130, 88}, {1058, 220}}]}],
Graphics[{Red, Line[{{1058, 220}, {984, 318}}]}],
Graphics[{Red, Line[{{984, 318}, {874, 416}}]}],
Graphics[{Red, Line[{{874, 416}, {754, 492}}]}],
Graphics[{Red, Line[{{754, 492}, {642, 542}}]}],
Graphics[{Red, Line[{{642, 542}, {520, 566}}]}],
Graphics[{Red, Line[{{-286, -298}, {-262, -394}}]}],
Graphics[{Red, Line[{{-262, -394}, {-182, -538}}]}],
Graphics[{Red, Line[{{-182, -538}, {-56, -670}}]}],
Graphics[{Red, Line[{{-56, -670}, {54, -744}}]}],
Graphics[{Red, Line[{{54, -744}, {158, -788}}]}],
Graphics[{Red, Line[{{158, -788}, {582, -784}}]}],
Graphics[{Red, Line[{{582, -784}, {740, -712}}]}],
Graphics[{Red, Line[{{740, -712}, {868, -600}}]}],
Graphics[{Red, Line[{{868, -600}, {960, -466}}]}],
Graphics[{Red, Line[{{960, -466}, {1020, -306}}]}],
Graphics[{Red, Line[{{1020, -306}, {1104, -304}}]}],
Graphics[{Red, Line[{{1104, -304}, {1170, -374}}]}],
Graphics[{Red, Line[{{1170, -374}, {1174, -906}}]}],
Graphics[{Red, Line[{{1174, -906}, {1122, -1094}}]}],
Graphics[{Red, Line[{{1122, -1094}, {1020, -1282}}]}],
Graphics[{Red, Line[{{1020, -1282}, {858, -1456}}]}],
Graphics[{Red, Line[{{858, -1456}, {706, -1546}}]}],
Graphics[{Red, Line[{{706, -1546}, {512, -1624}}]}],
Graphics[{Red, Line[{{512, -1624}, {246, -1628}}]}],
Graphics[{Red, Line[{{246, -1628}, {68, -1568}}]}],
Graphics[{Red, Line[{{68, -1568}, {-84, -1474}}]}],
Graphics[{Red, Line[{{-84, -1474}, {-216, -1358}}]}],
Graphics[{Red, Line[{{-216, -1358}, {-330, -1200}}]}],
Graphics[{Red, Line[{{-330, -1200}, {-406, -1030}}]}],
Graphics[{Red, Line[{{-406, -1030}, {-436, -872}}]}],
Graphics[{Red, Line[{{-436, -872}, {-436, -362}}]}],
Graphics[{Red, Line[{{-436, -362}, {-398, -308}}]}],
Graphics[{Red, Line[{{-398, -308}, {-356, -296}}]}],
Graphics[{Red, Line[{{-356, -296}, {-288, -300}}]}],
Graphics[{Red, Line[{{3752, 566}, {3646, 542}}]}],
Graphics[{Red, Line[{{3646, 542}, {3514, 488}}]}],
Graphics[{Red, Line[{{3514, 488}, {3428, 442}}]}],
Graphics[{Red, Line[{{3428, 442}, {3268, 282}}]}],
Graphics[{Red, Line[{{3268, 282}, {3176, 156}}]}],
Graphics[{Red, Line[{{3176, 156}, {3124, 34}}]}],
Graphics[{Red, Line[{{3124, 34}, {3098, -80}}]}],
Graphics[{Red, Line[{{3098, -80}, {3156, -98}}]}],
Graphics[{Red, Line[{{3156, -98}, {3216, -100}}]}],
Graphics[{Red, Line[{{3216, -100}, {3260, -78}}]}],
Graphics[{Red, Line[{{3260, -78}, {3294, 42}}]}],
Graphics[{Red, Line[{{3294, 42}, {3352, 140}}]}],
Graphics[{Red, Line[{{3352, 140}, {3462, 274}}]}],
Graphics[{Red, Line[{{3462, 274}, {3582, 348}}]}],
Graphics[{Red, Line[{{3582, 348}, {3680, 404}}]}],
Graphics[{Red, Line[{{3680, 404}, {3762, 420}}]}],
Graphics[{Red, Line[{{3762, 420}, {3782, 466}}]}],
Graphics[{Red, Line[{{3782, 466}, {3780, 518}}]}],
Graphics[{Red, Line[{{3780, 518}, {3752, 564}}]}],
Graphics[{Red, Line[{{4022, 574}, {3998, 516}}]}],
Graphics[{Red, Line[{{3998, 516}, {4006, 460}}]}],
Graphics[{Red, Line[{{4006, 460}, {4026, 426}}]}],
Graphics[{Red, Line[{{4026, 426}, {4192, 372}}]}],
Graphics[{Red, Line[{{4192, 372}, {4336, 270}}]}],
Graphics[{Red, Line[{{4336, 270}, {4460, 108}}]}],
Graphics[{Red, Line[{{4460, 108}, {4528, -50}}]}],
Graphics[{Red, Line[{{4528, -50}, {4572, -76}}]}],
Graphics[{Red, Line[{{4572, -76}, {4624, -76}}]}],
Graphics[{Red, Line[{{4624, -76}, {4684, -52}}]}],
Graphics[{Red, Line[{{4684, -52}, {4656, 78}}]}],
Graphics[{Red, Line[{{4656, 78}, {4586, 212}}]}],
Graphics[{Red, Line[{{4586, 212}, {4520, 306}}]}],
Graphics[{Red, Line[{{4520, 306}, {4420, 402}}]}],
Graphics[{Red, Line[{{4420, 402}, {4310, 476}}]}],
Graphics[{Red, Line[{{4310, 476}, {4186, 538}}]}],
Graphics[{Red, Line[{{4186, 538}, {4064, 578}}]}],
Graphics[{Red, Line[{{4064, 578}, {4022, 576}}]}],
Graphics[{Red, Line[{{3252, -308}, {3328, -500}}]}],
Graphics[{Red, Line[{{3328, -500}, {3442, -646}}]}],
Graphics[{Red, Line[{{3442, -646}, {3574, -732}}]}],
Graphics[{Red, Line[{{3574, -732}, {3714, -788}}]}],
Graphics[{Red, Line[{{3714, -788}, {4112, -788}}]}],
Graphics[{Red, Line[{{4112, -788}, {4258, -720}}]}],
Graphics[{Red, Line[{{4258, -720}, {4380, -628}}]}],
Graphics[{Red, Line[{{4380, -628}, {4484, -486}}]}],
Graphics[{Red, Line[{{4484, -486}, {4550, -302}}]}],
Graphics[{Red, Line[{{4550, -302}, {4638, -298}}]}],
Graphics[{Red, Line[{{4638, -298}, {4706, -362}}]}],
Graphics[{Red, Line[{{4706, -362}, {4708, -912}}]}],
Graphics[{Red, Line[{{4708, -912}, {4660, -1074}}]}],
Graphics[{Red, Line[{{4660, -1074}, {4592, -1218}}]}],
Graphics[{Red, Line[{{4592, -1218}, {4480, -1364}}]}],
Graphics[{Red, Line[{{4480, -1364}, {4386, -1454}}]}],
Graphics[{Red, Line[{{4386, -1454}, {4260, -1542}}]}],
Graphics[{Red, Line[{{4260, -1542}, {4116, -1600}}]}],
Graphics[{Red, Line[{{4116, -1600}, {3974, -1636}}]}],
Graphics[{Red, Line[{{3974, -1636}, {3830, -1638}}]}],
Graphics[{Red, Line[{{3830, -1638}, {3676, -1606}}]}],
Graphics[{Red, Line[{{3676, -1606}, {3552, -1546}}]}],
Graphics[{Red, Line[{{3552, -1546}, {3428, -1466}}]}],
Graphics[{Red, Line[{{3428, -1466}, {3320, -1358}}]}],
Graphics[{Red, Line[{{3320, -1358}, {3228, -1246}}]}],
Graphics[{Red, Line[{{3228, -1246}, {3174, -1138}}]}],
Graphics[{Red, Line[{{3174, -1138}, {3130, -1016}}]}],
Graphics[{Red, Line[{{3130, -1016}, {3102, -908}}]}],
Graphics[{Red, Line[{{3102, -908}, {3100, -368}}]}],
Graphics[{Red, Line[{{3100, -368}, {3128, -320}}]}],
Graphics[{Red, Line[{{3128, -320}, {3178, -304}}]}],
Graphics[{Red, Line[{{3178, -304}, {3250, -308}}]}],
Graphics[{Red, Line[{{2284, -1448}, {2392, -1466}}]}],
Graphics[{Red, Line[{{2392, -1466}, {2538, -1534}}]}],
Graphics[{Red, Line[{{2538, -1534}, {2690, -1632}}]}],
Graphics[{Red, Line[{{2690, -1632}, {2802, -1748}}]}],
Graphics[{Red, Line[{{2802, -1748}, {2906, -1910}}]}],
Graphics[{Red, Line[{{2906, -1910}, {2942, -2076}}]}],
Graphics[{Red, Line[{{2942, -2076}, {2886, -2100}}]}],
Graphics[{Red, Line[{{2886, -2100}, {2826, -2100}}]}],
Graphics[{Red, Line[{{2826, -2100}, {2782, -2080}}]}],
Graphics[{Red, Line[{{2782, -2080}, {2754, -1952}}]}],
Graphics[{Red, Line[{{2754, -1952}, {2696, -1864}}]}],
Graphics[{Red, Line[{{2696, -1864}, {2630, -1778}}]}],
Graphics[{Red, Line[{{2630, -1778}, {2530, -1696}}]}],
Graphics[{Red, Line[{{2530, -1696}, {2428, -1640}}]}],
Graphics[{Red, Line[{{2428, -1640}, {2288, -1596}}]}],
Graphics[{Red, Line[{{2288, -1596}, {2256, -1548}}]}],
Graphics[{Red, Line[{{2256, -1548}, {2260, -1492}}]}],
Graphics[{Red, Line[{{2260, -1492}, {2284, -1446}}]}],
Graphics[{Red, Line[{{1984, -1448}, {2006, -1504}}]}],
Graphics[{Red, Line[{{2006, -1504}, {2008, -1556}}]}],
Graphics[{Red, Line[{{2008, -1556}, {1982, -1600}}]}],
Graphics[{Red, Line[{{1982, -1600}, {1878, -1630}}]}],
Graphics[{Red, Line[{{1878, -1630}, {1778, -1680}}]}],
Graphics[{Red, Line[{{1778, -1680}, {1706, -1732}}]}],
Graphics[{Red, Line[{{1706, -1732}, {1640, -1792}}]}],
Graphics[{Red, Line[{{1640, -1792}, {1576, -1858}}]}],
Graphics[{Red, Line[{{1576, -1858}, {1534, -1928}}]}],
Graphics[{Red, Line[{{1534, -1928}, {1498, -2008}}]}],
Graphics[{Red, Line[{{1498, -2008}, {1492, -2078}}]}],
Graphics[{Red, Line[{{1492, -2078}, {1444, -2104}}]}],
Graphics[{Red, Line[{{1444, -2104}, {1386, -2102}}]}],
Graphics[{Red, Line[{{1386, -2102}, {1332, -2070}}]}],
Graphics[{Red, Line[{{1332, -2070}, {1346, -1968}}]}],
Graphics[{Red, Line[{{1346, -1968}, {1378, -1876}}]}],
Graphics[{Red, Line[{{1378, -1876}, {1432, -1792}}]}],
Graphics[{Red, Line[{{1432, -1792}, {1486, -1726}}]}],
Graphics[{Red, Line[{{1486, -1726}, {1578, -1636}}]}],
Graphics[{Red, Line[{{1578, -1636}, {1658, -1570}}]}],
Graphics[{Red, Line[{{1658, -1570}, {1758, -1520}}]}],
Graphics[{Red, Line[{{1758, -1520}, {1844, -1476}}]}],
Graphics[{Red, Line[{{1844, -1476}, {1938, -1452}}]}],
Graphics[{Red, Line[{{1938, -1452}, {1982, -1446}}]}],
Graphics[{Red, Line[{{1490, -2310}, {1440, -2280}}]}],
Graphics[{Red, Line[{{1440, -2280}, {1378, -2280}}]}],
Graphics[{Red, Line[{{1378, -2280}, {1332, -2308}}]}],
Graphics[{Red, Line[{{1332, -2308}, {1332, -2376}}]}],
Graphics[{Red, Line[{{1332, -2376}, {1394, -2522}}]}],
Graphics[{Red, Line[{{1394, -2522}, {1456, -2616}}]}],
Graphics[{Red, Line[{{1456, -2616}, {1538, -2710}}]}],
Graphics[{Red, Line[{{1538, -2710}, {1646, -2798}}]}],
Graphics[{Red, Line[{{1646, -2798}, {1736, -2854}}]}],
Graphics[{Red, Line[{{1736, -2854}, {1842, -2894}}]}],
Graphics[{Red, Line[{{1842, -2894}, {1986, -2934}}]}],
Graphics[{Red, Line[{{1986, -2934}, {2012, -2880}}]}],
Graphics[{Red, Line[{{2012, -2880}, {2010, -2824}}]}],
Graphics[{Red, Line[{{2010, -2824}, {1984, -2782}}]}],
Graphics[{Red, Line[{{1984, -2782}, {1876, -2750}}]}],
Graphics[{Red, Line[{{1876, -2750}, {1776, -2704}}]}],
Graphics[{Red, Line[{{1776, -2704}, {1682, -2628}}]}],
Graphics[{Red, Line[{{1682, -2628}, {1594, -2546}}]}],
Graphics[{Red, Line[{{1594, -2546}, {1534, -2454}}]}],
Graphics[{Red, Line[{{1534, -2454}, {1490, -2364}}]}],
Graphics[{Red, Line[{{1490, -2364}, {1486, -2310}}]}],
Graphics[{Red, Line[{{2328, -2936}, {2286, -2936}}]}],
Graphics[{Red, Line[{{2286, -2936}, {2264, -2872}}]}],
Graphics[{Red, Line[{{2264, -2872}, {2270, -2800}}]}],
Graphics[{Red, Line[{{2270, -2800}, {2316, -2778}}]}],
Graphics[{Red, Line[{{2316, -2778}, {2438, -2738}}]}],
Graphics[{Red, Line[{{2438, -2738}, {2540, -2674}}]}],
Graphics[{Red, Line[{{2540, -2674}, {2628, -2606}}]}],
Graphics[{Red, Line[{{2628, -2606}, {2700, -2518}}]}],
Graphics[{Red, Line[{{2700, -2518}, {2750, -2436}}]}],
Graphics[{Red, Line[{{2750, -2436}, {2780, -2346}}]}],
Graphics[{Red, Line[{{2780, -2346}, {2780, -2302}}]}],
Graphics[{Red, Line[{{2780, -2302}, {2834, -2280}}]}],
Graphics[{Red, Line[{{2834, -2280}, {2888, -2282}}]}],
Graphics[{Red, Line[{{2888, -2282}, {2940, -2310}}]}],
Graphics[{Red, Line[{{2940, -2310}, {2936, -2376}}]}],
Graphics[{Red, Line[{{2936, -2376}, {2916, -2460}}]}],
Graphics[{Red, Line[{{2916, -2460}, {2876, -2528}}]}],
Graphics[{Red, Line[{{2876, -2528}, {2818, -2618}}]}],
Graphics[{Red, Line[{{2818, -2618}, {2738, -2710}}]}],
Graphics[{Red, Line[{{2738, -2710}, {2640, -2790}}]}],
Graphics[{Red, Line[{{2640, -2790}, {2548, -2852}}]}],
Graphics[{Red, Line[{{2548, -2852}, {2454, -2902}}]}],
Graphics[{Red, Line[{{2454, -2902}, {2326, -2936}}]}],
Graphics[{Red, Line[{{-254, -4328}, {-306, -4304}}]}],
Graphics[{Red, Line[{{-306, -4304}, {-360, -4306}}]}],
Graphics[{Red, Line[{{-360, -4306}, {-408, -4332}}]}],
Graphics[{Red, Line[{{-408, -4332}, {-392, -4424}}]}],
Graphics[{Red, Line[{{-392, -4424}, {-354, -4528}}]}],
Graphics[{Red, Line[{{-354, -4528}, {-298, -4618}}]}],
Graphics[{Red, Line[{{-298, -4618}, {-236, -4698}}]}],
Graphics[{Red, Line[{{-236, -4698}, {-142, -4796}}]}],
Graphics[{Red, Line[{{-142, -4796}, {-52, -4852}}]}],
Graphics[{Red, Line[{{-52, -4852}, {64, -4908}}]}],
Graphics[{Red, Line[{{64, -4908}, {194, -4954}}]}],
Graphics[{Red, Line[{{194, -4954}, {248, -4958}}]}],
Graphics[{Red, Line[{{248, -4958}, {274, -4904}}]}],
Graphics[{Red, Line[{{274, -4904}, {276, -4850}}]}],
Graphics[{Red, Line[{{276, -4850}, {242, -4804}}]}],
Graphics[{Red, Line[{{242, -4804}, {128, -4770}}]}],
Graphics[{Red, Line[{{128, -4770}, {16, -4708}}]}],
Graphics[{Red, Line[{{16, -4708}, {-96, -4624}}]}],
Graphics[{Red, Line[{{-96, -4624}, {-180, -4520}}]}],
Graphics[{Red, Line[{{-180, -4520}, {-232, -4416}}]}],
Graphics[{Red, Line[{{-232, -4416}, {-254, -4330}}]}],
Graphics[{Red, Line[{{514, -4800}, {494, -4840}}]}],
Graphics[{Red, Line[{{494, -4840}, {500, -4908}}]}],
Graphics[{Red, Line[{{500, -4908}, {520, -4952}}]}],
Graphics[{Red, Line[{{520, -4952}, {570, -4948}}]}],
Graphics[{Red, Line[{{570, -4948}, {664, -4914}}]}],
Graphics[{Red, Line[{{664, -4914}, {760, -4876}}]}],
Graphics[{Red, Line[{{760, -4876}, {874, -4800}}]}],
Graphics[{Red, Line[{{874, -4800}, {952, -4728}}]}],
Graphics[{Red, Line[{{952, -4728}, {1032, -4634}}]}],
Graphics[{Red, Line[{{1032, -4634}, {1092, -4536}}]}],
Graphics[{Red, Line[{{1092, -4536}, {1132, -4444}}]}],
Graphics[{Red, Line[{{1132, -4444}, {1162, -4356}}]}],
Graphics[{Red, Line[{{1162, -4356}, {1168, -4306}}]}],
Graphics[{Red, Line[{{1168, -4306}, {1120, -4282}}]}],
Graphics[{Red, Line[{{1120, -4282}, {1058, -4280}}]}],
Graphics[{Red, Line[{{1058, -4280}, {1012, -4304}}]}],
Graphics[{Red, Line[{{1012, -4304}, {982, -4410}}]}],
Graphics[{Red, Line[{{982, -4410}, {940, -4504}}]}],
Graphics[{Red, Line[{{940, -4504}, {894, -4564}}]}],
Graphics[{Red, Line[{{894, -4564}, {842, -4620}}]}],
Graphics[{Red, Line[{{842, -4620}, {758, -4694}}]}],
Graphics[{Red, Line[{{758, -4694}, {686, -4730}}]}],
Graphics[{Red, Line[{{686, -4730}, {612, -4774}}]}],
Graphics[{Red, Line[{{612, -4774}, {512, -4800}}]}],
Graphics[{Red, Line[{{-292, -4080}, {-362, -4084}}]}],
Graphics[{Red, Line[{{-362, -4084}, {-410, -4060}}]}],
Graphics[{Red, Line[{{-410, -4060}, {-432, -4014}}]}],
Graphics[{Red, Line[{{-432, -4014}, {-436, -3474}}]}],
Graphics[{Red, Line[{{-436, -3474}, {-398, -3326}}]}],
Graphics[{Red, Line[{{-398, -3326}, {-340, -3192}}]}],
Graphics[{Red, Line[{{-340, -3192}, {-270, -3076}}]}],
Graphics[{Red, Line[{{-270, -3076}, {-110, -2918}}]}],
Graphics[{Red, Line[{{-110, -2918}, {34, -2826}}]}],
Graphics[{Red, Line[{{34, -2826}, {158, -2778}}]}],
Graphics[{Red, Line[{{158, -2778}, {296, -2746}}]}],
Graphics[{Red, Line[{{296, -2746}, {444, -2744}}]}],
Graphics[{Red, Line[{{444, -2744}, {584, -2776}}]}],
Graphics[{Red, Line[{{584, -2776}, {726, -2840}}]}],
Graphics[{Red, Line[{{726, -2840}, {860, -2930}}]}],
Graphics[{Red, Line[{{860, -2930}, {990, -3062}}]}],
Graphics[{Red, Line[{{990, -3062}, {1080, -3202}}]}],
Graphics[{Red, Line[{{1080, -3202}, {1126, -3308}}]}],
Graphics[{Red, Line[{{1126, -3308}, {1172, -3472}}]}],
Graphics[{Red, Line[{{1172, -3472}, {1174, -4012}}]}],
Graphics[{Red, Line[{{1174, -4012}, {1142, -4062}}]}],
Graphics[{Red, Line[{{1142, -4062}, {1088, -4076}}]}],
Graphics[{Red, Line[{{1088, -4076}, {1022, -4074}}]}],
Graphics[{Red, Line[{{1022, -4074}, {998, -3992}}]}],
Graphics[{Red, Line[{{998, -3992}, {960, -3902}}]}],
Graphics[{Red, Line[{{960, -3902}, {896, -3806}}]}],
Graphics[{Red, Line[{{896, -3806}, {786, -3706}}]}],
Graphics[{Red, Line[{{786, -3706}, {672, -3636}}]}],
Graphics[{Red, Line[{{672, -3636}, {576, -3592}}]}],
Graphics[{Red, Line[{{576, -3592}, {156, -3592}}]}],
Graphics[{Red, Line[{{156, -3592}, {22, -3658}}]}],
Graphics[{Red, Line[{{22, -3658}, {-80, -3728}}]}],
Graphics[{Red, Line[{{-80, -3728}, {-150, -3812}}]}],
Graphics[{Red, Line[{{-150, -3812}, {-228, -3926}}]}],
Graphics[{Red, Line[{{-228, -3926}, {-266, -4014}}]}],
Graphics[{Red, Line[{{-266, -4014}, {-292, -4082}}]}],
Graphics[{Red, Line[{{3254, -4072}, {3174, -4072}}]}],
Graphics[{Red, Line[{{3174, -4072}, {3104, -4016}}]}],
Graphics[{Red, Line[{{3104, -4016}, {3100, -3476}}]}],
Graphics[{Red, Line[{{3100, -3476}, {3174, -3234}}]}],
Graphics[{Red, Line[{{3174, -3234}, {3260, -3086}}]}],
Graphics[{Red, Line[{{3260, -3086}, {3388, -2948}}]}],
Graphics[{Red, Line[{{3388, -2948}, {3518, -2862}}]}],
Graphics[{Red, Line[{{3518, -2862}, {3674, -2780}}]}],
Graphics[{Red, Line[{{3674, -2780}, {3842, -2746}}]}],
Graphics[{Red, Line[{{3842, -2746}, {3986, -2744}}]}],
Graphics[{Red, Line[{{3986, -2744}, {4186, -2800}}]}],
Graphics[{Red, Line[{{4186, -2800}, {4332, -2884}}]}],
Graphics[{Red, Line[{{4332, -2884}, {4442, -2974}}]}],
Graphics[{Red, Line[{{4442, -2974}, {4556, -3110}}]}],
Graphics[{Red, Line[{{4556, -3110}, {4636, -3244}}]}],
Graphics[{Red, Line[{{4636, -3244}, {4684, -3372}}]}],
Graphics[{Red, Line[{{4684, -3372}, {4708, -3488}}]}],
Graphics[{Red, Line[{{4708, -3488}, {4708, -4022}}]}],
Graphics[{Red, Line[{{4708, -4022}, {4672, -4070}}]}],
Graphics[{Red, Line[{{4672, -4070}, {4628, -4086}}]}],
Graphics[{Red, Line[{{4628, -4086}, {4554, -4086}}]}],
Graphics[{Red, Line[{{4554, -4086}, {4510, -3946}}]}],
Graphics[{Red, Line[{{4510, -3946}, {4448, -3826}}]}],
Graphics[{Red, Line[{{4448, -3826}, {4314, -3694}}]}],
Graphics[{Red, Line[{{4314, -3694}, {4184, -3616}}]}],
Graphics[{Red, Line[{{4184, -3616}, {4106, -3592}}]}],
Graphics[{Red, Line[{{4106, -3592}, {3694, -3594}}]}],
Graphics[{Red, Line[{{3694, -3594}, {3590, -3636}}]}],
Graphics[{Red, Line[{{3590, -3636}, {3476, -3708}}]}],
Graphics[{Red, Line[{{3476, -3708}, {3390, -3806}}]}],
Graphics[{Red, Line[{{3390, -3806}, {3318, -3918}}]}],
Graphics[{Red, Line[{{3318, -3918}, {3276, -4008}}]}],
Graphics[{Red, Line[{{3276, -4008}, {3254, -4074}}]}],
Graphics[{Red, Line[{{3256, -4302}, {3296, -4428}}]}],
Graphics[{Red, Line[{{3296, -4428}, {3362, -4538}}]}],
Graphics[{Red, Line[{{3362, -4538}, {3464, -4658}}]}],
Graphics[{Red, Line[{{3464, -4658}, {3572, -4728}}]}],
Graphics[{Red, Line[{{3572, -4728}, {3714, -4794}}]}],
Graphics[{Red, Line[{{3714, -4794}, {3764, -4810}}]}],
Graphics[{Red, Line[{{3764, -4810}, {3784, -4846}}]}],
Graphics[{Red, Line[{{3784, -4846}, {3784, -4896}}]}],
Graphics[{Red, Line[{{3784, -4896}, {3746, -4954}}]}],
Graphics[{Red, Line[{{3746, -4954}, {3658, -4936}}]}],
Graphics[{Red, Line[{{3658, -4936}, {3522, -4878}}]}],
Graphics[{Red, Line[{{3522, -4878}, {3452, -4838}}]}],
Graphics[{Red, Line[{{3452, -4838}, {3362, -4770}}]}],
Graphics[{Red, Line[{{3362, -4770}, {3270, -4676}}]}],
Graphics[{Red, Line[{{3270, -4676}, {3202, -4580}}]}],
Graphics[{Red, Line[{{3202, -4580}, {3144, -4480}}]}],
Graphics[{Red, Line[{{3144, -4480}, {3116, -4392}}]}],
Graphics[{Red, Line[{{3116, -4392}, {3104, -4302}}]}],
Graphics[{Red, Line[{{3104, -4302}, {3156, -4276}}]}],
Graphics[{Red, Line[{{3156, -4276}, {3214, -4278}}]}],
Graphics[{Red, Line[{{3214, -4278}, {3256, -4302}}]}],
Graphics[{Red, Line[{{4020, -4812}, {4000, -4852}}]}],
Graphics[{Red, Line[{{4000, -4852}, {4000, -4908}}]}],
Graphics[{Red, Line[{{4000, -4908}, {4028, -4958}}]}],
Graphics[{Red, Line[{{4028, -4958}, {4214, -4912}}]}],
Graphics[{Red, Line[{{4214, -4912}, {4360, -4832}}]}],
Graphics[{Red, Line[{{4360, -4832}, {4474, -4742}}]}],
Graphics[{Red, Line[{{4474, -4742}, {4570, -4626}}]}],
Graphics[{Red, Line[{{4570, -4626}, {4634, -4516}}]}],
Graphics[{Red, Line[{{4634, -4516}, {4668, -4418}}]}],
Graphics[{Red, Line[{{4668, -4418}, {4680, -4334}}]}],
Graphics[{Red, Line[{{4680, -4334}, {4626, -4306}}]}],
Graphics[{Red, Line[{{4626, -4306}, {4574, -4308}}]}],
Graphics[{Red, Line[{{4574, -4308}, {4522, -4332}}]}],
Graphics[{Red, Line[{{4522, -4332}, {4484, -4450}}]}],
Graphics[{Red, Line[{{4484, -4450}, {4420, -4560}}]}],
Graphics[{Red, Line[{{4420, -4560}, {4314, -4668}}]}],
Graphics[{Red, Line[{{4314, -4668}, {4226, -4734}}]}],
Graphics[{Red, Line[{{4226, -4734}, {4126, -4778}}]}],
Graphics[{Red, Line[{{4126, -4778}, {4022, -4810}}]}],
Background->Black]
Attachments
arena1_Complete.png
arena1_Complete.png (71.06 KiB) Viewed 358 times
arena2_Complete.png
arena2_Complete.png (38.85 KiB) Viewed 358 times
dm1_Complete.png
dm1_Complete.png (47.16 KiB) Viewed 358 times
dm2_Complete.png
dm2_Complete.png (39 KiB) Viewed 358 times
domination1_Complete.png
domination1_Complete.png (95.5 KiB) Viewed 358 times
domination2_Complete.png
domination2_Complete.png (73.53 KiB) Viewed 358 times
domination3_Complete.png
domination3_Complete.png (96.79 KiB) Viewed 358 times

Please feel free to private message me!

"Do not rebuke mockers or they will hate you; rebuke the wise and they will love you."

“Don't write so that you can be understood, write so that you can't be misunderstood.”
― William Howard Taft
#76542 by I_Am_Jarvis Sat Sep 22, 2018 7:27 am
In my case, I remember all but the those top two, never been in those.

Many a day, I go through mental debates:
Is there any exception to the 3-Ates?
"Tolerate, Compensate, Mediate."
Alas there is none, they are so great.
Perhaps you can try, but only your best.
For every time, these shall pass the test.
-E. Jarvis
#76547 by Malfunction Junction Sun Sep 23, 2018 11:29 pm
I was around, probably a few months before 1v1 matches were completely cut off from everything else. that's what the first two screenshots were for. i remember farming 1v1 matches with someone a long time ago.. i don't know what became of them.

map with the 3 capture points was domination1, the other map that was big was for deathmatch, and i liked that one.

and the others are just standard maps everyone should know about.

My account name is God, contact me via the game if you need to for some reason.
#76548 by Nightsky Mon Sep 24, 2018 11:18 am
I do remember all of them. :) The third one however I'm not sure about. I think I was on it before, once.

Image
#76559 by Monohelix Thu Sep 27, 2018 5:59 pm
Aren't those duels/deathmatch rooms?

4,5 and 6 are horribly prolific with team vs
#76569 by GuestNINJAS Mon Oct 01, 2018 7:55 pm
The 3rd one... Where I dominated all for a short amount of time...

Sad fact : I was quite often in-game.. Making dramas, showing up in chat a lot! Laughing.. raging... pvp'ing..

Yet almost no one remembers who I was. Pay respects. Press F.

Go to the Astroflux discord befoee this forum and the game gets deleted.
#76588 by GrayBeard Thu Oct 11, 2018 4:27 pm
DM3..Bad memories of constantly getting killed xD

Image

Who is online

Users browsing this forum: No registered users and 2 guests

About

Welcome to the AstroFlux forum! This forum is here to provide you with a friendly environment where you can ask questions and receive helpful information from experienced players. Please Join the discussions in the Astroflux forums. The game developers are active here and are happy to hear what you think!

AstroFlux is a MMO space shooter with numerous weapons, upgrades and abilities. Explore the galaxy and collect space junk to gain resources for new technologies.