xs21_62s82t2kozx123

#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 21.
	This evolutionary sequence works in multiple rules, from bs2-k3-ajk through to b2cin34aciwyz5-enq678s012345678.

Pattern RLE

Code: Select all

Glider synthesis

Code: Select all

#C [[ GRID MAXGRIDSIZE 14 THEME Catagolue ]] 

#CSYNTH xs21_62s82t2kozx123 costs 90 gliders (true).

#CLL state-numbering golly

x = 994, y = 56, rule = B3/S23

241bobo$242b2o$242bo27bobo$270b2o$41bo229bo4bo$40bo233b2o$40b3o

232b2o3$686bobo$677bo9b2o$172bo505bo8bo$obo170b2o501b3o$b2o169b2o

152bo239bobo$bo322bobo240b2o58bo54bobo$128bo196b2o3bobo234bo13bobo

44b2o53b2o2bobo$128bobo124bobo49bo12bobo7b2o244bobo2b2o44b2o54bo3b

2o$128b2o125b2o51b2o11b2o8bo244b2o4bo105bo285bobo6bo$256bo50b2o12b

o100bo40bo113bo397b2o4b2o$187bo5bo121bo104b2o40bo512bo6b2o$178bo6b

2o4b2o53bo66bobo105b2o39b3o$177bo8b2o4b2o53b2o65b2o95bo4bobo259bo$

172bo4b3o66b2o164b2o2b2o42bo48bo112bo6b2o45bobo$129bobo38bobo238b

2o4bo43bo48bo112b2o4bo47b2o53b2o47b2o52b2o46b2o44b2o50b2o$79bo42bo

6b2o40b2o15b3o119bo14bo49b2o46b2o34b3o7b2o37b3o12b2o45b2o11b2o37b

2o6bo7b2o44b2o7b2o37bo6b2o40bo6b2o45bo6b2o39bo6b2o37bo6b2o43bo6b2o

$77b3o40b3o7bo51b2o4bo56b2o9b2o52b2o12bobo48bobo41b2o2bobo38bobo2b

obo43b2obobo2bobo44b2o3b2obobo2bobo45bobobo2bobo43bobobobo2bobo38b

obo2bobo35bo5bobo2bobo46bobo2bobo40bobo2bobo38bobo2bobo44bobo2bobo

$76bo42bo61bo2bo4bo54b2o10bo2bo49bobo12bo2bo44b2obo2bo40bobobo2bo

37b2obobo2bo42b2ob2obobo2bo36bobo9b2ob2obobo2bo33bo11b3obobo2bo45b

3obobo2bo36b3obobo2bo32bobo4b3obobo2bo44b3obobo2bo38b3obobo2bo36b

3obobo2bo42b3obobo2bo$26b3o47bob2o39bob2o45bobo10bob2o61bo6b2obob

2o61b2obob2o45bobob2o42bobob2o40bobob2o32b3o13bobob2o37b2o15bobob

2o34bo14bobob2o49bobob2o40bobob2o33b2o8bobob2o32bobo8bo4bobob2o37b

o4bobob2o35bo4bobob2o41bo4bobob2o$22bo3bo46b2obob2o5bo30b2obo2bo6b

2o38b2o7b2obo2bobo66bo2bo2bobo59bo2bo2bobo43bobo2bobo40bobo2bobo

38bobo2bobo32bo13bobo2bobo35bo16bobo2bobo30b3o8b3o3bobo2bobo41b3o

3bobo2bobo32b3o3bobo2bobo35b3o3bobo2bobo31b2o9bo3bobo2bobo36bo3bob

o2bobo34bo3bobo2bobo40bo3bobo2bobo$22b2o3bo45bobo7b2o31bobobo7b2o

39bo8bobobo2b2o68bobo2b2o61bobo2b2o38bo5bobo2b2o41bobo2b2o39bobo2b

2o31bo15bobo2b2o44b2o7bobo2b2o40bo2bo4bobo2b2o40bo2bo4bobo2b2o31bo

2bo4bobo2b2o35bo2bo3bobo2b2o31bo11bo3bobo2b2o37bo3bobo2b2o35bo3bob

o2b2o41bo3bobo2b2o$21bobo60b2o33bo10bo50bo74bo67bo41bobo6bo47bo45b

o42b2o9bo49b2o8bo45b2o7bo36bo8b2o7bo36b2o7bo36b2o4b2o4bo47b2o4bo

40bobo4bo38bobo4bo44bobo4bo$367b2o142bobo161b2o98bobo105b2o44b2o

42b2o6b2o$77bo233b2o200bo107b2o51bobo100bo102bo91bobo$77b2o94bo

136bobo203b2o104b2o254bobo48b2o43bo6b2o2b2o$76bobo87bo6b2o137bo50b

3o3b3o144bobo40b3o59bo257b2o48b2o50b2o2b2o$81b3o82b2o4bobo190bo3bo

146bo44bo20b3o244b2o4bo99b2o$81bo83bobo57b2o94b3o40bo5bo189bo11b3o

7bo245bobo3b2o99bobo$82bo49b2o43b3o44bobo94bo252bo8bo246bo3bobo51b

o46bo50b2o$132bobo42bo48bo95bo250bo3b2o303b3o2b2o43bo53bobo$10b2o

120bo45bo398bobo304bo2bobo37bo3b2o53bo$9bobo547b3o15bo151b2o113b2o

37bo43b2o2bobo47b3o7b2o$11bo549bo168b2o103b2o7bobo79bobo54bo7bobo$

560bo168bo4b2o98b2o8bo137bo8bo$734bobo99bo$734bo9$737b2o$737bobo$

737bo!

Sample occurrences

There are 8 sample soups in the Catagolue:

Unofficial symmetries

Symmetry	Soups	Sample soup links

1obj_glider_enum_clean_test_stdin	2	• •

22bit_glider_clean_test_stdin	2	• •

23bit2_glider_clean_test_stdin	2	• •

23bit_glider_clean_test_stdin	2	• •

Comments (0)

There are no comments to display.

Please log in to post comments.