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📄 the_factory-24x21.board

📁 MegaMek is a networked Java clone of BattleTech, a turn-based sci-fi boardgame for 2+ players. Fight
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size 24 21hex 0101 0 "" ""hex 0201 0 "" ""hex 0301 0 "" ""hex 0401 0 "" ""hex 0501 0 "" ""hex 0601 0 "" ""hex 0701 0 "" ""hex 0801 0 "" ""hex 0901 0 "" ""hex 1001 0 "" ""hex 1101 0 "" ""hex 1201 0 "" ""hex 1301 0 "" ""hex 1401 0 "" ""hex 1501 0 "" ""hex 1601 0 "" ""hex 1701 0 "" ""hex 1801 0 "" ""hex 1901 0 "" ""hex 2001 0 "" ""hex 2101 0 "" ""hex 2201 0 "" ""hex 2301 0 "" ""hex 2401 0 "" ""hex 0102 0 "" ""hex 0202 0 "" ""hex 0302 0 "" ""hex 0402 3 "pavement:0" ""hex 0502 0 "" ""hex 0602 0 "" ""hex 0702 0 "" ""hex 0802 0 "" ""hex 0902 0 "" ""hex 1002 0 "" ""hex 1102 0 "" ""hex 1202 20 "pavement:1" ""hex 1302 0 "fluff:8:0" ""hex 1402 3 "pavement:0" ""hex 1502 0 "fluff:8:0" ""hex 1602 20 "pavement:1" ""hex 1702 0 "fluff:8:0" ""hex 1802 20 "pavement:1" ""hex 1902 0 "fluff:8:0" ""hex 2002 20 "pavement:1" ""hex 2102 0 "fluff:8:0" ""hex 2202 20 "pavement:1" ""hex 2302 0 "" ""hex 2402 0 "" ""hex 0103 0 "" ""hex 0203 3 "pavement:0" ""hex 0303 3 "pavement:0" ""hex 0403 0 "pavement:0;fluff:8:3" ""hex 0503 3 "pavement:0" ""hex 0603 3 "pavement:0" ""hex 0703 0 "" ""hex 0803 2 "pavement:0" ""hex 0903 0 "" ""hex 1003 0 "" ""hex 1103 0 "" ""hex 1203 20 "pavement:1" ""hex 1303 3 "pavement:0" ""hex 1403 3 "pavement:0" ""hex 1503 3 "pavement:0" ""hex 1603 3 "pavement:0" ""hex 1703 20 "pavement:1" ""hex 1803 3 "pavement:0" ""hex 1903 20 "pavement:1" ""hex 2003 3 "pavement:0" ""hex 2103 20 "pavement:1" ""hex 2203 20 "pavement:1" ""hex 2303 0 "" ""hex 2403 0 "" ""hex 0104 0 "" ""hex 0204 3 "pavement:0" ""hex 0304 0 "pavement:0;fluff:8:2" ""hex 0404 0 "pavement:0" ""hex 0504 0 "pavement:0;fluff:8:4" ""hex 0604 3 "pavement:0" ""hex 0704 0 "" ""hex 0804 0 "" ""hex 0904 0 "" ""hex 1004 0 "" ""hex 1104 0 "" ""hex 1204 20 "pavement:1" ""hex 1304 3 "pavement:0" ""hex 1404 3 "pavement:0" ""hex 1504 3 "pavement:0" ""hex 1604 3 "pavement:0" ""hex 1704 3 "pavement:0" ""hex 1804 3 "pavement:0" ""hex 1904 20 "pavement:1" ""hex 2004 3 "pavement:0" ""hex 2104 3 "pavement:0" ""hex 2204 20 "pavement:1" ""hex 2304 0 "" ""hex 2404 0 "" ""hex 0105 0 "" ""hex 0205 0 "pavement:0" ""hex 0305 0 "pavement:0" ""hex 0405 0 "pavement:0;fluff:8:0" ""hex 0505 0 "pavement:0" ""hex 0605 0 "pavement:0" ""hex 0705 0 "" ""hex 0805 0 "" ""hex 0905 0 "" ""hex 1005 0 "" ""hex 1105 0 "" ""hex 1205 20 "pavement:1" ""hex 1305 3 "pavement:0" ""hex 1405 4 "pavement:0" ""hex 1505 20 "pavement:0" ""hex 1605 3 "pavement:0" ""hex 1705 3 "pavement:0" ""hex 1805 3 "pavement:0" ""hex 1905 20 "pavement:1" ""hex 2005 3 "pavement:0" ""hex 2105 3 "pavement:0" ""hex 2205 20 "pavement:1" ""hex 2305 0 "" ""hex 2405 0 "" ""hex 0106 0 "" ""hex 0206 0 "" ""hex 0306 3 "pavement:0" ""hex 0406 3 "pavement:0" ""hex 0506 3 "pavement:0" ""hex 0606 0 "" ""hex 0706 2 "pavement:0" ""hex 0806 0 "" ""hex 0906 0 "" ""hex 1006 0 "" ""hex 1106 0 "" ""hex 1206 20 "pavement:1" ""hex 1306 4 "pavement:0" ""hex 1406 2 "pavement:1" ""hex 1506 2 "pavement:1" ""hex 1606 3 "pavement:0" ""hex 1706 3 "pavement:0" ""hex 1806 3 "pavement:0" ""hex 1906 3 "pavement:0" ""hex 2006 3 "pavement:0" ""hex 2106 3 "pavement:0" ""hex 2206 20 "pavement:1" ""hex 2306 0 "" ""hex 2406 0 "" ""hex 0107 0 "" ""hex 0207 0 "" ""hex 0307 0 "" ""hex 0407 0 "" ""hex 0507 0 "" ""hex 0607 0 "" ""hex 0707 0 "" ""hex 0807 0 "" ""hex 0907 0 "" ""hex 1007 0 "" ""hex 1107 0 "" ""hex 1207 1 "pavement:1" ""hex 1307 1 "pavement:1" ""hex 1407 2 "pavement:1" ""hex 1507 2 "pavement:1" ""hex 1607 3 "pavement:0" ""hex 1707 3 "pavement:0" ""hex 1807 20 "pavement:0" ""hex 1907 3 "pavement:0" ""hex 2007 20 "pavement:1" ""hex 2107 3 "pavement:0" ""hex 2207 20 "pavement:1" ""hex 2307 0 "" ""hex 2407 0 "" ""hex 0108 0 "" ""hex 0208 0 "" ""hex 0308 0 "" ""hex 0408 0 "" ""hex 0508 0 "" ""hex 0608 0 "" ""hex 0708 0 "" ""hex 0808 0 "" ""hex 0908 0 "" ""hex 1008 0 "" ""hex 1108 0 "" ""hex 1208 1 "pavement:1" ""hex 1308 1 "pavement:1" ""hex 1408 4 "pavement:0" ""hex 1508 20 "pavement:0" ""hex 1608 3 "pavement:0" ""hex 1708 3 "pavement:0" ""hex 1808 3 "pavement:0" ""hex 1908 3 "pavement:0" ""hex 2008 3 "pavement:0" ""hex 2108 3 "pavement:0" ""hex 2208 3 "pavement:0" ""hex 2308 0 "" ""hex 2408 0 "" ""hex 0109 0 "" ""hex 0209 0 "" ""hex 0309 0 "" ""hex 0409 0 "" ""hex 0509 0 "" ""hex 0609 0 "" ""hex 0709 0 "" ""hex 0809 0 "" ""hex 0909 0 "" ""hex 1009 0 "" ""hex 1109 0 "" ""hex 1209 20 "pavement:1" ""hex 1309 4 "pavement:0" ""hex 1409 3 "pavement:0" ""hex 1509 3 "pavement:0" ""hex 1609 3 "pavement:0" ""hex 1709 3 "pavement:0" ""hex 1809 3 "pavement:0" ""hex 1909 3 "pavement:0" ""hex 2009 3 "pavement:0" ""hex 2109 3 "pavement:0" ""hex 2209 3 "pavement:0" ""hex 2309 0 "" ""hex 2409 0 "" ""hex 0110 0 "" ""hex 0210 4 "pavement:1" ""hex 0310 0 "fluff:8:0" ""hex 0410 20 "pavement:1" ""hex 0510 0 "fluff:8:0" ""hex 0610 20 "pavement:1" ""hex 0710 0 "fluff:8:0" ""hex 0810 20 "pavement:1" ""hex 0910 0 "" ""hex 1010 0 "" ""hex 1110 0 "" ""hex 1210 20 "pavement:1" ""hex 1310 3 "pavement:0" ""hex 1410 3 "pavement:0" ""hex 1510 3 "pavement:0" ""hex 1610 3 "pavement:0" ""hex 1710 3 "pavement:0" ""hex 1810 20 "pavement:0" ""hex 1910 3 "pavement:0" ""hex 2010 20 "pavement:0" ""hex 2110 3 "pavement:0" ""hex 2210 20 "pavement:1" ""hex 2310 0 "" ""hex 2410 0 "" ""hex 0111 0 "" ""hex 0211 3 "pavement:0" ""hex 0311 3 "pavement:0" ""hex 0411 3 "pavement:0" ""hex 0511 3 "pavement:0" ""hex 0611 3 "pavement:0" ""hex 0711 3 "pavement:0" ""hex 0811 20 "pavement:1" ""hex 0911 0 "" ""hex 1011 0 "" ""hex 1111 0 "" ""hex 1211 3 "pavement:0" ""hex 1311 3 "pavement:0" ""hex 1411 3 "pavement:0" ""hex 1511 3 "pavement:0" ""hex 1611 3 "pavement:0" ""hex 1711 3 "pavement:0" ""hex 1811 3 "pavement:0" ""hex 1911 3 "pavement:0" ""hex 2011 3 "pavement:0" ""hex 2111 3 "pavement:0" ""hex 2211 20 "pavement:1" ""hex 2311 0 "" ""hex 2411 0 "" ""hex 0112 0 "" ""hex 0212 20 "pavement:1" ""hex 0312 3 "pavement:0" ""hex 0412 1 "pavement:1" ""hex 0512 3 "pavement:0" ""hex 0612 3 "pavement:0" ""hex 0712 3 "pavement:0" ""hex 0812 20 "pavement:1" ""hex 0912 0 "" ""hex 1012 3 "pavement:0" ""hex 1112 3 "pavement:0" ""hex 1212 20 "pavement:1" ""hex 1312 20 "pavement:0" ""hex 1412 3 "pavement:0" ""hex 1512 3 "pavement:0" ""hex 1612 3 "pavement:0" ""hex 1712 0 "pavement:1" ""hex 1812 3 "pavement:0" ""hex 1912 3 "pavement:0" ""hex 2012 3 "pavement:0" ""hex 2112 3 "pavement:0" ""hex 2212 20 "pavement:1" ""hex 2312 0 "" ""hex 2412 0 "" ""hex 0113 0 "" ""hex 0213 1 "pavement:0" ""hex 0313 3 "pavement:0" ""hex 0413 3 "pavement:0" ""hex 0513 3 "pavement:0" ""hex 0613 3 "pavement:0" ""hex 0713 3 "pavement:0" ""hex 0813 3 "pavement:0" ""hex 0913 3 "pavement:0" ""hex 1013 0 "" ""hex 1113 0 "" ""hex 1213 20 "pavement:1" ""hex 1313 3 "pavement:0" ""hex 1413 3 "pavement:0" ""hex 1513 3 "pavement:0" ""hex 1613 3 "pavement:0" ""hex 1713 0 "pavement:1" ""hex 1813 3 "pavement:0" ""hex 1913 3 "pavement:0" ""hex 2013 3 "pavement:0" ""hex 2113 3 "pavement:0" ""hex 2213 20 "pavement:1" ""hex 2313 0 "" ""hex 2413 0 "" ""hex 0114 0 "" ""hex 0214 20 "pavement:1" ""hex 0314 3 "pavement:0" ""hex 0414 3 "pavement:0" ""hex 0514 0 "pavement:1" ""hex 0614 3 "pavement:0" ""hex 0714 3 "pavement:0" ""hex 0814 3 "pavement:0" ""hex 0914 0 "" ""hex 1014 0 "" ""hex 1114 0 "" ""hex 1214 4 "pavement:0" ""hex 1314 3 "pavement:0" ""hex 1414 3 "pavement:0" ""hex 1514 3 "pavement:0" ""hex 1614 3 "pavement:0" ""hex 1714 3 "pavement:0" ""hex 1814 3 "pavement:0" ""hex 1914 3 "pavement:0" ""hex 2014 3 "pavement:0" ""hex 2114 3 "pavement:0" ""hex 2214 4 "pavement:0" ""hex 2314 0 "" ""hex 2414 0 "" ""hex 0115 0 "" ""hex 0215 3 "pavement:0" ""hex 0315 3 "pavement:0" ""hex 0415 0 "pavement:1" ""hex 0515 3 "pavement:0" ""hex 0615 3 "pavement:0" ""hex 0715 20 "pavement:1" ""hex 0815 20 "pavement:1" ""hex 0915 0 "" ""hex 1015 0 "" ""hex 1115 0 "" ""hex 1215 20 "pavement:1" ""hex 1315 3 "pavement:0" ""hex 1415 20 "pavement:1" ""hex 1515 20 "pavement:1" ""hex 1615 4 "pavement:0" ""hex 1715 3 "pavement:0" ""hex 1815 20 "pavement:1" ""hex 1915 20 "pavement:1" ""hex 2015 20 "pavement:1" ""hex 2115 3 "pavement:0" ""hex 2215 4 "pavement:0" ""hex 2315 0 "" ""hex 2415 0 "" ""hex 0116 0 "" ""hex 0216 20 "pavement:1" ""hex 0316 3 "pavement:0" ""hex 0416 3 "pavement:0" ""hex 0516 3 "pavement:0" ""hex 0616 3 "pavement:0" ""hex 0716 3 "pavement:0" ""hex 0816 3 "pavement:0" ""hex 0916 0 "" ""hex 1016 0 "" ""hex 1116 0 "" ""hex 1216 0 "" ""hex 1316 0 "fluff:8:3" ""hex 1416 0 "" ""hex 1516 0 "fluff:8:3" ""hex 1616 0 "" ""hex 1716 0 "fluff:8:3" ""hex 1816 0 "" ""hex 1916 0 "fluff:8:3" ""hex 2016 0 "" ""hex 2116 0 "fluff:8:3" ""hex 2216 0 "" ""hex 2316 0 "" ""hex 2416 0 "" ""hex 0117 0 "" ""hex 0217 20 "pavement:1" ""hex 0317 3 "pavement:0" ""hex 0417 20 "pavement:1" ""hex 0517 3 "pavement:0" ""hex 0617 20 "pavement:1" ""hex 0717 3 "pavement:0" ""hex 0817 20 "pavement:1" ""hex 0917 0 "" ""hex 1017 0 "" ""hex 1117 0 "" ""hex 1217 0 "" ""hex 1317 0 "" ""hex 1417 0 "" ""hex 1517 0 "" ""hex 1617 0 "" ""hex 1717 0 "" ""hex 1817 0 "" ""hex 1917 0 "" ""hex 2017 0 "" ""hex 2117 0 "" ""hex 2217 0 "" ""hex 2317 0 "" ""hex 2417 3 "pavement:0" ""hex 0118 0 "" ""hex 0218 0 "" ""hex 0318 0 "fluff:8:3" ""hex 0418 0 "" ""hex 0518 0 "fluff:8:3" ""hex 0618 0 "" ""hex 0718 0 "fluff:8:3" ""hex 0818 0 "" ""hex 0918 0 "" ""hex 1018 0 "" ""hex 1118 0 "" ""hex 1218 0 "" ""hex 1318 0 "" ""hex 1418 0 "" ""hex 1518 0 "" ""hex 1618 0 "" ""hex 1718 0 "" ""hex 1818 0 "" ""hex 1918 0 "" ""hex 2018 0 "" ""hex 2118 0 "" ""hex 2218 0 "" ""hex 2318 0 "" ""hex 2418 3 "pavement:0" ""hex 0119 0 "" ""hex 0219 0 "" ""hex 0319 0 "" ""hex 0419 0 "" ""hex 0519 0 "" ""hex 0619 0 "" ""hex 0719 0 "" ""hex 0819 0 "" ""hex 0919 0 "" ""hex 1019 0 "" ""hex 1119 0 "" ""hex 1219 0 "" ""hex 1319 0 "" ""hex 1419 0 "" ""hex 1519 0 "" ""hex 1619 1 "pavement:0" ""hex 1719 0 "" ""hex 1819 0 "" ""hex 1919 0 "" ""hex 2019 0 "" ""hex 2119 0 "" ""hex 2219 0 "" ""hex 2319 0 "" ""hex 2419 3 "pavement:0" ""hex 0120 0 "" ""hex 0220 0 "" ""hex 0320 0 "" ""hex 0420 0 "" ""hex 0520 0 "" ""hex 0620 0 "" ""hex 0720 0 "" ""hex 0820 0 "" ""hex 0920 0 "" ""hex 1020 0 "" ""hex 1120 0 "" ""hex 1220 0 "" ""hex 1320 0 "" ""hex 1420 0 "" ""hex 1520 0 "" ""hex 1620 0 "" ""hex 1720 2 "pavement:0" ""hex 1820 3 "pavement:0" ""hex 1920 0 "fluff:8:0" ""hex 2020 3 "pavement:0" ""hex 2120 0 "fluff:8:0" ""hex 2220 3 "pavement:0" ""hex 2320 0 "fluff:8:0" ""hex 2420 3 "pavement:0" ""hex 0121 0 "" ""hex 0221 0 "" ""hex 0321 0 "" ""hex 0421 0 "" ""hex 0521 0 "" ""hex 0621 0 "" ""hex 0721 0 "" ""hex 0821 0 "" ""hex 0921 0 "" ""hex 1021 0 "" ""hex 1121 0 "" ""hex 1221 0 "" ""hex 1321 0 "" ""hex 1421 0 "" ""hex 1521 0 "" ""hex 1621 0 "" ""hex 1721 0 "" ""hex 1821 3 "pavement:0" ""hex 1921 3 "pavement:0" ""hex 2021 3 "pavement:0" ""hex 2121 3 "pavement:0" ""hex 2221 3 "pavement:0" ""hex 2321 3 "pavement:0" ""hex 2421 3 "pavement:0" ""end

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