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p47 pi-heptomino hassler (xp47_y2ggw32aczy210nk8gy0ooy5c871zy33201y1661y4o8gz32q4gyj254czx11y48mmy0g8gkcz08e13y511y112egozye354c)

#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 47.
This pattern runs in standard life (b3s23).
The population fluctuates between 96 and 180.
This evolutionary sequence works in multiple rules, from b3s23 through to b38s234c6ei.

Pattern RLE

Code: Select all

Glider synthesis

Code: Select all
#C [[ GRID MAXGRIDSIZE 14 THEME Catagolue ]]
#CSYNTH xp47_y2ggw32aczy210nk8gy0ooy5c871zy33201y1661y4o8gz32q4gyj254czx11y48mmy0g8gkcz08e13y511y112egozye354c costs 58 gliders (true).
#CLL state-numbering golly
x = 690, y = 54, rule = B3/S23
333bo$334bo$332b3o3$bo338bo$2bo335b2o$3o330bobo3b2o$334b2o$334bo
256bo$339bo175bo70bo4bobo$339bobo49b2o54b2o54b2o10bobo51b2o13b2o5b
2o62b2o$339b2o51bo55bo55bo10b2o53bo14b2o69bo11bo$392bobo5bo47bobo
53bob2o62bob2o82bob2o6b3o$393b2o5bobo46b2o4bo49bo2bo3b2o57bo2bo82b
o2bo4bo$291bo108b2o52bobo50b2o3b2o59b2o12bo71b2o4b2o$291bobo160bob
o124b3o2b2o37bo$60b2o19bo30b2o83b2o54b2o36b2o31b2o54b2o21b2o31b2o
17bo36b2o64b2o21bo4bobo37bo17b2o$60bo5b2o11b2o31bo5b2o9bo67bo5b2o
6bo41bo5b2o63bo5b2o48bo5b2o15bobo30bo5b2o48bo5b2o58bo5b2o16bo41b3o
17bo5b2o$16b3o3bo38b3obobo12b2o31b3obobo7b2o69b3obobo5bo43b3obobo
64b3obobo49b3obobo15bo33b3obobo49b3obobo59b3obobo79b3obobo$18bo2b
2o40bobo49bobo10b2o70bobo7b3o43bobo68bobo53bobo53bobo14b3o36bobo
63bobo66bo16bobo23bobo4bo$17bo3bobo40bobo49bobo29bo52bobo53bobo68b
obo53bobo53bobo13bo39bobo63bobo66b2o15bobo22b2o3b2o$65bo51bo29bo
54bo55bo70bo55bo55bo15bo39bo65bo66b2o17bo24bo4b2o$121b2o24b3o126bo
bo3bo387bo$70bo52bo153b2o3bobo383b2o$68b2o50bo140bo15bo4b2o48bo10b
2o43bo10b2o43bo10b2o43bo10b2o53bo10b2o73bo10b2o4b2o12bo$69b2o50b2o
136b3o68b3o11bo41b3o11bo41b3o11bo41b3o11bo51b3o11bo50b3o18b3o11bo
17bo$3bo254bo70bo11b3o41bo11b3o41bo11b3o41bo11b3o51bo11b3o53bo17bo
11b3o18b3o$3b2o187b2o4bo59b2o69b2o10bo43b2o10bo43b2o10bo43b2o10bo
53b2o10bo54bo12b2o4b2o10bo$2bobo63b2o56bo64bobo3b2o445b2o$27b2o39b
obo55b2o7bo57bo3bobo443bo$27bobo38bo56bobo5b2o82bo55bo70bo55bo39bo
15bo55bo65bo54b2o4bo24bo17b2o$27bo106b2o80bobo53bobo68bobo53bobo
39bo13bobo53bobo63bobo54b2o3b2o22bobo15b2o$217bobo43b3o7bobo68bobo
53bobo36b3o14bobo53bobo63bobo52bo4bobo23bobo16bo$127b3o85bobob3o
43bo5bobob3o64bobob3o33bo15bobob3o49bobob3o49bobob3o59bobob3o79bob
ob3o$127bo87b2o5bo41bo6b2o5bo63b2o5bo30bobo15b2o5bo48b2o5bo48b2o5b
o41bo16b2o5bo78b2o5bo17b3o$128bo54b2o36b2o54b2o69b2o31b2o21b2o36bo
17b2o54b2o35bobo4bo21b2o84b2o17bo$182bobo256bobo110b2o2b3o127bo$
184bo199b2o55bobo52b2o3b2o51bo12b2o78b2o4b2o$383bobo5b2o49bo4b2o
47b2o3bo2bo62bo2bo77bo4bo2bo$385bo5bobo53bobo52b2obo62b2obo73b3o6b
2obo$333b2o58bo55bo43b2o10bo49b2o14bo73bo11bo$332bobo58b2o54b2o41b
obo10b2o42b2o5b2o13b2o84b2o$334bo159bo53bobo4bo$339bo210bo$338b2o$
333b2o3bobo$334b2o$150b2o181bo$149b2o$151bo$339b3o$339bo$340bo!

Sample occurrences

There are 5 sample soups in the Catagolue:

Unofficial symmetries

SymmetrySoupsSample soup links

b3s23osc_stdin 3    

mvr_catforce_stdin 1  

oscthread_stdin 1  

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