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xs21_03p68ozc930346

#C [[ GRID THUMBLAUNCH THUMBSIZE 2 THEME Catagolue ]]
x = 1, y = 1, rule = B3/S23
b!
This pattern is a still-life.
This pattern is periodic with period 1.
This pattern runs in standard life (b3s23).
The population is constantly 21.
This evolutionary sequence works in multiple rules, from bs2aek3-acjk through to b2in34centyz5-eqr678s012345678.

Pattern RLE

Code: Select all

Glider synthesis

Code: Select all
#C [[ GRID MAXGRIDSIZE 14 THEME Catagolue ]]
#CSYNTH xs21_03p68ozc930346 costs 98 gliders (true).
#CLL state-numbering golly
x = 810, y = 297, rule = B3/S23
255bo$256b2o$255b2o32$301bo$302bo$300b3o5$317bo$318b2o$317b2o3$
479bo$477b2o$322bo155b2o$323b2o$322b2o$308bo$309bo$302bo4b3o$303b
2o$302b2o19bo$321bobo147bo$322b2o146bo$470b3o2$464bo$464bobo$329bo
bo132b2o$330b2o$330bo114bo$444bo$444b3o5$455bo$455bobo$455b2o2$
436bo$435bo$435b3o4$359bo$360b2o$359b2o$349bobo99bobo$350b2o99b2o$
350bo101bo$445bobo$445b2o$446bo$347bobo9bobo$348b2o10b2o$348bo11bo
$442bo$440b2o$441b2o$363bo$361bobo$362b2o11$419bo$418bo$418b3o3$
418bo$416b2o303bo$385bo31b2o303bo$386b2o332b3o$385b2o2$381bobo$
196bo185b2o258bo88bo$194b2o186bo21bo235b2o89bobo$195b2o207bobo234b
2o42bo45b2o$404b2o277bobo52bo14bo$679bo4b2o43bo8bobo11bo$386bobo
291bo8bo37bobo8b2o12b3o$387b2o10bobo187bo88b3o6b2o39b2o$387bo11b2o
186bobo53bo44b2o$400bo187b2o44b2o7bobo$592bo42b2o6b2o$46bobo543bob
o39bo48b2o$46b2o48bo52bo244bo3bobo191b2o89bo57b2o$47bo47bobo50bobo
241bobo3b2o245b3o36bo56bo$96b2o51b2o242b2o4bo7b2o180bo9b2o31bo6b2o
4bo39bo56bo57b2o$38bo367bobo181b2o6bobo31b2o4bobo5bo37b2o55b2o57bo
bo$36bobo366bo183b2o6bo33bobo3bo45bo56bo50bo10bo$37b2o3bo361bob2o
188bob2o36bob2o42bob2o53bob2o46bobo9bob2o$42bobo359bo2bo188bo2bo
36bo2bo42bo2bo53bo2bo47b2o9bo2bo$37b2o3b2o99b2o256b2obobo188b2obo
36b2obo42b2obo53b2obo58b2obo$36bobo66b2o35bo2bo12b2o241bo2bobobo
187bobobo32bo2bobobo38bo2bobobo49bo2bobobo54bo2bobobo$38bo66b2o36b
2o13b2o242b2o3b2o184b3o3b2o32b2o4b2o38b2o4b2o49b2o4b2o13bo40b2o4b
2o$593bo162b2o$2bo85b3o495b2o168bobo$obo87bo3bo55bo436b2o$b2o52bo
33bo3b2o15bo38bobo11bo422bo$54bobo36bobo13bobo37bobo10bobo426bo$4b
2o48bobo52bobo38bo11bobo426b2o5bo199bo$3bobo49bo54bo52bo426bobo4b
2o192b2o5b2o8bo$5bo591bobo190bobo4bobo7b2o$165b2o215bo409bo9b2o3bo
bo$165bobo214b2o205b2o210bobo$165bo215bobo204bobo212bo$590bo$162bo
$161b2o$161bobo$87b3o$89bo$88bo3$343b2o$342bobo$344bo8$417b3o$417b
o$418bo10$436b2o$436bobo$436bo3$346b2o$326b2o17bobo$325bobo19bo$
327bo6$333b3o$177b2o156bo$177bobo154bo$177bo7$216b2o$215b2o$217bo
2$464bo$463b2o$328bo134bobo$201b2o125b2o$200b2o125bobo$202bo$459bo
$458b2o$458bobo4$304b2o$303bobo$305bo6$312b3o172b2o$314bo171b2o$
313bo174bo3$492b3o$492bo$493bo2$310b2o$311b2o$310bo$492b3o$492bo$
493bo6$306b2o$305bobo204bo$307bo203b2o$511bobo4$511b3o$511bo$512bo
7$276b2o$275bobo$277bo$517b3o$517bo$518bo$529b3o$529bo$530bo9$538b
o$537b2o$537bobo$544b2o$543b2o$545bo4$248b3o303bo$250bo302b2o$249b
o303bobo!

Sample occurrences

There are no sample soups stored in the Catagolue.

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