xs22_65la8p78czx121

#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-i3knry through to b2cin34-ajnw5-qy6-ek78s012345678.

Pattern RLE

Code: Select all

Glider synthesis

Code: Select all

#C [[ GRID MAXGRIDSIZE 14 THEME Catagolue ]] 

#CSYNTH xs22_65la8p78czx121 costs 71 gliders (true).

#CLL state-numbering golly

x = 745, y = 52, rule = B3/S23

587bo$586bo$586b3o2$553bo$554b2o$553b2o33bo$586b2o$587b2o3$53bobo$

53b2o$54bo282bo364bo$331bo5bobo155bo62bo141b2o$330bo6b2o157bo59bob

o134bobo5b2o$330b3o161b3o60b2o130bo3b2o$9bo263bobo414bo3bo$7b2o

264b2o331bo81b3o$8b2o3bo52bo3b3o201bo225bo103b2o$13bobo48b2o4bo

430b2o102b2o$13b2o50b2o4bo428b2o137bo$105b2ob2o38b2ob2o45b2ob2o52b

2ob2o53b2ob2o55b2ob2o35b2ob2o38b2ob2o51b2ob2o61b2ob2o54bobo8b2ob2o

42b2ob2o37b2o$54b2o50bobo40bobo47bobo54bobo55bobo14bo42bobo37bobo

40bobo53bobo63bobo56b2o9bobo44bobo38bo$46b3o4bo2bo9b2o37bo3bo38bo

3b3o43bo3b3o50bo3b3o51bo3b3o9b2o42bo3b3o33bo3b3o36bo3b3o49bo3b3o

59bo3b3o63bo3b3o40bo3b3o36b3o$48bo5b3o8b2o39b3o40b3o2bo44b3o2bo51b

3o2bo52b3o2bo10b2o42b3o2bo34b3o2bo37b3o2bo33bo16b3o2bo60b3o2bo61bo

2b3o2bo39bob3o2bo33b3o2bo$bo4b2o39bo3b3o13bo35b3o40b3o2bo44b3o2bo

51b3o2bo52b3o2bo54b3o2bo34b3o2bo37b3o2bo37b2o11b3o2bo60b3o2bo64b3o

2bo43bo2bo35bo2bo$2bo2bobo4bo38bo2bo48bo2bo5b3o31bo2bo45bo2bo53bo

2bo54bo2bo2bobo51bo2bo2bobo31bo2bo2bobo34bo2bo2bobo34b2o11bo2bo2bo

bo57bo3bobobo65bobobo42bobobo34bobobo$3o4bo3b2o39b2o50b2o6bo34b2o

46b2o14bo40bobo55bobo4b2o51bobo4bobo30bobo4bobo33bobo4bobo46bobo4b

obo57bo2bo2bobo61b3obobobo32bo9bobobo34bobobo$11bobo99bo96bo42bo

57bo16b3o40bo6b2o31bo6bo35bo7bo47bo7bo58bobo4bo61bo3bo3bo32b2o9bo

2bo35bo2bo$107b2o101b3o115bo93bo39b2o36b3o15b2o58bo5b2o64b2o2b2o

30bobo12b2o37b2o$108b2o35b2o4bo177bo90b2o80bo10b2o$107bo38b2o2b2o

54b3o53bo109b3o46b2o35b2o41bo11b2o$111b2o32bo4bobo53bo54b2o111bo

83bobo179b2o$111bobo93bo53bobo61b2o46bo3b2o79bo43bo136bobo91b2o8bo

$111bo73b2o16b2o120bobo49bobo35b2o4bo32b2o46b2o5b3o129bo3b3ob3o82b

2o6b2o$186b2o10bo3b2o121bo51bo36bobo4b2o30bobo45bobo5bo137bobo83bo

8bobo$185bo11b2o5bo51b2o158bo3bobo32bo54bo9b2o124bo3bo86b3o$197bob

o55bobo65bo195b2o132b2o84bo$257bo64b2o182b3o5b3o4bo131bobo82bo$

311b2o9bobo183bo5bo138bo$259bo18bo33b2o193bo7bo$258b2o17b2o32bo

264bobo$243b2o13bobo16bobo297b2o$244b2o26b2o303bo3bobo$243bo27b2o

308b2o12b3o$273bo308bo12bo$596bo2$553b2o$552bobo$554bo!

Sample occurrences

There are 8 sample soups in the Catagolue:

Unofficial symmetries

Symmetry	Soups	Sample soup links

22bit_glider_clean_test_stdin	4	• • • •

23bit2_glider_clean_test_stdin	2	• •

23bit_glider_clean_test_stdin	2	• •

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