xs27_gbbo3tgz178b43

#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 27.
	This evolutionary sequence works in multiple rules, from bs2-cn3-kqy through to b2ikn34cenqtwz5-kqry6-ei78s012345678.

Pattern RLE

Code: Select all

Glider synthesis

Code: Select all

#C [[ GRID MAXGRIDSIZE 14 THEME Catagolue ]] 

#CSYNTH xs27_gbbo3tgz178b43 costs 101 gliders (true).

#CLL state-numbering golly

x = 1183, y = 51, rule = B3/S23

889bo$890bo$888b3o154bo$271bo58bo712b2o$269bobo44bo13bobo84bo626b

2o$224bo45b2o42bobo13b2o86bo489bo$225b2o88b2o99b3o479bobo7bobo$

224b2o107bo553bobo9b2o7b2o$333bobo40bo430bo80b2o9bo$218bo56bo57b2o

39bobo104bo46bobo274b2o41bobo37bo107bo$216bobo3b2o49bobo99b2o103bo

47b2o276b2o32bo7b2o147b2o42bo$126bobo88b2o2bobo50b2o4bo88bo110b3o

5bobo38bo308bobo8bo40bo98bo6b2o41b2o$127b2o53bo40bo54b2o55b3o32bo

117b2o44bo304b2o43b2o4bobo97b2o48b2o$77bo4bobo42bo54bobo94b2o44b2o

8bo32b3o118bo44bobo348b2o3b2o4b2o56b2o33b2o27b2o68b2o36b2o50b2o$

78b2o2b2o47bo45b2o3b2o49b2o36b2o51bo2bo8bo40b2o3bobo41bo3bobo34bob

o55bobo6b2o36bo58bo14bo34bo48bo53bo57b2o7bo32bo12bo2bo52bo2bo60bo

2bo66bo2bo34bo2bo48bo2bo$77b2o4bo39bo7bo45bobo53bo34bo2bo49bo2bob

2o48bo2bobob2o40bobobob2o30b2obob2o9bo41b2obob2o40b2obobo35bobo15b

2obobo11b2o31b2obobo43b2obobo48b2obobo57b2o2b2obobo44bobobo51bobob

o59bobobo65bobobo33bobobo47bobobo$121bobo7bo42b2obo2bo49b2obo33bob

obo48bobobo46b3o3bobobo43bobobo34bobo12bobo40bobo6b2o36bobobo36b2o

16bobobo12b2o31bobobo44bobobo49bobobo56bo5bobobo43b2obobo50b2obobo

58b2obobo55bo8b2obobo32b2obobo46b2obobo$122b2o50bo2bob2o49bo2bob2o

31bo2bob2o46bo2bob2o45bo4bo2bob2o41bo2bob2o30bo2bob2o9b2o40bo2bob

2o2b2o36bo2bob2o35bo16bo2bob2o43bo2bob2o42bo2bob2o47bo2bob2o60bo2b

ob2o42bo2bob2o49bo2bob2o57bo2bob2o55bo7bo2bob2o31bo2bob2o45bo2bob

2o$175b3obo51b3obo33b3obo48b3obo45bo6b3obo43b3obo32b3obo53b3obo5bo

36b3obo44bo9b3obo45b3obo44b3obo49b3obo62b3obo44b3obo11b3o37b3obo

59b3obo54b3o8b3obo33b3obo10bo36b3obo$180bo55bo37bo52bo56bo47bo36bo

56bo46bo42bobo13bo49bo48bo39bo13bo66bo48bo11bo43bo63bo69bo37bo11b

2o38bo$obo117b2o17bobo35b3o53b3o35b3o50b3o54b3o31b3o11b3o34b3o55b

2o45b2o44b2o11b2o48b2o4bo33bo8b2o41b2o7b4o63b4o45b4o13bo38b4o60b4o

66b4o34b4o11b2o35b2obo$b2o36bo40bo40b2o5bo10b2o36bo55bo37bo39b2o

11bo56bo35bo11bo36bo57bo46bo58bo49bo5bobo32bo6bo38b2o2b2o8bo66bo

48bo55bo62bo69bobo35bobo49bobob2o$bo3b3o30bobo38bobo38bo6bobo10bo

75b2o94b2o102bo108bo46bo58bo49bo4b2o31b3o7b2o35bobo13b3o64bo48bo

49bo5bo61bobo59b3o2bobo38bo51bo$5bo33b2o39b2o46b2o85bobo93bo107b3o

104bo46bo56b2o47bobo48bo37bo15bo63b2o47b2o47bobo4b2o62b2o61bo2b2o

38b2o17b2o31b2o$6bo37bo71b2o99bo203bo103b2o45b2o104bobo42bo5bo217b

2o130bo63b2o$44bobo68bobo302bo3b2o60bo192bo43b2o4b2o411bo35b3o$44b

2o35bo35bo11bo294bobo58b2o196b3o36bobo222b2o142bo86bo$80bobo45bobo

293bo60bobo79b2o114bo85b2o176bobo135b3o2b2o87bo$41b2o37bobo45bobo

351bo85b2o6b3o99b3o3bo84bobo175bo137bo4bobo$41bobo37bo47bo351b2o

84bo8bo101bo90bo316bo$41bo92b2o345bobo87b2o4bo47bo53bo48b3o263b3o$

134bobo328b2o104bobo52b2o102bo265bo16bo69b2o$134bo331b2o103bo53b2o

102bo265bo17b2o2b3o62bobo$125bo16bo322bo4b2o540bobo2bo66bo6bo$125b

2o14b2o327bobo545bo71b2o$124bobo14bobo326bo152b2o416b2o47bobo$624b

2o414b2o$623bo418bo88b2o$130b3o511bo485bobo$130bo512b2o159bo327bo$

131bo511bobo157b2o$122b3o639bo38bobo220b2o$124bo639b2o241b2o16b2o$

123bo339b3o297bobo240bobo18bo$465bo542bo$464bo3$487bo$486b2o$486bo

bo!

Sample occurrences

There are 3 sample soups in the Catagolue:

Official symmetries

Symmetry	Soups	Sample soup links

C1	3	• • •

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