Leaf bug 2

Leaf bug 2
x = 13179, y = 6698, rule = B3/S23 6566b2o$6565b2o$6560bo6bo$6560b2o$6559bobo$6611b2o$6612b2o$6611bo16bo$ 6627b2o$6627bobo20$6564b2o52b2o6b2o$6564b2o52b2o5b2o$6500bo126bo$6500b 2o$6499bobo$6551b2o$6552b2o$6551bo136bo$6687b2o$6687bobo20$6686b2o$ 6685b2o$6440bo246bo$6440b2o172b3obo$6439bobo178bo$6491b2o121b2o5bo$ 6492b2o75b3o44b2o3bo$6491bo76bo2b2o38b3o6bo127bo$6568b2obobo37bobo133b 2o$6561b3o4b3o39bo2bo133bobo$6610bobo$6610b3o5$6560b2o60b2o$6560b2o60b 2o7$6564b2o52b2o$6564b2o52b2o4$6746b2o$6745b2o$6380bo366bo$6380b2o$ 6379bobo$6431b2o$6432b2o96bo$6431bo97bo278bo$6529b3o40b2o36b2o195b2o$ 6572b2o36b2o195bobo2$6658bo$6659bo$6657b3o13$6564b2o52b2o$6564b2o52b2o 2$6806b2o$6805b2o$6320bo284bo201bo$6320b2o284b2o$6319bobo283b2o$6371b 2o$6372b2o199bo$6371bo200bob2o292bo$6574b2o291b2o$6575bo291bobo$6573b 2o35b2o$6573bo36b2o17$6564b2o52b2o$6564b2o52b2o246b2o$6865b2o$6260bo 606bo$6260b2o$6259bobo$6311b2o$6312b2o$6311bo616bo$6927b2o$6927bobo20$ 6926b2o$6616bo308b2o$6200bo414bo311bo$6200b2o412b2obobo$6199bobo414bob obo$6251b2o316b2o50bo$6252b2o308bo5bo2bo48bo$6251bo317b3obo37b3o374bo$ 6561bobo5bo3bo36bo2bo373b2o$6562bo10bo36b3o374bobo$6470bo$6469bo$6469b 3o143bo3$6560b2o60b2o94bo$6560b2o60b2o95bo$6717b3o6$6564b2o52b2o$6564b 2o52b2o5$6986b2o$6985b2o$6140bo846bo$6140b2o$6139bobo$6191b2o337bo$ 6192b2o336bobo$6191bo338b2o40b2o36b2o436bo$6572b2o36b2o435b2o$7047bobo $6658bo$6656bobo$6657b2o13$6564b2o52b2o$6564b2o52b2o3$7046b2o$6604bobo 438b2o$6080bo524b2o440bo$6080b2o523bo$6079bobo$6131b2o440bo$6132b2o 438bobo$6131bo440bobo533bo$6573b2o532b2o$6572b3o35b2o495bobo$6610b2o 17$6564b2o52b2o$6564b2o52b2o$7106b2o$7105b2o$6020bo1086bo$6020b2o$ 6019bobo$6071b2o$6072b2o$6071bo1096bo$7167b2o$7167bobo5$6410bo$6409bo$ 6409b3o$6611bobo$6609bo4bo$6609bo4bo163bo$6613b2o164bo$6777b3o$6609b2o 2b2o$6572bo36b2o2b2o$6571b3o36bob3o$6570bo2bo39bo$6570b2o40bo$6571bo$ 6573b2o$6571b4o591b2o$6570bo2bo591b2o$5960bo611bo594bo$5960b2o600b2o 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5772b2o$5771bo1696bo$7467b2o$7467bobo5$6517bobo$6517b2o$6518bo3$6669bo bo$6670b2o$6564b2o52b2o50bo$6564b2o52b2o4$6452bo$6452bobo$6452b2o$ 7466b2o$7465b2o$5660bo1075bo730bo$5660b2o1072bobo$5659bobo1073b2o$ 5711b2o$5712b2o$5711bo1816bo$7527b2o$7527bobo13$6290bo$6289bo274b2o52b 2o$6289b3o272b2o52b2o3$6898bo$6899bo$6897b3o626b2o$7525b2o$5600bo1926b o$5600b2o$5599bobo$5651b2o$5652b2o$5651bo1936bo$7587b2o$7587bobo8$ 6350bo$6350bobo$6350b2o3$6838bo$6836bobo$6837b2o$6564b2o52b2o$6564b2o 52b2o3$7586b2o$7585b2o$5540bo2046bo$5540b2o$5539bobo931b2o234b2o$5591b 2o880b2o234b2o$5592b2o$5591bo2056bo$7647b2o$7647bobo$6752b3o$6752bo$ 6753bo3$6424b3o$6426bo$6425bo10$6564b2o52b2o$6564b2o52b2o$7646b2o$ 6392bo1252b2o$5480bo911bobo1252bo$5480b2o910b2o$5479bobo$5531b2o$5532b 2o939b2o234b2o85bo$5531bo941b2o234b2o83bobo911bo$6795b2o910b2o$7707bob o$6812b3o$6812bo$6813bo3$6364b3o$6366bo$6365bo9$6230bo$6229bo$6229b3o$ 6564b2o52b2o1086b2o$6564b2o52b2o1085b2o$5420bo1537bo748bo$5420b2o1537b 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6514b2o152b2o2$8306b2o$8305b2o$4820bo3486bo$4820b2o$4819bobo1288bo$ 4871b2o1237bobo290b4o380b4o$4872b2o1236b2o291bo3bo164b2o36b2o174bo3bo$ 4871bo1531bo168b2o36b2o178bo1577bo$6404bo2bo378bo2bo1577b2o$7078bo 1288bobo$6473b2o234b2o365bobo$6473b2o234b2o366b2o6$6675b3o32bo$6674bo 35b2o$6674bo2bo31bobo$6675b2o$6675b2o28b3o90bo$6478bo195bo2bo26bo3bo 88b2o$6477b2o198bo26bo2b2o88bobo$6477bobo84b2o52b2o54b2o28b2o$6506b3o 55b2o52b2o$6380bo125bo2bo196b2o$6380b2o123bo3bo195bo2bo$6379bobo124bo 2b2o196b2o$6477b2o29bo1857b2o$6476bobo27b2o1857b2o$4760bo1715bo28b3o8b 2o148b2o1699bo$4760b2o1714bobo26b3o8b2o148b2o8b2o31b2o$4759bobo1717bo 129bo66b2o31b2o$4811b2o1664bobo128bobo$4812b2o1665bo127b2o56bo$4811bo 1471b4o193bo127bob2o52b3o240b4o1517bo$6283bo3bo229bo90bo2bo51bo3bo31bo 206bo3bo1516b2o$6283bo234bo90b2o51bo36bobo208bo1516bobo$6284bo2bo228b 3o142b2ob2o3bo29b2o205bo2bo$6664b2o$6661bo6b2o$6518b2o142b2o$6518b2o2$ 6481b2o218b2o$6152bo328b2o167bo50b2o$6152bobo495b2o$6152b2o495bobo2$ 6514b2o152b2o188bo$6514b2o22bo129b2o187b2o177bo$6537b2o318bobo174bobo$ 6537bobo495b2o2$6320bo242b3o$6320b2o239b2obobo$6319bobo239b2o3bo49bo$ 6559bo4bo55b3o1803b2o$6559bo5bo48bobo1808b2o$4700bo1858bo5bo3bobo42b2o 3bo3bo1803bo$4700b2o1863bo3bo2bo37bo4bo4bobo$4699bobo1859bo4bobo3bo37b o10bo$4751b2o1720b2o31b2o53bo4bo2bo2bo37bo65b2o31b2o$4752b2o1719b2o31b 2o52bo5bo2bobo104b2o31b2o$4751bo1809bob2o1923bo$6248bobo311bo1924b2o$ 6163b4o81b2o777b4o1456bobo$6163bo3bo81bo776bo3bo$6163bo396b2o60b2o406b o$6164bo2bo392b2o60b2o402bo2bo$6938bobo$6939b2o$6939bo4$6564b2o52b2o$ 6564b2o52b2o$6918bo$6424bo334bo157b2o$6424bo89b2o152b2o89bo157bobo$ 6424bo89b2o152b2o89bo$6429b2o322b2o$6260bo167bo2bo320bo2bo$6260b2o166b obo322bobo$6259bobo167bo324bo$8486b2o$8485b2o$4640bo3846bo$4640b2o 1930b2o36b2o$4639bobo1930b2o36b2o$4691b2o$4692b2o1977b3o$4691bo1781b2o 196bo2bo34b2o6bo1830bo$6473b2o195bo4bo33b2o6b2o1828b2o$6673bo42bobo 1828bobo2$6043b4o624b2o474b4o$6043bo3bo423bo199bobo472bo3bo$6043bo426b 2o38bo160bobo476bo$6044bo2bo422bobo37b2o197b2o435bo2bo$6512bo154bo41b 2o$6475bobo32b2o157bo$6474b2obo31bobo156b2o38bo$6473b2o2b2o31bo182bo 13bobo7b3o$6472b2o7b3o24bobo180b2ob2o10bo9bo3bo$6473b2o8bo22bo91bobo 77bo16bo6b2o2bo2b2o5bo2bo223b2o$6474bo6bobo22bobo55b2o33b2o17b2o59bo 11bo3bo6b2ob2ob3o5bo2bo222bobo$6481b2o81b2o33bo18b2o57b3o12b3o11bo2bo 7bo226bo$6707b2ob2o3b2o$6424bo50bo231b5o47bo$6244b2o178bo49bo103bobo 128b3o47bo$6244bobo177bo50bo102b2o179bo$6244bo184b2o148bo173b2o$6428bo 2bo320bo2bo$6428bobo42b2o31b2o168b2o31b2o42bobo1790b2o$6429bo43b2o31b 2o10bo157b2o31b2o43bo1790b2o$4580bo3966bo$4580b2o$4579bobo$4631b2o 1939b2o36b2o$4632b2o1938b2o36b2o$4631bo1854bo170bo1950bo$6484bobo170b 2o1948b2o$6485b2o169bobo1948bobo3$6531bo160bo$5923b4o554b2o47b2o160bob o6b2o564b4o$5923bo3bo553b2o47bobo159b2o7b2o563bo3bo$5923bo1346bo$5924b o2bo1338bo2bo2$6514b2o152b2o$6514b2o152b2o$6883b2o$6882bobo$6884bo2$ 6615b2o$6304b2o310bo$6304bobo117bo144b2o42bo3bo2b2o137bo$6304bo119bo 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View static image
Pattern type	Spaceship
Number of cells	26571
Bounding box	13339 × 7107
Direction	Orthogonal
Period	240 (mod: 240)
Speed	31c/240 | 31c/240
Heat	17467.8
Kinetic symmetry	n
Discovered by	Gustone
Year of discovery	2025
Rules Outer-totalistic rules B3/S23 only # of rules 20 = 1 Isotropic rules B3/S23 only
Pattern files Macrocell leafbug2.mc Plaintext leafbug2.cells RLE leafbug2.rle

Leaf bug 2 is a 31c/240 orthogonal spaceship using the 31c/240 Herschel-pair climber that was constructed on June 4, 2025, by Gustone, as an improvement over the earlier leaf bug. The first version, known as leaf bug 2a, had a population of 29591 cells and a 15129 × 7988 bounding box. The following form, known as leaf bug 2a.1, was created on June 7 with a population of 27507 cells and a bounding box of 14285 × 7576. On June 14, it was finally reduced to leaf bug 2c, with a population of 26571, and a bounding box of 13339 × 7107. It is the smallest spaceship of speed 31c/240, both in bounding box, and in population.

External links

• Leaf bug at Wikipedia