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Small Spaceship Syntheses

For discussion of specific patterns or specific families of patterns, both newly-discovered and well-known.

Re: Small Spaceship Syntheses

Postby toroidalet » July 14th, 2019, 4:13 pm

Asymmetric pre-pulsar ship in 1,161 gliders (assuming LifeWiki has the minimal synthesis):
x = 2885, y = 2723, rule = B3/S23
2bo$obo$b2o12$69bo19bo$67bobo20bo$63bo4b2o7bo10b3o$61bobo14b2o$62b2o
13b2o2680bo$2759bobo24bo$2759b2o25bobo$2786b2o2$70bobo$71b2o$71bo2694b
o$2765bo$2765b3o217$44bo$45bo$43b3o12$111bo$112bo19bo$105bo4b3o17bobo$
106bo12bobo9b2o$104b3o13b2o2275bo$120bo5bo2269bo$124bobo2250bobo16b3o$
125b2o2250b2o3bo$2378bo3bobo$113bo15bobo2250b2o$114b2o14b2o$113b2o15bo
$2405bobo$132bo2272b2o$133b2o2265bo5bo$132b2o2266bobo$2375bo24b2o$
2373b2o$2374b2o6$145bo$146bo2bo$144b3o3b2o2251bo$149b2o2252bobo$2360bo
42b2o$2358b2o$2359b2o5$153bobo$154b2o$154bo7$156bobo$157b2o$157bo4$
2332bobo$2332b2o$2333bo2$161bobo2164bo$162b2o2163bo$162bo2164b3o15$
2312bo$2312bobo$2312b2o$179bo$177bobo$178b2o2$164bo$165b2o$164b2o$152b
o21bo$153b2o20bo$152b2o14bobo2b3o$169b2o15bo$169bo17b2o2145bo$186b2o
2145bo$2333b3o$184bo$185bo$183b3o8$222bo$223b2o$193bobo26b2o$194b2o$
194bo2$226bobo$227b2o$199bobo25bo$200b2o$200bo2065bo$2266bobo$2266b2o
8$2291bo$210bo2079bo$211bo9bo2068b3o12bo$209b3o10bo2081bo$220b3o2081b
3o$2293bobo$2293b2o$215bo2078bo$216bo$214b3o14$223bo$224b2o$223b2o3$
234bo$235bo$233b3o4$231bobo$232b2o$232bo15bo$246bobo$247b2o6$257bo$
258bo$244bo11b3o$245b2o$244b2o7$295bobo$296b2o1918bo$292bo3bo1918bo$
293bo1921b3o$291b3o3$285bo$274bobo6bobo$275b2o7b2o1919bo$275bo1929bobo
$2205b2o2$276bo$277bo$275b3o6$304bo$305bo1885bo$303b3o1883b2o$2190b2o
2$308bo$309b2o1872bo$308b2o1873bobo$312bo1870b2o$313b2o$312b2o3bo$318b
2o$317b2o5$315bo$316bo$314b3o3$311bobo$312b2o$312bo15$2153bo$318bo
1833bo$319b2o1831b3o$318b2o4bobo17bo1856bo$325b2o15bobo1804bo49b2o$
325bo17b2o1803bo51b2o$2148b3o4$381bo$379bobo$380b2o2$2217bo$2217bobo$
2217b2o3$2205bo$2204bo$2204b3o2$342bo1842bobo$343b2o1840b2o$342b2o
1835bo6bo$2177b2o$2178b2o$2151bobo$2151b2o$2152bo8$2166bo$2164b2o$
2165b2o3$2163bo$2161b2o$2162b2o3$2152bo$2150b2o$2151b2o2$2137bo$2136bo
$2136b3o5$2136bo$2136bobo$2136b2o6$2133bo$2131b2o$2132b2o5$397bo$398bo
1721bo$396b3o1721bobo$2120b2o15$411bo$412bo$410b3o9$2093bo$2092bo$
2092b3o6$2086bobo$2086b2o$2087bo$2082bo$2080b2o$2081b2o4$2083bobo$
2083b2o$2084bo11$2028bo$2027bo$2027b3o32bo$2060b2o$456bo1604b2o4bo$
454bobo1610bobo$455b2o1610b2o3$463bo$461bobo$462b2o1584bo$2046b2o$
2047b2o$518bo$516bobo1523bo$517b2o1521b2o$2041b2o2$533bo$534b2o$533b2o
$520bobo$521b2o1488bo$521bo1489bobo$2011b2o2$2000bobo$2000b2o$512bo
1488bo$513bo$511b3o2$562bo1462bo$563b2o1460bobo$562b2o1461b2o4bobo$
2031b2o$2020bo11bo$2018b2o$2019b2o3$2024bo$1986bo35b2o$535bo1450bobo3b
o30b2o$536bo1449b2o3bo$534b3o1454b3o2$1984bo14bobo$1984bobo12b2o$528bo
1455b2o14bo$529b2o3bo$528b2o5b2o$534b2o9$562bo$563bo$561b3o3$555bobo
1402bobo$556b2o1402b2o$556bo1404bo$563bobo$564b2o$564bo1397bo$1950bobo
9bobo$1950b2o10b2o$1951bo$1946bobo$1946b2o$1947bo$566bobo$567b2o1380bo
$567bo1381bobo25bo$1949b2o24b2o$1976b2o$1947bo$1945b2o$1946b2o$1954bob
o$1954b2o$1955bo$581bobo$582b2o1341bo$582bo1342bobo16bo$1925b2o15b2o$
1943b2o$591bo$592b2o$591b2o1361bo$1953bo$1953b3o$1929bo$586bobo1340bob
o$587b2o1340b2o$587bo14$1914bo$1912b2o$600bo1312b2o$601b2o$600b2o10$
635bo$636bo$620bo13b3o$621bo$619b3o$1897bo$1895b2o13bo$1896b2o11bo$
1909b3o9$642bobo$643b2o$643bo5$648bo$649b2o$648b2o$1866bobo$1866b2o$
1867bo7bo$1874bo$1874b3o3$1863bo$1861b2o$656bo1205b2o$654bobo$655b2o2$
663bobo1195bo$664b2o1195bobo$664bo1196b2o3$1851bo$1850bo$671bobo1176b
3o$660bo11b2o$658bobo11bo$659b2o$1843bo13bo$1843bobo4bo4b2o$1843b2o3b
2o6b2o$1849b2o$668bo$669b2o$668b2o1175bo$1843b2o$1844b2o4$1858bo$1857b
o$1857b3o2$677bo1146bo$678bo1145bobo$676b3o1145b2o$666bo$667b2o$666b2o
1150bo$1818bobo$670bo5bo1141b2o$671bo2bobo$669b3o3b2o5$667bo$668b2o$
667b2o5bo$675bo$673b3o9$684bo$682bobo$683b2o18$707bo$705bobo30bo$706b
2o31b2o$738b2o$1796bo$1794b2o$1795b2o2$702bo$703b2o1081bo$702b2o5bo
1075bo$707bobo1075b3o$708b2o6bobo$717b2o$717bo2$713bobo$714b2o$714bo
16$741bo$739bobo$740b2o4$745bo5bobo$746bo5b2o$744b3o5bo4$756bo$754bobo
$751bo3b2o$749bobo$750b2o15$772bo$770bobo$771b2o7$788bo$789b2o$788b2o
7$1687bo$1687bobo$1687b2o8bo$1697bobo$800bo896b2o$801b2o$800b2o13$
1678bo$1676b2o$1677b2o16$838bo$836bobo$837b2o3$824bo$825bo$823b3o819bo
$1645bobo$859bo785b2o$837bo22bo$838bo19b3o791bo$836b3o811b2o$1651b2o3$
849bo$850bo$848b3o5$1631bo$1631bobo$1631b2o2$841bo13bo$839bobo11bobo6b
obo$840b2o12b2o7b2o769bobo$863bo770b2o$1635bo4$862bo$860bobo$861b2o7$
1618bo$869bo747bo$870bo746b3o$868b3o10$881bo$882b2o$881b2o5$890bo$891b
o$889b3o9$899bobo$900b2o$900bo2$910bo$908bobo$909b2o2$897bo$898b2o4bob
o$897b2o6b2o$905bo6$920bo$921bo$919b3o4$923bo$924bo$922b3o11$917bobo$
918b2o12bo5bo$918bo14bo5b2o$931b3o4b2o7$943bo2bobo$941bobo3b2o$942b2o
3bo3$946bo$947bo$945b3o5bo$951bobo$952b2o3$1519bo$1519bobo$1519b2o2$
947bo$945bobo11bobo$946b2o12b2o$960bo15$968bo$969bo$967b3o2$982bo$983b
o$981b3o12$992bo$993b2o$992b2o10$1004bo$1005bo$1003b3o4$1010bo$1011bo$
1009b3o2$1022bo$1023b2o$1022b2o7$1031bo$1032b2o$1031b2o12$1043bo$1041b
obo$1042b2o$1039bo$1037bobo$1038b2o10$1052bo$1053bo$1051b3o4$1066bo
348bobo$1064bobo348b2o$1065b2o9bo339bo$1077b2o$1076b2o11$1088bo$1082bo
bo4bo$1083b2o2b3o$1083bo$1109bo$1078bobo29bo$1079b2o27b3o297bo$1079bo
24bo301b2o$1105b2o300b2o$1104b2o2$1092bo3bobo$1090bobo4b2o288bo$1091b
2o4bo289bobo$1387b2o4bo$1392bo$1392b3o6$1112bo$1113bo$1111b3o3$1380bo$
1378b2o$1379b2o9$2873bo$2873bobo$2873b2o$2870bo$2868bobo$1129bo1739b2o
$1130bo$1128b3o2$2869bo$2869b2o$2868bobo$1135bo216bobo$1133bobo17bo
198b2o$1134b2o5bo12b2o197bo$1142b2o9b2o$1125bobo13b2o$1126b2o$1126bo$
1354bo$1141bo19bo191bo$1139bobo20b2o189b3o$1140b2o19b2o2$1348bo$1347bo
$1347b3o$1155bobo$1156b2o$1156bo$1339bo$1339bobo$1153bo185b2o$1151bobo
7bo$1152b2o8bo173bo$1160b3o172bo$1335b3o2$1154bobo166bobo$1155b2o166b
2o$1155bo168bo$1162bo$1160bobo$1161b2o6$1161bo$1162b2o$1161b2o14bo$
1178b2o$1177b2o4$1309bo$1308bo$1308b3o7$1304bo$1304bobo$1304b2o97b2o9b
o$1403bo9bobo$1190bo213bo9b2o$1191b2o212bo$1190b2o214bo7b2o$1329bo77bo
6b2o6bo$1329bobo76bo9b2obobo1399b2o$1329b2o78bo9bobo2bo1395b2o2bo$
1404b2o4bo3b2o3bo2bobo1395b2o2bo$1323bo80b2o5bo3bo4bob2o1401bo$1307bo
13b2o89bo2bob3obo1398bob4o$1302bobo2bobo12b2o80b4o5bobobo3bo3b2o3b2o
1387b2obo$1302b2o3b2o95bo2bo6bo3b3o4bobobo2bo1390b3o$1225bo77bo101b2o
3b2o14bo3bobo1391bo$1223bobo183bo2bo3b5o10bo1392b2o$1212bo4bobo4b2o
184b2o3bo3bobo1404bo$1213b2o3b2o194bob2o3bo1403bo$1212b2o4bo85bo108bo
2bob3o1404bo$1304bobo100bo5b2obobo1402b3o$1304b2o100bobo7bo$1407bobo3b
2obobo1402b3o$1232bobo173bo4bo2bob3o1404bo$1233b2o179bob2o3bo1403bo$
1233bo176b2o3bo3bobo1404bo$1291bo117bo2bo3b5o10bo1392b2o$1291bobo111b
2o3b2o14bo3bobo1391bo$1291b2o111bo2bo6bo3b3o4bobobo2bo1390b3o$1404b4o
5bobobo3bo3b2o3b2o1387b2obo$1412bo2bob3obo1398bob4o$1404b2o5bo3bo4bob
2o1401bo$1404b2o4bo3b2o3bo2bobo1395b2o2bo$1299bo109bo9bobo2bo1395b2o2b
o$1299bobo106bo9b2obobo1399b2o$1299b2o106bo6b2o6bo$1406bo7b2o$1281bo
123bo$1281bobo120bo9b2o$1281b2o120bo9bobo$1403b2o9bo9$1291bo$1292b2o
1531b2o$1291b2o1529b2o2bo$2822b2o2bo$1303bo1523bo$1244bo33bo22b2o1519b
ob4o$1242bobo33bobo12bo8b2o1517b2obo$1243b2o19bo13b2o12bo1532b3o$1262b
2o28b3o1531bo$1263b2o1561b2o$2828bo$2827bo$1264bo1562bo$1262b2o1559b3o
$1263b2o$1297b3o1523b3o$1244bo52bo1529bo$1245bo15b2o35bo1528bo$1243b3o
14b2o1566bo$1262bo1563b2o$2826bo$2825b3o$1255b2o10b3o1551b2obo$1255bob
o9bo1554bob4o$1255bo12bo1558bo$2822b2o2bo$2822b2o2bo$1297b2o1526b2o$
1296b2o$1298bo2$1276b2o$1277b2o$1276bo4$1295bo$1281b2o11b2o$1281bobo
10bobo$1281bo11$1309b2o$1308b2o$1310bo$1296b2o$1295b2o19b2o$1297bo6b2o
10bobo$1228b2o74bobo9bo$1212b2o4bo8bobo74bo$1213b2o3b2o9bo$1212bo4bobo
4b2o$1223bobo$1225bo77bo$1302b2o3b2o$1302bobo2bobo$1307bo$2882bobo$
2882b2o$2883bo9$1190b2o$1191b2o$1190bo5$1177b2o$1178b2o$1177bo2$1317b
2o1563b2o$1317bobo1562bobo$1317bo1564bo$2862b2o$2861bobo$1165b3o1695bo
$1167bo$1166bo2$1321b3o$1321bo$1322bo2$1159b3o$1161bo$1155bo4bo$1155b
2o$1154bobo2$1335b3o$1160b3o172bo$1162bo173bo$1161bo$1339b2o$1339bobo$
1339bo$1156bo$1156b2o$1155bobo$1347b3o$1347bo$1348bo$1130b3o$1132bo28b
2o$1131bo30b2o$1134b3o24bo$1136bo$1135bo3$1153b2o$1154b2o$1153bo$1360b
o$1128b2o229b2o$1127bobo229bobo$1129bo5$1112bo$1112b2o$1111bobo4$1106b
o$1106b2o$1105bobo11$1094b3o$1096bo$1095bo11$1084bo$1084b2o$1083bobo2$
1070bo$1070b2o$1069bobo14$1064b2o$1063bobo$1065bo11$1058b2o$1057bobo$
1059bo$1433b3o$1433bo$1434bo3$1046b2o$1047b2o$1046bo3$1044b3o402b2o$
1046bo402bobo$1045bo3bo399bo$1049b2o$1048bobo$1041b3o401b2o$1028b2o13b
o400b2o$1029b2o2b3o6bo403bo$1028bo6bo$1034bo2$1026b3o$1028bo$1027bo3$
1459b2o$1030b2o427bobo$1029bobo427bo$1031bo423b2o$1025b2o427b2o$1026b
2o428bo$1025bo2$1462b3o$1462bo$1463bo2$1028b3o$1030bo$1029bo7$1481b2o$
1481bobo$1481bo3$1009b2o$1010b2o$1009bo6$1495b2o$1494b2o$1490bo5bo$
989bo499b2o$989b2o3b3o492bobo$988bobo5bo$995bo$1002b2o$1001bobo505b2o$
1003bo505bobo$976b3o27b2o501bo$978bo28b2o$977bo28bo2$980b3o2b2o$982bo
3b2o$981bo3bo10$963bo$963b2o9b2o$962bobo8bobo$975bo$1517b3o$960b2o555b
o$961b2o555bo$960bo3$938bo11b2o$938b2o11b2o$937bobo10bo13$936bo$936b2o
$935bobo12$931bo$931b2o$922b2o6bobo$915bo5bobo$915b2o6bo$910b2o2bobo
637b2o$909bobo642bobo$911bo642bo$928b3o630b2o$930bo629b2o$929bo632bo
14$902b2o$903b2o$902bo4$892b2o$891bobo$893bo3$896b2o$897b2o$896bo2$
887b2o$886bobo$888bo2$877b2o$878b2o$877bo12$1617b3o$1617bo$1618bo3$
865b2o$866b2o$865bo15$844b2o$845b2o$844bo4b2o$850b2o$849bo3$839b2o6b2o
$838bobo5bobo$840bo7bo5$834b3o$836bo$835bo16$808b2o$809b2o$808bo2$811b
2o$812b2o$802b3o6bo$797bo6bo$797b2o4bo$796bobo7$800b3o$802bo$801bo19$
779bo$779b2o$778bobo10$767bo$767b2o$766bobo5$1728b3o$746bo13bo7b3o957b
o$746b2o12b2o8bo958bo$745bobo11bobo7bo2$1726bo$1725b2o$1725bobo5$754b
2o$749b3o3b2o$751bo2bo$750bo2$1745b2o$742b2o1001bobo$741bobo20b2o979bo
$743bo21b2o$764bo975bo$1739b2o$729b2o1008bobo$728bobo1060b2o$730bo
1059b2o$1784b3o5bo$1784bo$1785bo$742b3o$744bo$743bo15$1772bo$1771b2o$
1771bobo13$706bo$706b2o$705bobo$1791b3o$1791bo$1781b3o8bo$1781bo$1782b
o6$694bo$694b2o$693bobo11$670b2o5b2o$671b2o3bobo$670bo7bo2$1814b2o$
1813b2o$1815bo$669b3o3b2o$671bo2bobo$670bo5bo1141b2o$1818bobo32b3o$
666b2o1150bo34bo$667b2o1185bo$666bo$676b3o1145b2o33b3o$678bo1145bobo
32bo$649b2o26bo1146bo35bo$650b2o$649bo3$642b2o1236b2o$643b2o1234b2o$
642bo1230b3o5bo$1873bo$1874bo13$1896b2o$1896bobo$1896bo4$1893b3o$1893b
o$1894bo$1899b2o$1899bobo$1899bo5$1906bo$1905b2o$1905bobo9$598bo$598b
2o$597bobo16$584bo1348b2o$584b2o1346b2o$583bobo1348bo6$1944b3o$1944bo$
1945bo6$1949b2o$1948b2o$1950bo4$1950bo$1949b2o$1949bobo3$1963b3o$1963b
o$1964bo7b2o$1971b2o$1973bo3$1975b2o$1974b2o$1976bo10$574b3o$576bo
1411b2o$575bo1411b2o$532b2o1455bo6bo$533b2o1460b2o$532bo1462bobo2$
2014b3o$2014bo$2015bo3$2027b2o$2027bobo$2027bo2$570b2o$569bobo$571bo5$
515bo1494b2o$515b2o1492b2o$508b2o4bobo1494bo$509b2o$508bo42$2026b2o$
2026bobo$2026bo3$2036bo$2035b2o$2035bobo7b2o$498bo1545b2o$498b2o1546bo
$497bobo3$2031b2o$2031bobo$481b2o1548bo$480bobo$482bo$2036b2o$2031bo4b
obo4b2o$2030b2o4bo6bobo$2030bobo10bo$472bo$472b2o$471bobo10b3o$486bo
1551b2o$485bo1551b2o$2039bo3$2049bo$476b3o1569b2o$478bo1569bobo$477bo$
468bo$468b2o$467bobo1579b2o$2049bobo$2049bo3$2062b2o$2061b2o$2063bo$
2053b3o$2053bo$461b2o1591bo$460bobo$462bo6$455b3o$457bo$456bo8$2097b2o
$2083b2o11b2o$2083bobo12bo$2083bo$432b2o$433b2o$432bo14b2o$448b2o$447b
o10$413b2o$412bobo$414bo1685b2o$2100bobo$2100bo15$399b3o1715bo$401bo
1714b2o$400bo1715bobo$2141b2o$2140b2o$404b2o1736bo$403bobo$405bo1749b
3o$2130b2o23bo$2113bo16bobo23bo$2112b2o16bo$394b3o1715bobo$396bo$395bo
$2141b3o$353b3o1785bo$355bo1777b2o7bo$354bo1778bobo$2133bo2$353bo1783b
o$353b2o1781b2o$352bobo24b3o1754bobo27b2o$381bo1783b2o$380bo1786bo$
2133b3o$2133bo$2134bo$2137b3o10bo$2137bo11b2o$2138bo10bobo$376b3o$378b
o$377bo$368b3o1776b3o$370bo1776bo$369bo1778bo2$374b2o$375b2o$374bo12$
344b2o$338b2o5b2o$339b2o3bo$338bo1835b2o14bo$2174bobo12b2o$2174bo14bob
o$301b2o$302b2o40b3o1834b3o$301bo11b3o30bo1829b2o3bo$315bo29bo1830bobo
3bo30b2o$314bo1861bo35b2o$2214bo3$2209b2o$2208b2o$304b2o1904bo$303bobo
$289bo15bo66b2o$289b2o82b2o$288bobo81bo2$321b3o$323bo$290b3o29bo1868bo
$292bo1897b2o$291bo1898bobo2$2201b2o$280b2o49bo1869bobo$281b2o48b2o
1868bo$280bo49bobo$343b2o$344b2o$343bo3$327b2o$326bobo$328bo12$2217b3o
$2217bo$2218bo15$255bo1970b3o$255b2o8b2o1959bo$254bobo7bobo1960bo$266b
o$2230b3o$257b3o1970bo$259bo1971bo$258bo5$260b2o$261b2o$255b2o3bo$256b
2o$255bo1984b2o$251b2o1987bobo$252b2o1986bo$251bo2$2247b2o$246b3o1997b
2o$248bo1999bo$247bo6$2295b3o$218b3o2074bo$220bo2075bo$219bo$2262b2o$
2262bobo$227b2o2033bo$226bobo$228bo3$234b3o$236bo2035b3o$205b3o27bo3bo
2032bo$207bo31b2o2032bo$206bo31bobo2062bo$2302b2o$2302bobo$200b3o8b3o$
202bo10bo$201bo10bo2086b3o$2266b2o31bo$2266bobo31bo$2266bo$201bo$201b
2o24bo$200bobo24b2o$226bobo3$191b2o$192b2o28b2o$191bo31b2o$222bo$181b
2o$182b2o$181bo2$177bo$177b2o2157b3o$176bobo2157bo$2337bo2$157b2o$156b
obo$158bo8$171b2o$170bobo$172bo2$174bo$174b2o$173bobo$161b2o$160bobo$
162bo6$165b3o$167bo$166bo$2324b3o$2324bo$2325bo2$162bo2164b3o$162b2o
2163bo$161bobo2164bo2$2333bo$2332b2o$2332bobo9$152b2o$151bobo$153bo7$
149b2o$148bobo$150bo2208b2o$2358b2o$116b2o2242bo$117b2o30b2o$116bo27b
3o3b2o$146bo2bo$145bo2$112b3o$114bo$113bo2$2374b2o$2373b2o$111b2o2262b
o24b2o$110bobo19b2o2266bobo$112bo20b2o2265bo$132bo2$113b2o15bo$114b2o
14b2o$113bo15bobo2250b2o$2378bo3bobo$89b3o33b2o2250b2o3bo$91bo32bobo
2250bobo16b3o$90bo29bo5bo2269bo$120b2o2275bo$119bobo9b2o$110b3o17bobo$
112bo19bo$111bo73$2671b2o$2670b2o$2672bo$169b2o$170b2o$169bo7$2674b2o$
2673b2o$2675bo$158b2o$159b2o$158bo42$74bo$74b2o$73bobo4$70b2o$69bobo$
71bo5$68b3o$70bo$69bo2695b3o$2765bo$71bo2694bo$71b2o$70bobo2$47b2o$46b
obo2697b2o11b2o$48bo2696b2o12bobo$77b2o2668bo11bo$78b2o$68b2o7bo$67bob
o$69bo!

Only the last 2 steps are shown because everything else is the same.
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Re: Small Spaceship Syntheses

Postby Ian07 » July 14th, 2019, 4:47 pm

toroidalet wrote:Asymmetric pre-pulsar ship in 1,161 gliders (assuming LifeWiki has the minimal synthesis):
RLE

Only the last 2 steps are shown because everything else is the same.

Mark Niemiec's site has a 4G method of creating the skewed pre-pulsar:
x = 69, y = 31, rule = B3/S23
38bo$37bo$37b3o4bo$43bo$24bo18b3o$25bo$23b3o4bo$31bo$29b3o13$9bo7bo$3b
2obobob2o3b2obobob2o$3obob3o9b3obob3o24bo7bo$o3bobo5bobo5bobo3bo18b2ob
obob2o3b2obobob2o$4b2o6bobo6b2o19b3obob3o9b3obob3o$b2o9bobo9b2o16bo3bo
bo5bobo5bobo3bo$b2ob2o15b2ob2o20b2o6bobo6b2o$5bo15bo21b2o9bobo9b2o$43b
2ob2o15b2ob2o$47bo15bo!


As well as a 4G for the symmetric and a 6G for the glide symmetric:
x = 69, y = 59, rule = B3/S23
44bo$43bo$23bo19b3o$21bobo$22b2o9$26bo$24bobo17bo$25b2o16bo$43b3o35$9b
o7bo33bo7bo$3b2obobob2o3b2obobob2o21b2obobob2o3b2obobob2o$3obob3o9b3ob
ob3o15b3obob3o9b3obob3o$o3bobo5bobo5bobo3bo15bo3bobo5bobo5bobo3bo$4b2o
6bobo6b2o23b2o6bobo6b2o$b2o9bobo9b2o17b2o9bobo9b2o$b2ob2o15b2ob2o17b2o
b2o15b2ob2o$5bo15bo25bo15bo!

x = 100, y = 59, rule = B3/S23
75bo$74bo$54bo19b3o$52bobo$53b2o9$57bo$55bobo17bo$56b2o16bo$74b3o15$4b
o$4bobo$4b2o$2bo$obo59b2o$b2o58bo2bo$62b2o14$40bo7bo33bo7bo$34b2obobob
2o3b2obobob2o21b2obobob2o3b2obobob2o$31b3obob3o9b3obob3o15b3obob3o9b3o
bob3o$31bo3bobo5bobo5bobo3bo15bo3bobo5bobo5bobo3bo$35b2o6bobo6b2o23b2o
6bobo6b2o$32b2o9bobo9b2o17b2o9bobo9b2o$32b2ob2o15b2ob2o17b2ob2o15b2ob
2o$36bo15bo25bo15bo!


EDIT: I'd also like to point out that the current pre-pulsar syntheses still use an obsolete 581G rather than the current best 567G for the second spider, meaning all three of these should be able to be reduced by another 14 gliders.
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Re: Small Spaceship Syntheses

Postby calcyman » July 16th, 2019, 3:51 am

toroidalet wrote:Asymmetric pre-pulsar ship in 1,161 gliders (assuming LifeWiki has the minimal synthesis):

Only the last 2 steps are shown because everything else is the same.


I've opened merge request 37 with this synthesis: https://gitlab.com/parclytaxel/Shinjuku ... s/37/diffs
What do you do with ill crystallographers? Take them to the mono-clinic!
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Re: Small Spaceship Syntheses

Postby Ian07 » July 28th, 2019, 8:16 pm

3G activation of symmetric PPS:
x = 51, y = 69, rule = B3/S23
4b2o$b2o2bo$b2o2bo$6bo$bob4o$2obo$4b3o$5bo$5b2o$7bo$6bo$6bo$2b3o2$2b3o
$6bo$6bo$7bo$5b2o$5bo19bo$4b3o16bobo$2obo20b2o$bob4o$6bo$b2o2bo$b2o2bo
$4b2o8$49bo$50bo$48b3o3$48b2o$49b2o$48bo$4b2o$b2o2bo$b2o2bo$6bo$bob4o$
2obo$4b3o$5bo$5b2o$7bo$6bo$6bo$2b3o2$2b3o$6bo$6bo$7bo$5b2o$5bo$4b3o$2o
bo$bob4o$6bo$b2o2bo$b2o2bo$4b2o!

I tried adding a beehive to this particular synthesis to make the glide-symmetric in 5G, but no luck. Here's a full list of all 77 pulsar syntheses in the 3G database if anyone else wants to try:
x = 3815, y = 23, rule = B3/S23
3bo48bo59bobo37bo47bobo49bo48bo48bo52bo46bo6b3o41bo48bo54bobo48bo48bo
45bo49bo53bo48bo45bo8bo41bo49bo54bo44bo49bo51bo62bobo32bo49bo49bo49bo
58bo49bobo46bo49bobo40bo52bo46bo47bo50bo49bo51bo46bo49bo49bobo49bo47bo
bo52bo48bobo49bo48bo49bobo44bo52bo51bo49bo50bo50bo41bo48bo51bo48bo56bo
44bo49bo50bo49bo49bo45bo49bo49bo49bo49bo50bo50bo13bo49bo46bo$4bo48bo
58b2o36bobo48b2o47bobo48bobo47b2o51b2o45b2o4bo43bobo47b2o52b2o50bo48bo
45bo49bo53bo47bobo44b2o5bo43bo49bo48bo4bobo43bo49bo51b2o60b2o34bo49bo
49bo49bo57bobo47b2o47bobo47b2o42bo51bobo45b2o46b2o49bo49bo51bo46b2o48b
2o48b2o47bobo48b2o50b2o49b2o48b2o49bobo47b2o43bobo53bo49bo50bobo47bo
49b2o43bo48b2o47bobo49bo55bobo43b2o48b2o49b2o48b2o48b2o44b2o48b2o48b2o
48b2o48b2o49bo3bo43bobo14bo49bo32bo13bo$2b3o46b3o59bo37b2o48bo49b2o48b
2o47b2o51b2o45b2o6bo42b2o47b2o54bo48b3o42b2o2b3o43b3o4b2o41b3o47b2o2b
3o47b2o44b2o6b3o39b3o47b3o49bo3b2o42b3o9bo37b3o8b2o40b2o46bo15bo32b3o
47b3o47b3o47b3o48bo8b2o39bo9bo47b2o49bo40b3o51b2o45b2o46b2o48b3o8bobo
36b3o9bo39b3o45b2o48b2o49bo49b2o48bo52b2o49bo49b2o48b2o49bo44b2o51b3o
49b3o48b2o48b3o48b2o40b3o47b2o49b2o47b3o55b2o43b2o48b2o49b2o48b2o48b2o
44b2o48b2o48b2o48b2o48b2o48b3o2bo45b2o12b3o47b3o33b2o9b3o$100bo454b2o
144b2o54bobo91b2o247b3o57b2o48b2o90bo249bo49bo48bo49bo203bo55b2o48b2o
1642b3o142b2o$101b2o197bo53b2o45bo6b2o45b2o43bo53b2o144bo56bo92bo8bo
40bo54bo49b2o48b2o104b2o49bo38bo48b3o64bo182b3o47b3o49bo49bo97bo104b2o
47b3o5bo41b3o4bobo645bo498bo49bo50bo49bo49bo45bo49bo49bo49bo49bo$bo48b
2o48b2o111bo52bo34b2o50b2o47bo4b2o45b2o45b2o53bo45bo51b3o51bo45bo49bo
53b2o41b2o51b2o48b2o48b2o96b2o48b2o48bo100b2o11b2o35b2o48bobo47bobo49b
o49bo44b3o47b3o48bo49b2o101bobo49bo49bo49b2o599b2o497b2o48b2o49b2o48b
2o48b2o44b2o48b2o48b2o48b2o48b2o48bo62b3o47b3o42b2o$b2o48b2o161bo52bo
32b2o53bo44b3o6bo46bo43b2o101bo50bo52b2o44b2o48b2o53bobo39b2o52bobo49b
o49bo46b2o47bobo47bobo45b3o99bobo11bobo33bobo48b2o48b2o50b2o48b2o48bo
49bo45b2o47b2o3bo149bo49bo44b2o3b2o601b2o497b2o48b2o49b2o48b2o48b2o44b
2o48b2o48b2o48b2o48b2o47b2o63bo49bo42bobo$obo47bo6b3o44bo107b3o50b3o
237b2o47b2o45b3o51bo51bobo43bobo47bobo2b3o291b2o48bo49bo100b2o49bo49bo
49bo49bo49bobo47bobo48b2o48b2o43bobo52b2o244b2o4bo592b3o999bobo62bo49b
o43bo$57bo46b2o198b2o47b2o149b2o47bobo252bo96bo145b3o50bo197bobo195b2o
152bobo47bobo97bobo243bo552bo48bo48bo49bo49bo49bo50bo49bo49bo48bo49bo$
58bo44bobo197b2o47bobo151bo48bo253bo94b2o100b2o43bo199b2o51bo103b3o90b
2o347bo753bo46bo50bo49bo49bo49bo50bo49bo49bo48bo49bo$7b2o203b2o51b2o
38bo48bo245b3o48bo252bobo99bobo43bo197bobo155bo43b3o45bo252b3o95b2o
249bo50bo49bo50bo49bo46bo49bo49bo49bo49bo50b3o95b3o47b3o47b3o47b3o48b
3o47b3o47b3o46b3o47b3o$7bobo203b2o51b2o332bo50b2o353bo245bo156bo42bo
300bo96b2o3bo46b2o199bo50bo49bo50bo49bo46bo49bo49bo49bo49bo$7bo204bo
52bo335bo48bobo800bo300bo100b2o46b2o196b3o48b3o47b3o48b3o47b3o44b3o47b
3o47b3o47b3o47b3o54bo97bo49bo49bo49bo50bo49bo49bo48bo49bo$1854bobo45bo
702b2o96b2o48b2o48b2o48b2o49b2o48b2o48b2o47b2o48b2o$2606b2o96b2o48b2o
48b2o48b2o49b2o48b2o48b2o47b2o48b2o$176bo1925b2o49b2o48b2o49b2o48b2o
45b2o48b2o48b2o48b2o48b2o$177bo1924bobo48bobo47bobo48bobo47bobo44bobo
47bobo47bobo47bobo47bobo$175b3o1924bo50bo49bo50bo49bo46bo49bo49bo49bo
49bo$3151b2o98b2o48bo103b2o99b2o49bo193b2o$3150bobo47b3o47bobo48b2o47b
3o52bobo47b3o48bobo47b2o48b3o141bobo$175b2o2975bo49bo49bo47bobo49bo52b
o49bo50bo49bobo47bo145bo$176b2o3023bo149bo104bo150bo$175bo!
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Re: Small Spaceship Syntheses

Postby toroidalet » July 28th, 2019, 11:57 pm

This works:
x = 37, y = 73, rule = B3/S23
3bo$bo2bo2$o3b2o$b5o$2bo$b6o$bo3bo$bo3bo$5bo$3bob2o$3bo2bo$2b5o$2b2obo
$3b2o2$3b2o$2b2obo$2b5o$3bo2bo$3bob2o$5bo$bo3bo$bo3bo$b6o$2bo$b5o$o3b
2o29bo$34bo$bo2bo21bo7b3o$3bo22bobo$26b2o6$15bo$14bobo6bo$14bobo5b2o$
15bo6bobo2$3bo$bo2bo2$o3b2o$b5o$2bo$b6o$bo3bo$bo3bo$5bo$3bob2o$3bo2bo$
2b5o$2b2obo$3b2o2$3b2o$2b2obo$2b5o$3bo2bo$3bob2o$5bo$bo3bo$bo3bo$b6o$
2bo$b5o$o3b2o2$bo2bo$3bo!

According to synthesise-constellation.py, no 3G collision can activate the glide-symmetric PPS (unless it uses the sparks of the spiders).
"Build a man a fire and he'll be warm for a day. Set a man on fire and he'll be warm for the rest of his life."

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Re: Small Spaceship Syntheses

Postby Goldtiger997 » July 29th, 2019, 5:01 am

toroidalet wrote:According to synthesise-constellation.py, no 3G collision can activate the glide-symmetric PPS (unless it uses the sparks of the spiders).


I found this 4G method:

x = 55, y = 69, rule = B3/S23
4b2o$b3ob2o$b2o2b2o$bobo2bo$2ob4o$2obo$4b3o2$5b2o$5bobo$6b2o$3bobo$3bo
2$3bo$3bobo$6b2o44bo$5bobo44bobo$5b2o45b2o2$4b3o$2obo$2ob4o$bobo2bo$b
2o2b2o$b3ob2o$4b2o4$28bo$26b2o$27b2o10$4b2o$b3ob2o$b2o2b2o$bobo2bo19b
3o$2ob4o19bo$2obo23bo$4b3o37bo$43b2o$5b2o36bobo$5bobo$6b2o$3bobo$3bo2$
3bo$3bobo$6b2o$5bobo$5b2o2$4b3o$2obo$2ob4o$bobo2bo$b2o2b2o$b3ob2o$4b2o
!
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