p41 pi-heptomino hassler

p41 pi-heptomino hassler (xp41_0c4o0e93y1g88cxo4qajkk8zca2t553gggxhhgx110h21xck8zx11g8oxey425dzy023yzwg0s4zylgy2ra4y0ggg070ggh108ozyk1230ggo4o0o8y08oy2caar453zyn122c5521x311y2c970123)

#C [[ GRID THUMBLAUNCH THUMBSIZE 2 THEME Catagolue ]] 
x = 1, y = 1, rule = B3/S23
b!

	This pattern is an oscillator.
	This pattern is periodic with period 41.
	This pattern runs in standard life (b3s23).
	The population fluctuates between 170 and 240.
	This evolutionary sequence works in multiple rules, from b3s23 through to b3s234c6i.

Pattern RLE

Code: Select all

Glider synthesis

Code: Select all

#C [[ GRID MAXGRIDSIZE 14 THEME Catagolue ]] 

#CSYNTH xp41_0c4o0e93y1g88cxo4qajkk8zca2t553gggxhhgx110h21xck8zx11g8oxey425dzy023yzwg0s4zylgy2ra4y0ggg070ggh108ozyk1230ggo4o0o8y08oy2caar453zyn122c5521x311y2c970123 costs 141 gliders (true).

#CLL state-numbering golly

x = 2375, y = 206, rule = B3/S23

2074bo$2072bobo$2073b2o$2079b2o$2079bobo$2073b2o4bo$2074b2o$2073bo

41$843bo$841b2o$842b2o4$845bobo$824bo20b2o$824bobo19bo$665bo158b2o

6bo$557bobo49bobo51bobo164b2o97bo$558b2o49b2o53b2o3bobo159b2o95bo$

372bo185bo51bo59b2o256b3o$370bobo297bo$371b2o$416bo1116bo$364bo49b

2o1116bo$365bo49b2o1115b3o$363b3o699bobo$976bo89b2o$925bo48bobo89b

o$923b2o50b2o$924b2o580bobo$1507b2o$1507bo24bo$1532bobo$1532b2o$

909bo$909bobo$909b2o$2000bobo$894bo1105b2o285bo$895b2o4bo1099bo

285bobo$894b2o6bo1384b2o$800b2o98b3o$799bo2bo$799bo2bo110bobo551bo

$800b2o112b2o3bo547bobo419bo$893b2o19bo3bo66b2o13bo2bo70b2o13bo2bo

66b2o16bo66b2o16bo66b2o16bo70b2o16bo30b2o46b2o16bo66b2o16bo66b2o

16bo66b2o16bo66b2o16bo14bo58b2o16bo73b2o16bo66b2o16bo82b2o16bo39bo

42b2o16bo$582b2o105b2o3bo108b2o3b2o82bobo23b3o63bobo13b4o69bobo13b

4o65bobo14b3o65bobo14b3o65bobo14b3o69bobo14b3o77bobo14b3o65bobo14b

3o65bobo14b3o65bobo14b3o65bobo14b3o14b3o55bobo14b3o72bobo14b3o65bo

bo14b3o81bobo14b3o37b2o42bobo14b3o$472b2ob2o101b2obo2bo103bo2bobob

o106bo2bobobo78b2o2bo87b2o2bo19b2o63b2o2bo19b2o59b2o2bo15bo3b2o59b

2o2bo15bo3b2o59b2o2bo15bo3b2o63b2o2bo15bo3b2o20bo50b2o2bo15bo3b2o

59b2o2bo10bo4bo3b2o59b2o2bo10bo4bo3b2o59b2o2bo10bo4bo3b2o59b2o2bo

10bo4bo3b2o8bo57b2o2bo10bo4bo3b2o66b2o2bo10bo4bo3b2o59b2o2bo10bo4b

o3b2o75b2o2bo10bo4bo3b2o36b2o37b2o2bo10bo4bo3b2o$472b2obobo100b2ob

ob2o103b2obob2o107b2obob2o79bobob2o86bobob2o16bo3bo62bobob2o12bo3b

o3bo58bobob2o13bob2o3bo58bobob2o13bob2o3bo58bobob2o13bob2o3bo18bo

43bobob2o13bob2o3bo18bo51bobob2o13bob2o3bo58bobob2o7b3o3bob2o3bo

58bobob2o7b3o3bob2o3bo58bobob2o7b3o3bob2o3bo58bobob2o7b3o3bob2o3bo

6bo58bobob2o7b3o3bob2o3bo15bo49bobob2o7b3o3bob2o3bo58bobob2o7b3o3b

ob2o3bo74bobob2o7b3o3bob2o3bo74bobob2o7b3o3bob2o3bo$385bo89bobo

103bo109bo113bo84bo91bo18bob3o65bo14bobobob3o61bo16bobob3o61bo16bo

bob3o61bo16bobob3o19bobo43bo16bobob3o19b3o51bo16bobob3o61bo9bo6bob

ob3o61bo9bo6bobob3o61bo9bo6bobob3o61bo9bo6bobob3o7b3o58bo9bo6bobob

3o17bo50bo9bo6bobob3o61bo9bo6bobob3o77bo9bo6bobob3o77bo9bo6bobob3o

$386bo88b2o104b4o106b4o110b4o81b4o88b4o15bobo67b4o12b2obobo63b4o

12b2obobo63b4o12b2obobo63b4o12b2obobo21b2o44b4o12b2obobo75b4o12b2o

bobo63b4o6b2o4b2obobo63b4o6b2o4b2obobo63b4o6b2o4b2obobo63b4o6b2o4b

2obobo70b4o6b2o4b2obobo17b3o50b4o6b2o4b2obobo63b4o6b2o4b2obobo79b

4o6b2o4b2obobo79b4o6b2o4b2obobo$384b3o10bobo73b2o4b3o97b2o3bo104b

2o3bo108b2o3bo79b2o3bo86b2o3bo16bo66b2o3bo16bo62b2o3bo16bo62b2o3bo

16bo62b2o3bo16bo18bo47b2o3bo16bo74b2o3bo16bo62b2o3bo16bo62b2o3bo

16bo62b2o3bo16bo62b2o3bo16bo7bo61b2o3bo16bo69b2o3bo16bo62b2o3bo16b

o78b2o3bo16bo24bo53b2o3bo16bo$397b2o73bo2b2o2bo98bo2b3o104bo2b3o

108bo2b3o79bo2b3o86bo2b3o83bo2b3o79bo2b3o79bo2b3o79bo2b3o37b2o12bo

31bo2b3o38bo52bo2b3o79bo2b3o79bo2b3o79bo2b3o79bo2b3o25bobo58bo2b3o

22b2o16bobo43bo2b3o22b2o55bo2b3o22b2o71bo2b3o22b2o19bo51bo2b3o22b

2o$398bo73b2obo4bo97b2obo106b2obo110b2obo81b2obo88b2obo85b2obo81b

2obo81b2obo81b2obo38b2o12bo32b2obo40bobo50b2obo81b2obo81b2obo81b2o

bo81b2obo27b2o59b2obo24bobo15b2o44b2obo7bo16bobo54b2obo7bo16bobo

70b2obo24bobo16b3o51b2obo4bo5bo13bobo$475bo105bo109bo113bo84bo91bo

88bo84bo84bo84bo52b3o33bo36bo3b2o54bo84bo84bo19b2o63bo19b2o63bo19b

2o70bo19b2o4bo17bo47bo6bobo10b2o4bo58bo6bobo10b2o4bo74bo3b3o3b3o7b

2o4bo74bo4bo5bo8b2o4bo$475b2o104b2o108b2o112b2o83b2o90b2o87b2o83b

2o83b2o83b2o41bo45b2o36bo58b2o83b2o24bo58b2o18bo18bobo43b2o18bo64b

2o18bo71b2o18bo71b2o5bobo10bo64b2o5bobo10bo80b2o18bo27bobo50b2o3bo

5bo8bo$1368bo82b3o167b2o77bobo3bobo12b2o62bobo82bobo6b2o81bobo79bo

9bobo72bo9bobo88bo9bobo27b2o69bobo$bo1264bobo99b3o251b2o76b2o4b2o

14bo62b2o83b2o8b2o80b2o90b2o83b2o89bo9b2o29bo58b3o8b2o12bobo$2bo

380b3o880b2o439bo171bo350bo95b2o27b2o$3o382bo10bo501b2o367bo20bo

587bo448bobo28bo$384bo9bobo502b2o386bo334b2o252b2o447bo15b2o$395b

2o320bo114bo65bo388b3o333b2o80bo169bobo446b2o16b2o9bo$4b2o659bo52b

o114bo362bo68bo356bo80b2o85bobo548bo9b2o16b2o$4bobo9bo591bo56b2o

49b3o112b3o360b2o67b2o439b2o84b2o560b2o15bo$4bo10bo382b3o205bobo

55bobo350bo177b2o67b2o525bo546bo28bobo$15b3o380bo208b2o2b2o402b2o

603bo167bo372bo100bo75b2o27b2o$399bo212b2o104bobo112bobo180b2o57b

3o527bo14b2o82b2o80b2o8b2o83b2o90b2o90b2o83b2o9bo59bo29b2o9bo74bob

o12b2o8b3o$611bo106b2o113b2o242bo186b2o250b3o86b2o12bobo83b2o80b2o

6bobo82bobo89bobo89bobo9bo72bobo9bo59b2o27bobo9bo88bobo$53b2o45b2o

41b2o40b2o36b2o49b2o49b2o110b2o83b2o104b2o89bo18b2o94bo17b2o83b2o

90b2o45bo41b2o83b2o60b2o21b2o83b2o87b2o54bo40b2o43bobo37b2o58bo24b

2o64bo18b2o64bo18b2o71bo18b2o71bo10bobo5b2o64bo18b2o50bobo27bo18b

2o80bo8bo5bo3b2o$54bo8bo37bo42bo41bo37bo50bo50bo111bo84bo105bo109b

o113bo84bo77b2o12bo33b3o52bo84bo59bo24bo84bo88bo53bo42bo84bo84bo

63b2o19bo58bo4b2o19bo47bo17bo4b2o19bo65bo4b2o10bobo6bo58bo4b2o7b3o

3b3o3bo74bo4b2o7b3o3b3o3bo74bo4b2o8bo5bo4bo$2bo51bob2o4bo33bo4bob

2o39bob2o38bob2o34bob2o47bob2o47bob2o108bob2o81bob2o102bob2o106bob

2o110bob2o81bob2o75b2o11bob2o32bo12b2o38bob2o81bob2o81bob2o81bob2o

85bob2o38b3o52bob2o81bob2o81bob2o52b2o27bob2o54bobo24bob2o44b2o15b

obo24bob2o61bobo16bo7bob2o54bobo24bob2o51b3o16bobo24bob2o70bobo13b

o5bo4bob2o$2b2o49b2o2bo4b3o32bo2b2o2bo37b3o2bo36b3o2bo32b3o2bo45b

3o2bo45b3o2bo106b3o2bo79b3o2bo100b3o2bo104b3o2bo108b3o2bo79b3o2bo

74bo11b3o2bo31bo12b2o37b3o2bo79b3o2bo79b3o2bo79b3o2bo83b3o2bo40bo

12b2o36b3o2bo79b3o2bo79b3o2bo51bobo25b3o2bo55b2o22b3o2bo43bobo16b

2o22b3o2bo62b2o22b3o2bo55b2o22b3o2bo51bo19b2o22b3o2bo71b2o22b3o2bo

$bobo10b3o38b2o38b3o4b2o37bo3b2o36bo3b2o32bo3b2o45bo3b2o5bobo37bo

3b2o31b3o72bo3b2o79bo3b2o100bo3b2o104bo3b2o31b3o74bo3b2o79bo3b2o

31b3o52bo3b2o47bo35bo3b2o79bo3b2o62bo16bo3b2o62bo16bo3b2o66bo16bo

3b2o40bo12b2o19bo16bo3b2o62bo16bo3b2o62bo16bo3b2o54bo7bo16bo3b2o

62bo16bo3b2o69bo16bo3b2o69bo16bo3b2o62bo16bo3b2o53bo24bo16bo3b2o

78bo16bo3b2o$14bo38b2o45b2o39b4o38b4o34b4o47b4o7b2o38b4o35bo72b4o

81b4o102b4o106b4o35bo74b4o81b4o35bo52b4o44b2o39b4o81b4o63bobo15b4o

63bobob2o12b4o67bobob2o12b4o57bo17bobob2o4b2o6b4o63bobob2o4b2o6b4o

63bobob2o4b2o6b4o63bobob2o4b2o6b4o63bobob2o4b2o6b4o50b3o17bobob2o

4b2o6b4o70bobob2o4b2o6b4o63bobob2o4b2o6b4o79bobob2o4b2o6b4o79bobob

2o4b2o6b4o$15bo36bobo44bobo42bo41bo37bo50bo8bo41bo34bo76bo84bo105b

o109bo34bo78bo84bo34bo40bo15bo43bobo42bo84bo61b3obo18bo61b3obobobo

14bo65b3obobo16bo52b2o19b3obobo6bo9bo61b3obobo6bo9bo61b3obobo6bo9b

o51b3o7b3obobo6bo9bo61b3obobo6bo9bo50bo17b3obobo6bo9bo68b3obobo6bo

9bo61b3obobo6bo9bo77b3obobo6bo9bo77b3obobo6bo9bo$53bo45bobob2o36b

2obob2o35b2obob2o31b2obob2o44b2obob2o44b2obobo106b2obobo79b2obobo

100b2obobo104b2obobo108b2obobo79b2obobo73b2o11b2obobo43bo39b2obobo

79b2obobo58bo3bo16b2obobo58bo3bo3bo12b2obobo62bo3b2obo13b2obobo49b

obo18bo3b2obo3b3o7b2obobo58bo3b2obo3b3o7b2obobo58bo3b2obo3b3o7b2ob

obo51bo6bo3b2obo3b3o7b2obobo58bo3b2obo3b3o7b2obobo49bo15bo3b2obo3b

3o7b2obobo65bo3b2obo3b3o7b2obobo58bo3b2obo3b3o7b2obobo74bo3b2obo3b

3o7b2obobo74bo3b2obo3b3o7b2obobo$100b2ob2o36bo2bob2o34bobobo2bo30b

obobo2bo43bobobo2bo38b2o3bobo2b2o107bo2b2o80bo2b2o101bo2b2o105bo2b

2o109bo2b2o80bo2b2o72bobo12bo2b2o84bo2b2o80bo2b2o59b2o19bo2b2o59b

2o19bo2b2o63b2o3bo15bo2b2o51bo19b2o3bo4bo10bo2b2o59b2o3bo4bo10bo2b

2o59b2o3bo4bo10bo2b2o50bo8b2o3bo4bo10bo2b2o59b2o3bo4bo10bo2b2o66b

2o3bo4bo10bo2b2o66b2o3bo4bo10bo2b2o59b2o3bo4bo10bo2b2o37b2o36b2o3b

o4bo10bo2b2o75b2o3bo4bo10bo2b2o$135bo6b2o39bo3b2o31b2o3b2o44b2o3b

2o38bobo2bo2bo109bobo82bobo103bobo107bobo111bobo82bobo89bobo86bobo

56b3o23bobo65b4o13bobo65b4o13bobo69b3o14bobo77b3o14bobo65b3o14bobo

65b3o14bobo48b3o14b3o14bobo65b3o14bobo72b3o14bobo72b3o14bobo65b3o

14bobo42b2o37b3o14bobo81b3o14bobo$59b3o74b2o42bo85bobo49bo3b2o110b

2o83b2o104b2o108b2o112b2o83b2o90b2o87b2o59bo3bo19b2o66bo2bo13b2o

66bo2bo13b2o70bo16b2o78bo16b2o66bo16b2o66bo16b2o51bo14bo16b2o66bo

16b2o73bo16b2o73bo16b2o66bo16b2o42bo39bo16b2o82bo16b2o$48b2o9bo75b

2o41bobo86b2o10b2o894bo3b2o597bo$49b2o9bo118b2o47bo38bo10bo2bo897b

obo$48bo135b2o42b2o3b2o43bo2bo$52b2o83b2o5b2o37b2o42bobo3bobo43b2o

39b3o869b3o$52bobo81bobo5bobo38bo47bo36b3o49bo869bo6b2o1003b2o$52b

o85bo5bo127bo48bo871bo4b2o735bo267bobo$271bo5b2o921bo84b2o648b2o

268bo$278b2o1005bobo646bobo$277bo906b2o99bo$1183bobo$1185bo5$1169b

2o$1170b2o265b2o$1169bo209bo58b2o$1378b2o57bo34b2o$1378bobo91bobo$

1472bo4$1437bo$1164b3o270b2o$1166bo269bobo$1165bo51$2132bo$2130b2o

$2126bo4b2o$2124bobo$2125b2o$2131b2o$2131bobo$2131bo!

Sample occurrences

There are 3 sample soups in the Catagolue:

Unofficial symmetries

Symmetry	Soups	Sample soup links

b3s23osc_stdin	1	•

oscstdin	1	•

oscthread_stdin	1	•

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