x = 2463, y = 3417, rule = B3/S23
1234b2o5b2o$1234b2o5b2o887$19bo$20b2o$19b2o19$25bobo2421bobo$26b2o
2421b2o$26bo2423bo4$18bo2439bo$19b2o2435b2o$18b2o2437b2o13$20bobo2431b
obo$21b2o2431b2o$21bo2433bo2$20bo2435bo$21bo2433bo$19b3o2433b3o2$31bo
2413bo$29bobo2413bobo$30b2o2413b2o13$43bo2389bo$41bobo2389bobo$42b2o
2389b2o9$93bo$94bo$92b3o5$105bo2287bo$103bobo2286bo$104b2o2286b3o4$
2371bo$2369b2o$64bo2305b2o40bo$65bo2345bo$63b3o2345b3o3$68bo26bo2262bo
bo47bo$69b2o25b2o2260b2o46b2o$68b2o25b2o2262bo47b2o$2404bo$2402b2o$
2403b2o11$86bo$84bobo$85b2o6$134bobo$135b2o$135bo2211bo$2347bobo$2347b
2o$2351bobo$2351b2o$2352bo2$2331bobo$2331b2o$138bo2193bo$136bobo$137b
2o$132bobo$133b2o$133bo16$2343bobo$2343b2o$2344bo4$121bobo2229bobo$
122b2o2229b2o$122bo2231bo2$2337bo$2335b2o$2336b2o13$2323bo$2322bo$
2322b3o5$2319bo$2317b2o$2318b2o8$2305bobo$2305b2o$2306bo2$2301bobo$
2301b2o$2302bo7$261bo2022bobo$262b2o2020b2o$188bobo70b2o2022bo$189b2o$
189bo2053bo$2242bo$2242b3o2$2248bo$2247bo$2247b3o2$196bo$197b2o67bobo$
196b2o69b2o$267bo$2263bo$251bo2009b2o$252bo2009b2o$250b3o8$210bo2047bo
$211bo2025bo20bobo$209b3o2025bobo18b2o$2237b2o2$271bo$269bobo$214bo55b
2o$215b2o$214b2o2024bobo$2240b2o$2241bo$273bo$274bo$272b3o1968bo$2241b
2o$2238bo3b2o$2236b2o$2237b2o6$2204bo$286bo1916bo$287bo1915b3o$285b3o$
291bo$292bo$290b3o5$2188bobo$2188b2o$2189bo$247bobo$248b2o26bo19bo$
248bo25bobo20bo$275b2o18b3o1912bo$251bobo1956bobo$252b2o1956b2o3bobo$
252bo1962b2o$2216bo4$2185bo9bobo$2184bo10b2o$2184b3o9bo2$2209bobo$299b
obo4bo1895bo6b2o$300b2o5b2o1893bobo5bo$300bo5b2o1894b2o$2199bo6bobo$
315bo1881b2o7b2o$316bo1881b2o7bo$314b3o1874bo$2189b2o$2190b2o8$322bo$
323b2o$322b2o2$2182bo$2182bobo$2182b2o2$2191bo$2191bobo$2191b2o10$
2166bo$2164b2o$2165b2o$2145bo$2144bo$2144b3o3$350bobo$351b2o$351bo4$
359bo$357bobo$358b2o$368bo1778bo$366bobo1776b2o$362bo4b2o1777b2o$363bo
$361b3o12$384bo$385b2o$384b2o3$2122bo$383bo1737bo$384bo1736b3o$382b3o
6$2124bobo$2124b2o$2125bo2$2118bo$2111bo4b2o$392bo1718bobo3b2o$393bo
1717b2o$391b3o1694bo$2087bo$2087b3o11bo$2099b2o$396bo1703b2o$397bo$
395b3o$2106bo$2105bo$2100bo4b3o$2086bo11b2o$2086bobo10b2o$2086b2o2$
416bo1678bo$414bobo1676b2o5bo$415b2o1677b2o4bobo$2100b2o$380bobo1642bo
$381b2o1640b2o57bo$381bo31bo1610b2o54b2o$414b2o1665b2o$413b2o8bo$424bo
$422b3o2$418bo$419bo$417b3o3$2018bobo$2018b2o$2019bo$403bo$404b2o1629b
o$403b2o1629bo$2034b3o8$408bo$406bobo20bo$407b2o18bobo$428b2o2$2015bo$
2015bobo$2015b2o2$424bobo$425b2o$425bo$2013bo$2012bo$423bo1588b3o$424b
2o$423b2o3bo$429b2o$428b2o6$462bo$463bo1536bo$461b3o1535bo$1999b3o$
1995bo$1994bo$1994b3o7$1992bobo$452bo1539b2o$453b2o1538bo$448bo3b2o$
446bobo$447b2o4$468bo$466bobo8bobo$467b2o9b2o$478bo$454bo$452bobo5bo
1521bo5bo$453b2o6b2o1518bo6bobo$460b2o1519b3o4b2o$457bo7bo$455bobo8bo$
456b2o6b3o1506bobo$473bo1499b2o$474bo1499bo$472b3o8$1966bo$1965bo$
1965b3o2$480bo$481b2o$480b2o2$471bo$472b2o$471b2o10$498bo$499bo$497b3o
2$517bobo$518b2o$518bo2$1937bo$1937bobo$1937b2o4$1931bo$1929b2o$1930b
2o$517bo1404bo$518bo1401b2o$516b3o1402b2o$1926bobo$1926b2o$1927bo11$
1904bo$1903bo$1903b3o4$540bobo$541b2o1362bobo$541bo1363b2o$1906bo5$
539bo$537bobo$538b2o2$546bo$547bo3bo$545b3o4b2o$551b2o1343bobo$1896b2o
$574bobo1320bo$563bo11b2o$564bo10bo$562b3o$1892bobo$1892b2o$1893bo$
556bobo$557b2o5bo$557bo7bo$563b3o3$569bo$562bo7bo$563b2o3b3o$562b2o17$
578bo1319bo$579b2o1315b2o$578b2o1317b2o4$583bo1309bo$584b2o1305b2o$
583b2o1307b2o2$1887bo$1886bo$1886b3o17$630bo$631bo$629b3o2$1820bo38bob
o$1819bo39b2o$1819b3o38bo4$634bobo$635b2o1184bobo$635bo1185b2o$1822bo$
1861bobo$1861b2o$1862bo8$1842bo$1842bobo$1842b2o24$1814bo$1812b2o$
1813b2o4$1817bo$1817bobo$1817b2o9$1795bobo$1795b2o$1796bo$1801bo$1801b
obo$1801b2o26$710bo$711b2o$710b2o8$708bo$709b2o$708b2o8$728bo$729bo$
727b3o24$757bo$758bo$756b3o4$752bo$753b2o$752b2o9$775bo$773bobo$774b2o
$768bo$769b2o$768b2o12$789bobo893bobo$790b2o893b2o$790bo895bo54$1637bo
$1636bo$1636b3o5$1635bo$1633b2o$1634b2o33$878bo$879b2o$878b2o713bobo$
1593b2o$1594bo6$1573bo$1571b2o$1572b2o12$1564bo$1563bo$1563b3o4$1566bo
$1566bobo$1566b2o6$1552bo$1550b2o$1551b2o17$1537bobo$1537b2o$1538bo$
1531bo$1529b2o$1530b2o2$1533bo$1532bo$1532b3o4$1515bo$1513b2o$1514b2o
2$1519bo$1518bo$1518b3o10$1503bobo$1503b2o$1504bo16$985bo$983bobo$984b
2o6$1006bo$1007bo$1005b3o13$1013bobo$1014b2o$1014bo3$1011bo$1012b2o$
1011b2o6$1027bo$1028bo$1026b3o18$1428bo$1428bobo$1428b2o4$1056bobo$
1050bo6b2o$1048bobo6bo$1049b2o3$1061bobo349bobo$1062b2o349b2o$1062bo
351bo6$1067bo341bo$1068b2o337b2o$1067b2o339b2o2$1071bobo329bobo$1072b
2o329b2o$1072bo331bo4$1110bo$1111b2o$1110b2o4$1076bo$1074bobo38bo$
1075b2o39bo276bobo$1114b3o276b2o$1394bo2$1386bo$1353bo30b2o$1351b2o32b
2o$1352b2o5$1348bo$1094bobo250bo$1095b2o18bo231b3o11bo$1095bo20b2o241b
2o$1115b2o243b2o$1103bo18bo231bo$1104b2o17b2o227b2o$1103b2o12bo4b2o33b
o195b2o4bo$1115bobo40bo200bobo$1116b2o38b3o200b2o$1136bo$1137b2o$1136b
2o173bobo10bo$1311b2o10bo27bo$1312bo10b3o24bo$1334bo15b3o$1334bobo$
1158bobo173b2o$1129bo29b2o$1130b2o27bo$1129b2o8$1140bo195bo$1141b2o
191b2o$1140b2o193b2o13$1160bo155bo$1161b2o151b2o$1160b2o4bo148b2o$
1164bobo$1157bo7b2o152bo$1158b2o157b2o$1157b2o159b2o3$1301bo$1301bobo$
1301b2o2$1175bo$1168bo4bobo132bo$1169b2o3b2o130b2o$1168b2o137b2o$1177b
o10bo110bo$1178b2o9bo107b2o$1177b2o8b3o108b2o2$1289bo$1288bo$1288b3o3$
1187bo$1188b2o$1187b2o7$1176bo123bo$1174bobo123bobo$1175b2o123b2o83$
1152b3o$1154bo$1153bo8$1187bo$1187b2o$1186bobo3$1327b3o$1327bo$1328bo
6$1165b2o121b3o19b2o$1164bobo121bo21bobo$1166bo122bo20bo2$1187b3o$
1180b2o7bo105b2o$1179bobo6bo106bobo$1181bo113bo6$1153b3o165b3o$1155bo
165bo$1154bo167bo20$1126b2o$1125bobo$1127bo3$1354b2o$1353b2o$1355bo2$
1118b2o237b2o$1119b2o235b2o$1118bo239bo4$1120b2o233b2o$1119bobo233bobo
$1121bo233bo4$1120b3o231b3o$1122bo231bo$1121bo233bo20$1107b3o263b3o$
1109bo263bo$1108bo265bo11$1088b3o289b3o$1090bo289bo$1089bo291bo9$1390b
o$1389b2o$1389bobo3$1057b3o11bo6b2o6b3o316bo11b3o$1059bo11b2o6b2o7bo
309bo5b2o11bo$1058bo11bobo5bo8bo309b2o5bobo11bo$1397bobo2$1064b2o345b
2o$1063bobo9b2o323b2o9bobo$1065bo8bobo323bobo8bo$1050b3o23bo323bo23b3o
$1052bo16b2o353bo$1051bo18b2o353bo$1069bo9$1051b3o$1053bo3b2o$1052bo5b
2o$1057bo3$1420bo$1049b2o368b2o$1050b2o367bobo$1049bo$1417bo$1416b2o$
1043bo372bobo$1043b2o384b2o$1042bobo383b2o$1053b2o375bo$1052bobo$1054b
o12$1022bo413b2o$1022b2o412bobo$1021bobo412bo$1004bo$1004b2o$1003bobo$
1442b2o$1442bobo$1006b3o433bo$1008bo$1007bo5$1010b2o$1009bobo$1011bo
443bo$1454b2o$1454bobo2$1010b2o$1011b2o$1010bo$1000bo$1000b2o$999bobo
2$1468b2o$1000b2o466bobo$999bobo466bo$1001bo2$1004b2o$1003bobo$1005bo$
986b3o$988bo$987bo4$1472b2o$1472bobo$1472bo3$984b2o$985b2o501b2o$984bo
502b2o$1489bo4$1501b2o$1500b2o$1502bo4$979bo$979b2o$978bobo$1516b2o$
1516bobo$1516bo$1508b3o$1508bo5bo$1509bo3b2o$1513bobo$963b2o554bo$964b
2o552b2o$963bo554bobo2$966b2o$967b2o$966bo2$1521bo$1520b2o$1520bobo$
949b3o$951bo579b2o$950bo579b2o10bo$1519b3o10bo8b2o$1519bo5bo15bobo$
1520bo3b2o$1524bobo6b3o$1533bo$1534bo$940b3o$942bo$941bo10$937bo$937b
2o616b3o$936bobo616bo$1556bo$1573b3o$1573bo$931bo642bo$931b2o$930bobo
638b2o$1570b2o$1572bo5$1568bo$1567b2o$1567bobo$918b3o$920bo$919bo$
1567b2o$1567bobo$1567bo2$1577b3o$1577bo$1578bo$905bo$905b2o671bo$904bo
bo670b2o$1577bobo2$1574bo$1573b2o$1573bobo$1591b2o$1590b2o$1592bo4$
901bo$901b2o$900bobo3$1590b2o$1590bobo$1590bo$883b2o709b3o$882bobo709b
o$884bo710bo6$873b2o$874b2o$873bo725b3o$1599bo$1600bo$866b2o$865bobo4b
o9b2o$867bo4b2o9b2o$871bobo8bo2$866b2o$867b2o$866bo2$857b3o740b2o$859b
o740bobo$858bo741bo14b2o$1615bobo$1615bo2$858bo$858b2o769b2o$857bobo
769bobo$1629bo7bo$1636b2o$1636bobo4$844bo$844b2o785b2o$843bobo784b2o$
838bo793bo$838b2o$837bobo16b2o$855bobo$857bo$1632b2o$1632bobo$1632bo3$
1634b2o$824b2o807b2o$825b2o808bo$824bo2$829b2o$828bobo$830bo$1652b3o$
1652bo$820b2o831bo$819bobo$821bo$828b3o$830bo832b3o$829bo833bo$1664bo
2$1659b2o$1658b2o$810bo849bo$810b2o$809bobo$1668b2o$1667b2o$1669bo4$
802b3o$804bo$803bo2$1671b3o$1671bo$1672bo6$791bo$791b2o$790bobo2$1690b
3o$1690bo$773b2o916bo$772bobo$774bo5b2o$781b2o$755bo24bo$755b2o$754bob
o3$772b2o$773b2o$772bo3$762bo946b3o$762b2o945bo$761bobo946bo4b2o$1714b
2o$1716bo$1707b3o$1707bo$1708bo2$772b2o$773b2o940b2o$772bo941b2o$745b
2o9bo959bo$746b2o8b2o$745bo9bobo964bo$1721b2o$1721bobo9$751bo$751b2o$
750bobo11$1743b3o$1743bo$1744bo$1739b3o$1739bo$1740bo3$1746bo$1745b2o$
1745bobo8bo$712b3o1040b2o$714bo1040bobo$713bo$1747b2o$1747bobo$1747bo
7$699b3o$701bo$700bo7$1777b2o$1777bobo$1777bo6$690b2o$691b2o$690bo
1106bo$1796b2o$1789b2o5bobo$1789bobo$1789bo$1814b3o$1814bo$1815bo2$
1797b2o$1797bobo$1797bo3$671b2o$672b2o1133b3o$671bo1135bo$665b2o1141bo
$664bobo$666bo6b2o1134bo$674b2o1132b2o$673bo1134bobo2$1797b2o$666bo
1130bobo$666b2o1129bo$665bobo1157bo$1814b2o8b2o$1813b2o9bobo$659b2o
1154bo$660b2o$626b3o30bo$628bo$627bo7$1819b2o$1818b2o$1820bo10$637b2o$
636bobo$638bo$641b2o$640bobo$642bo4$635b2o$636b2o$625b2o8bo1221b2o$
626b2o1229bobo$625bo1231bo2$633b3o$635bo$634bo6$1870b2o$1870bobo$1870b
o9$605b2o$606b2o$605bo4$579bo1303b2o12bo$579b2o1301b2o12b2o$578bobo4b
2o1297bo5b2o4bobo$586b2o7bo1293b2o$585bo9b2o1294bo$558b2o34bobo$557bob
o$559bo26bo1295b3o5bo$586b2o1294bo6b2o$566b3o16bobo1295bo5bobo$568bo
23b3o$567bo13b3o10bo1298b3o$583bo9bo1299bo$551b2o29bo1311bo$550bobo$
552bo3$559b2o$560b2o$559bo2$547b2o$548b2o$547bo4$1898b3o$535b3o1360bo$
537bo1361bo$536bo3$528b2o$527bobo1373b3o$529bo1373bo$1904bo5$512bo$
512b2o$511bobo13$514bo$514b2o$513bobo18$499b3o$501bo$500bo1447b2o$
1948bobo$1948bo5$475b3o$477bo$476bo2$481b2o$480bobo$482bo$1966b2o$
1966bobo$470b2o1494bo$469bobo$471bo5$2012bo$2011b2o$2011bobo3$2028b2o$
2027b2o$2029bo$459b2o$458bobo$460bo$450b2o$449bobo$413b3o27bo7bo$415bo
27b2o$414bo27bobo4$447b2o$446bobo$448bo19$425bo$425b2o4b3o$399b3o22bob
o6bo$401bo30bo1581b3o$400bo1613bo$2015bo2$430b3o$432bo$431bo5$402b2o$
401bobo$403bo2$394b2o$395b2o$394bo1640b2o$2035bobo$2035bo$410bo$410b2o
$409bobo2$2036b3o$2036bo$2037bo8$2089b2o$2089bobo$2089bo11$2105bo$
2104b2o$2104bobo2$2096b2o$2095b2o$2097bo2$2112bo$2111b2o$2111bobo3$
2103b2o$2103bobo$2103bo2$2115b2o$2115bobo$2115bo4$389b2o$390b2o1735b2o
$389bo1736b2o$2128bo3$2135bo$384b2o1748b2o$385b2o1747bobo$384bo6$2150b
3o$2150bo$2151bo13$2148b3o$2148bo$2149bo17$2163b2o$2162b2o$340bo1823bo
$340b2o$339bobo5$2187b2o$2186b2o$2188bo2$2182bo$2181b2o$2181bobo$322bo
$322b2o$321bobo1869bo$2192b2o$2192bobo13$257b2o1945bo$258b2o1943b2o$
257bo1945bobo$2213bo$2212b2o$2212bobo$2219b3o$2219bo$2220bo30b3o$2251b
o$2252bo$2216bo$2215b2o$2215bobo13$2197bo$2196b2o4b2o$2196bobo3bobo$
2202bo6$2241bo$2233b3o4b2o$250b2o1981bo6bobo22b3o$251b2o17b3o1961bo30b
o$250bo21bo1993bo$271bo2$2234b3o$2234bo$2235bo5$2263b2o$2263bobo$2263b
o2$2271b2o$2270b2o$250b2o2020bo$249bobo$251bo$2256bo$2255b2o$2255bobo
2$248b3o$218b3o29bo$220bo28bo$219bo6bo$226b2o2014bo$225bobo2013b2o$
216b3o11b2o2009bobo$218bo10bobo$217bo13bo2$213b3o$215bo$214bo2$209bo
2040b2o$209b2o2038b2o$208bobo2040bo$2239b3o$2239bo$2240bo3$187b2o$186b
obo$188bo2$190bo$190b2o2066bo$189bobo2065b2o$2252b2o3bobo$2252bobo$
2252bo3$194b2o$195b2o$194bo2$2262b3o$2262bo$2263bo2$201bo$195b2o4b2o$
194bobo3bobo$196bo8$2303b2o$2302b2o$2304bo3$2313b3o$2313bo$2307bo6bo$
177bo2128b2o$177b2o2127bobo$176bobo2123b2o11b3o$2302bobo10bo$2302bo13b
o2$2318b3o$2318bo$2319bo2$168b2o2154bo$169b2o2152b2o$168bo2154bobo$
178b3o$180bo$179bo3$2345b2o$2345bobo$2345bo2$2343bo$161bo2180b2o$161b
2o2179bobo$160bobo3b2o$165bobo$167bo3$2338b2o$117b3o2217b2o18b3o$119bo
2219bo17bo$118bo2239bo$155b3o$112b2o43bo2205b2o$111bobo21bo20bo2206bob
o$113bo21b2o2226bo$134bobo2196bo$2332b2o$2332bobo2$140bo$140b2o$139bob
o$2350bo$2349b2o$134bo2214bobo$134b2o$133bobo2$2345bo$2344b2o$2344bobo
3$2350bo5b2o$120b2o2227b2o5bobo$119bobo2227bobo4bo$121bo4$114b2o$113bo
bo$115bo$2361b3o$2361bo$2362bo3$98b3o$100bo$99bo3bo$103b2o$102bobo$
2365b3o$2365bo$2366bo$88b2o$87bobo2281bo$89bo2280b2o$2370bobo$2390bo$
95b3o2291b2o$97bo2291bobo$96bo2288b2o$2385bobo$97bo2287bo$97b2o$96bobo
2$2400b2o$92b2o2305b2o$91bobo2307bo$93bo$67b3o2323bo13b3o$69bo2322b2o
13bo$68bo2323bobo13bo2$2376bo$57b3o2315b2o$59bo2315bobo$58bo$48b3o$50b
o44b2o2326bo$49bo44bobo2325b2o$96bo2325bobo$39b2o2391bo3b2o$38bobo
2390b2o3bobo$40bo2390bobo2bo3$38b2o2397b2o$39b2o2395b2o$38bo2399bo10$
27b2o2419b2o$15bo10bobo2419bobo10bo$15b2o11bo2419bo11b2o$14bobo5b3o
2427b3o5bobo$24bo2427bo$23bo2429bo2$19bo2437bo$19b2o2435b2o$18bobo
2435bobo4$16b3o2439b3o$18bo2439bo$17bo2441bo$2435b2o$2435bobo$2435bo$
23b2o2427b2o$22bobo2416b2o9bobo$24bo2415b2o6bo3bo$14b2o2426bo4b2o12b2o
$15b2o2430bobo10b2o$14bo2447bo4$16b2o$17b2o$16bo13$2456b2o$2455b2o$
2457bo44$2o$b2o$o!
Moosey wrote:It was so worth the 601 Gs:Code: Select all601G synth of a spider symmetrically pulling 2 blocks south by 3 cells
Redstoneboi wrote:Moosey wrote:It was so worth the 601 Gs:Code: Select all601G synth of a spider symmetrically pulling 2 blocks south by 3 cells
it only costs 100 times the amount you actually need xd
x = 17, y = 10, rule = B3/S23
b2ob2obo5b2o$11b4obo$2bob3o2bo2b3o$bo3b2o4b2o$o2bo2bob2o3b4o$bob2obo5b
o2b2o$2b2o4bobo2b3o$bo3b5ob2obobo$2bo5bob2o$4bob2o2bobobo!
Saka wrote:Redstoneboi wrote:Moosey wrote:It was so worth the 601 Gs:Code: Select all601G synth of a spider symmetrically pulling 2 blocks south by 3 cells
it only costs 100 times the amount you actually need xd
Please do show us your 6G spider synthesis
x = 81, y = 96, rule = LifeHistory
58.2A$58.2A3$59.2A17.2A$59.2A17.2A3$79.2A$79.2A2$57.A$56.A$56.3A4$27.
A$27.A.A$27.2A21$3.2A$3.2A2.2A$7.2A18$7.2A$7.2A2.2A$11.2A11$2A$2A2.2A
$4.2A18$4.2A$4.2A2.2A$8.2A!
gameoflifemaniac wrote:T-Series won...
Moosey wrote:gameoflifemaniac wrote:T-Series won...
What are either of those?
Moosey wrote:gameoflifemaniac wrote:T-Series won...
What are either of those?
gameoflifemaniac wrote:Moosey wrote:gameoflifemaniac wrote:T-Series won...
What are either of those?
x = 7, y = 5, rule = B3/S2-i3-y4i
4b3o$6bo$o3b3o$2o$bo!
x = 17, y = 10, rule = B3/S23
b2ob2obo5b2o$11b4obo$2bob3o2bo2b3o$bo3b2o4b2o$o2bo2bob2o3b4o$bob2obo5b
o2b2o$2b2o4bobo2b3o$bo3b5ob2obobo$2bo5bob2o$4bob2o2bobobo!
x = 17, y = 10, rule = B3/S23
b2ob2obo5b2o$11b4obo$2bob3o2bo2b3o$bo3b2o4b2o$o2bo2bob2o3b4o$bob2obo5b
o2b2o$2b2o4bobo2b3o$bo3b5ob2obobo$2bo5bob2o$4bob2o2bobobo!
x = 3, y = 3, rule = B26/S2|B358/S3
2o$2bo$obo!
x = 17, y = 10, rule = B3/S23
b2ob2obo5b2o$11b4obo$2bob3o2bo2b3o$bo3b2o4b2o$o2bo2bob2o3b4o$bob2obo5b
o2b2o$2b2o4bobo2b3o$bo3b5ob2obobo$2bo5bob2o$4bob2o2bobobo!
Saka wrote:Redstoneboi wrote:Moosey wrote:It was so worth the 601 Gs:Code: Select all601G synth of a spider symmetrically pulling 2 blocks south by 3 cells
it only costs 100 times the amount you actually need xd
Please do show us your 6G spider synthesis
x = 31, y = 20, rule = B3/S23
bo27bo$2bo3bo17bo3bo$3o4bo15bo4b3o$5b3o15b3o4$11b2o5b2o$11b2o5b2o9$3b
3o19b3o$5bo19bo$4bo21bo!
x = 17, y = 10, rule = B3/S23
b2ob2obo5b2o$11b4obo$2bob3o2bo2b3o$bo3b2o4b2o$o2bo2bob2o3b4o$bob2obo5b
o2b2o$2b2o4bobo2b3o$bo3b5ob2obobo$2bo5bob2o$4bob2o2bobobo!
Users browsing this forum: No registered users and 1 guest