xs22_g8ge92sgz124b43

#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 22.
	This evolutionary sequence works in multiple rules, from bs2-ei3ckry through to b2-ae34cqrz5-jy678s012345678.

Pattern RLE

Code: Select all

Glider synthesis

Code: Select all

#C [[ GRID MAXGRIDSIZE 14 THEME Catagolue ]] 

#CSYNTH xs22_g8ge92sgz124b43 costs 51 gliders (true).

#CLL state-numbering golly

x = 662, y = 62, rule = B3/S23

192bobo219bo9b3o$192b2o219bobo4b2o13bo$193bo219bobo5b2o10b2o$185bo

bo59bo166bo5bo13b2o$186b2o57b2o38bo87bo53bo$186bo59b2o36bobo85bobo

51bobo38b2o$277b2o5bobo78b2o5bobo52bo38bo2bo$80bo9bo186b2o6bo39b2o

14bo23b2o6bo60bo32b2o$78bobo10b2o100bobo49b2o35bo41bo2bo14b2o26bo

62bobo$79b2o9b2o102b2o44b2o2bobo35bo42b2o14b2o27bo61bo2bo$194bo37b

o8b2o3bo35bo87bo62b2o$233b2o5bo87b3o$46bo118b2o28bo36b2o20b2o86b2o

122bobo$45bo119b2o5b2o22bo3bo53b2o5b2o79b2o5b2o116b2o$45b3o124b2o

20b3o2b2o60b2o86b2o88bo27bo49bo$199bobo124b2o110bobo70bo4bobo$326b

2o109bo2bo28bo39bobo3bo2bo$95bo139b2o200bob2obo26bo40b2o3bob2obo$

93b2o141b2o198b2o3bobo20bo4bo44b2o3bobo$94b2o139bo202bobo2bo19bobo

50bobo2bo$438bobobo21bo51bobobo$372bobo64bobo75bobo$114b2o53b2o20b

2o65b2o20b2o64b2o20b2o2b2o66bo77bo$93b3o18b2o53b2o20b2o65b2o20b2o

64b2o20b2o3bo$45bobo45bo366bo$45b2o47bo364bobo5bo$46bo57b2o75b2o

87b2o86b2o66b2o31bo2bo3b2o36b2o62b2o62b2o$30b2o4bo67b2o75b2o87b2o

86b2o65bo2bo31b2o4bobo34bo2bo60bo2bo60bo2bo$29bobo3b2o389bo2bo21bo

52bo2bo21bo38bo2bo21bo38bo2bo21bo$31bo3bobo75b2o75b2o87b2o86b2o54b

3ob2obo20b3o47b3ob2obo20b3o33b3ob2obo20b3o33b3ob2obo20b3o$113b2o

75b2o87b2o86b2o53bo2bo3bo19b2o3bo45bo2bo3bo19b2o3bo31bo2bo3bo19b2o

3bo31bo2bo3bo19b2o3bo$79b2o75b2o87b2o86b2o88bo3b2o19bo3bo2bo45bo3b

2o19bo3bo2bo31bo3b2o19bo3bo2bo31bo3b2o19bo3bo2bo$10bobo3bo62b2o75b

2o87b2o86b2o89b3o20bob2ob3o47b3o20bob2ob3o33b3o20bob2ob3o33b3o20bo

b2ob3o$11b2o3bobo407bo21bo2bo52bo21bo2bo38bo21bo2bo38bo21bo2bo$11b

o4b2o70b2o75b2o87b2o86b2o65bobo4b2o31bo2bo74bo2bo60bo2bo60bo2bo$bo

86b2o75b2o87b2o86b2o66b2o3bo2bo31b2o76b2o62b2o62b2o$b2o96bo310bo5b

obo210b3o$obo97bo316bo213bo$78b2o18b3o54b2o20b2o65b2o20b2o60bo3b2o

20b2o274bo$78b2o75b2o20b2o65b2o20b2o60b2o2b2o20b2o81bo77bo63bo$

327bobo106bobo75bobo61bobo$413bo21bobobo73bobobo59bobobo$98b2o190b

o121bobo19bo2bobo72bo2bobo58bo2bobo$99b2o187b2o118bo4bo20bobo3b2o

70bobo3b2o56bobo3b2o$98bo190b2o117bo26bob2obo72bob2obo58bob2obo3b

2o$374b2o32bo28bo2bo74bo2bo60bo2bo3bobo$146bobo225b2o61bobo75bobo

61bobo4bo$3o144b2o2b3o20b2o87b2o86b2o57bo27bo77bo63bo$2bo144bo3bo

22b2o5b2o80b2o5b2o79b2o5b2o49b2o$bo150bo28b2o87b2o20b2o64b2o49bobo

$285bo5b2o78b3o$153bo89bo35bo3b2o8bo37bo111b2o$102b2o9b2o37b2o89bo

35bobo2b2o45bo27b2o14b2o65bo2bo$101b2o10bobo36bobo88bo35b2o50bo26b

2o14bo2bo64bobo$103bo9bo126bo6b2o79bo6b2o23bo14b2o32b2o32bo$239bob

o5b2o78bobo5b2o71bo2bo38bo$161bo77bobo36b2o47bobo79b2o38bobo$160b

2o78bo38b2o47bo121bo$160bobo115bo163b2o13bo5bo$154bo288b2o10b2o5bo

bo$154b2o286bo13b2o4bobo$153bobo295b3o9bo!

Sample occurrences

There are 2 sample soups in the Catagolue:

Official symmetries

Symmetry	Soups	Sample soup links

C4_4	1	•

D4_+4	1	•

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