xs32_xiu0ep3zog5u0f9zx32

#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 32.
	This evolutionary sequence works in multiple rules, from bs2-n3-acy through to b2in34cekwyz5-jkqr6-i78s012345678.

Pattern RLE

Code: Select all

Glider synthesis

Code: Select all

#C [[ GRID MAXGRIDSIZE 14 THEME Catagolue ]] 

#CSYNTH xs32_xiu0ep3zog5u0f9zx32 costs 80 gliders (true).

#CLL state-numbering golly

x = 916, y = 55, rule = B3/S23

793bo$794bo19bo$792b3o18bo$813b3o$740bo$739bo$486bo246bo5b3o$484bo

bo247b2o9bo$480bo4b2o246b2o8b2o$297bo147bo35bo8bo253b2o$297bobo

144bo34b3o6b2o210bo$11bo281bo3b2o140bobo2b3o42b2o203bo5bobo109bo$

10bo283bo145b2o250bobo5b2o50bobo57bobo$10b3o279b3o145bo252b2o57b2o

58b2o$305bo178b2o118bo54bo93bo$2bo142bo158bo179bo62b2o50b2o3bobo

35b2o15bobo34b2o61bo39b2ob2o48bobo11b2o43b2o$obo50b2o43b2o46b2o4b

2o46b2o44b2o41b2o13b3o38b2o51b2o36b2o4b2o41bo61bo51bo4b2o36bo2b2o

6bobo3b2o35bo2b2o42b2o14bobo38bob2o49b2o12bo44bo$b2o7b2o41bo2bo41b

o2bo43b2o5bo2bo44bo2bo34bo7bo2bo39bo2bo52bo2bo10bo38bo2bo33bobo4bo

2bo40bo61bo51bo7b2o33bob2o6b2o42bobo43bo10b2o3b2o39bo17bobo32bo13b

ob2o41bob2o$9b2o44b2o43b2o52b2o46b2o35b2o7b2o41b2o54b2o9bo41b2o35b

o6b2o39b2o60b2o50b2o7bobo31b2o10bo41b2obo40b2obo9b2o42b2obo17b2o

44b2obo2bo38b2obo2bo$11bo44bob2o4bo36bob2o50bob2o44bob2o31b2o9bob

2o39bob2o52bob2o6b3o40bob2o40bob2o37bob2o58bob2o48bob2o4bo34bob2o

10b2o38bob2o40bob2o10bo42bob2o11bobo3bo45bob2o41bob2o$55bo2b2o3bo

36bo2b2o49bo2bobo43bobobo41bobobo38bobobo51bobo44bo5bobo41bobo38bo

bo59bobo49bobo40bobo11bobo37bobo41bobo54bobo13b2o49bobo42bobo$15b

2o38b2o6b3o34b2o6bobo35bo7b2o3bo33bo8b2o3bo40b2o3bo37b2o3bo40bobo

7b2o2bo41bobo4b2o2bo39b2o2bo36b2o2bo57b2o2bo47b2o2bo38b2o2bo10bo

38b2o2bo39b2o2bo52b2o2bo12bo49b2o2bo33bo6b2o2bo$b2o11b2o33bo52b3o

3b2o34bobo9b3o35bo9b3o40bo2b3o37bo2b3o42b2o6bo2b2o43b2o3bo2b2o39bo

2b2o36bo2b2o57bo2b2o47bo2b2o38bo2b2o49bo2b2o39bo2b2o52bo2b2o62bo2b

2o35bo4bo2b2o$2b2o12bo30bobo52bo2bo3bo35b2o9bo35b3o9bo43bobo38bobo

bo44bo6bobobo10bobo35bobobo40b2obo37b2obo58b2obo48b2obo39b2obo50b

2obo40b2obo53b2obo63b2obo34b3o3bobobo$bo46b2o54b2o143bo40bo2bo52bo

2bo10b2o32b2o3bo2bo43bo40bo61bo51bo42bo53bo43bo56bo66bo41bo2bo$60b

3o2b3o43b2o35b2o141b2o54b2o12bo31bobo6bobo41bobo38bobo59bobo49b2o

41b2o52b2o42b2o55b2o65b2o43b2o$52b3o5bo4bo45bobo35b2o44b2o44bo153b

o7b2o42b2o39b2o51bo8b2o$54bo6bo4bo44bo36bo45bobo44b2o296bobo309b2o

49b3o3b2o$53bo142bo43bobo9bo99b3o185b2o310b2o50bo3bobo$252b2o3b2o

93bo191bo306bo51bo4bo$55b2o4b2o188bobo2b2o45b3o47bo190b2o10b2o$49b

3o2bobo3b2o136b3o43b2o12bo44bo44b3o192bobo11b2o$51bo4bo5bo128bo8bo

44b2o57bo37bo7bo205bo9b2o$50bo140b2o6bo44bo97b2o5bo215b2o295bo$

190bobo148bobo223bo289bo3b2o$203b2o141bo193b2o315b2o2bobo$203bobo

140b2o191bobo314bobo$203bo141bobo193bo$559b3o305bo$559bo306b2o$

560bo305bobo12$522b2o$521bobo$523bo!

Sample occurrences

There are 23 sample soups in the Catagolue:

Unofficial symmetries

Symmetry	Soups	Sample soup links

catforce_stdin	3	• • •

localforce_stdin	3	• • •

mvr_catforce_stdin	17	• • • • • • • • • • • • • • • • •

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