xs19_gs2pd2kozx32

#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 19.
	This evolutionary sequence works in multiple rules, from bs2-ci3cjnqr through to b2ci34ceitwz5-r678s012345678.

Pattern RLE

Code: Select all

Glider synthesis

Code: Select all

#C [[ GRID MAXGRIDSIZE 14 THEME Catagolue ]] 

#CSYNTH xs19_gs2pd2kozx32 costs 21 gliders (true).

#CLL state-numbering golly

x = 891, y = 178, rule = B3/S23

133bo$134b2o$133b2o21$405bo$406bo$404b3o2$408bo$326b3o79bo$408bo3$

312bo$312bo175bo$312bo173bobo$487b2o$306bo22bo$298bobo5bo22bo79b3o

78b3o$299b2o5bo22bo$299bo$302b3o3b3o2$306bo$306bo480bobo$306bo481b

2o$325b2o79b2o79b2o79b2o82b2o86b2o46bo3b2o$312b2o11b2o59bo19b2o59b

o19b2o59bo19b2o62bo19b2o66bo19b2o50b2o$303b2o7b2o71bobo78bobo78bob

o81bobo81b2o2bobo$139bo3bobo157b2o81bo80bo80bo83bo81bobo3bo$137bob

o3b2o571bo$40bo4bo92b2o4bo176b2o79b2o79b2o79b2o82b2o86b2o50b2o$38b

2o4bo276b2o79b2o79b2o79b2o82b2o86b2o50b2o$39b2o3b3o2$315b2o79b2o

79b2o79b2o82b2o86b2o50b2o$43bo39bo9b2o54b2o163bo2bo77bo2bo77bo2bo

77bo2bo80bo2bo84bo2bo48bo2bo$42b2o33bobo2bo10b2o46bo7b2o164bobo14b

2o62bobo14b2o62bobo14b2o62bobo14b2o65bobo14b2o69bobo14b2o33bobo14b

2o46b2o38b2o$2bo39bobo33b2o2b3o55bobo173bo14bobo14bo48bo14bobo14bo

48bo14bobo14bo48bo14bobo14bo51bo14bobo70bo14bobo34bo14bobo45bobo

37bobo$obo75bo62b2o187bo16bobo61bo16bobo61bo16bobo61bo16bobo64bo

87bo51bo47bo39bo$b2o3bo94b2o54b2o170bob2o2bo11bobo60bob2o2bo11bobo

60bob2o2bo11bobo60bob2o2bo11bobo63bob2o2bo15b3o63bob2o2bo45bob2o2b

o41bob2o2bo33bob2o2bo$5bo95b2o35bo18b2o170bo2b4o12bo61bo2b4o12bo

61bo2b4o12bo61bo2b4o12bo64bo2b4o81bo2b4o45bo2b4o41bo2b4o33bo2b4o$

5b3o130bo191bo80bo80bo80bo83bo18bo5bo62bo51bo47bo39bo$138bo192b3o

18b2o58b3o18b2o58b3o18b2o58b3o18b2o61b3o15bo5bo63b3o49b3o45b3o37b

3o$333bo17bo2bo59bo17bo2bo59bo17bo2bo59bo17bo2bo62bo15bo5bo65bo51b

o47bo39bo$155bo167b2o27b2o50b2o27b2o50b2o27b2o50b2o27b2o53b2o86b2o

50b2o46b2o$42b3o39b2o12b3o54bo167b2o79b2o79b2o79b2o82b2o26b3o57b2o

50b2o46b2o$83b2o70bo176bo15bo64bo15bo64bo15bo64bo15bo6b2o59bo87bo

51bo34b2o11bo39bo$85bo245bobo13bobo62bobo13bobo62bobo13bobo62bobo

13bobo5bobo57bobo85bobo49bobo32bobo10bobo37bobo$330bo2bo13bobo61bo

2bo13bobo61bo2bo13bobo61bo2bo13bobo5bo58bo2bo20b3o61bo2bo48bo2bo

34bo9bo2bo36bo2bo$331b2o15bo63b2o15bo63b2o15bo63b2o15bo66b2o21bo

64b2o50b2o46b2o38b2o$682bo199b2o$344b2o79b2o79b2o79b2o292bobo$344b

2o79b2o79b2o79b2o294bo103$265b2o$265bobo$265bo!

Sample occurrences

There are 34 sample soups in the Catagolue:

Official symmetries

Symmetry	Soups	Sample soup links

C1	18	• • • • • • • • • • • • • • • • • •

C2_4	4	• • • •

C4_4	7	• • • • • • •

D4_+1	2	• •

D4_+2	1	•

D4_+4	1	•

D4_x4	1	•

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