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Crown (xp12_03f50ggzw1701wc4o796zw277xuvvz0k70c8wc97o4oz675y411)

#C [[ GRID THUMBLAUNCH THUMBSIZE 2 THEME Catagolue ]]
x = 1, y = 1, rule = B3/S23
b!
This pattern is an oscillator.
This pattern is periodic with period 12.
This pattern runs in standard life (b3s23).
The population fluctuates between 62 and 81.
This evolutionary sequence works in multiple rules, from b3s23-ckq through to b34ciqrw5cknr6-ak7s234-aijqr5-ainr6ein7e.

Pattern RLE

Code: Select all

Glider synthesis

Code: Select all
#C [[ GRID MAXGRIDSIZE 14 THEME Catagolue ]]
#CSYNTH xp12_03f50ggzw1701wc4o796zw277xuvvz0k70c8wc97o4oz675y411 costs 51 gliders (true).
#CLL state-numbering golly
x = 931, y = 55, rule = B3/S23
668bo$668bobo$69bo590bo7b2o$68bo590bo$68b3o581bo6b3o$650bobo$651b
2o4bo$658bo$656b3o$849bo$847b2o$848b2o$608bo$66bobo533bo4b2o109b2o
$66b2o535b2o2bobo51b2o54bo2bo$67bo331bobo200b2o57b2o55b2o99bo72bo$
54bo249bo94b2o311b3o7b2o42b3o49bobo71bo$55b2o246bo96bo312b2o7bobo
42b2o123bo$54b2o46b2o49b2o46b2o8bo33b2o45b2o9b3o31b2o39b2o53b2o52b
2o51b2o49b2o54b2o53b2o8b2o8bo33b2o8b2o40b2o8bo62b2o8b2o$64bo36bobo
48bobo45bobo7bo33bobo44bobo42bobo38bobo52bobo51bobo50bobo48bobo53b
obo52bobo9bo41bobo9bo39bobo8b2o60bobo6bo$63b2o36bobob2o5bo39bobob
2o42bobob2o4b3o31bobob2o41bobob2o39bobob2o2b2o31bobob2o2b2o45bobob
2o2b2o44bobob2o2b2o43bobob2o2b2o41bobob2o2b2o46bobob2o2b2o7b3o35bo
bob2o2b2o44bobob2o2b2o42bobob2o2b5o60bobob2o2bo4bo$51b3o9bobo36bob
obo6b2o38bobobo43bobobo39bobobo42bobobo3b3o34bobobo2b2o32bobobo2b
2o46bobobo2b2o45bobobo2b2o44bobobo2b2o42bobobo2b2o47bobobo2b2o7bo
38bobobo3bob2o42bobobo3bob2o40bobobo2b2ob2o61bobobo2bo$53bo50bo7b
2o41bo47bo43bo46bo5bo38bo40bo54bo53bo52bo50bo55bo14bo39bo7bo45bo7b
o43bo7bo15bo48bo6b3o33bo$52bo14b2o35b2o45bo3b2o46b2o41b2o45bo2bo4b
o36bo2bo37bo2bo51b2o51bo2bo51b2o13bo34bo2bo52b2o52bo2bo6bo45b2o6bo
42bo2bo19b2o48bo2bo41bo$67bobo79bobo7b2o39bo6b2o36b3o45bo44bo40bo
53b3o54bo51b3o12bobo32bo54b3o10bo44bo52b3o48bo23b2o47bo42b3o$67bo
45b2o35b2o6bo2bo31bo5bobo4bo2bo35b3o45bo3bo40bo3bo36bo3bo49b3o50bo
3bo9bo41b3o8bo3b2o33bo3bo50b3o9bobo39bo3bo52b3o48bo3bo68bo3bo$16bo
96bobo43b2o32b2o4bobo5b2o36b3o45bo3bo40bo3bo36bo3bo49b3o50bo3bo8bo
bo40b3o7bobo37bo3bo50b3o9bo2bo38bo3bo52b3o48bo3bo22b2o44bo3bo3b2o$
16bobo94bo33b2o43bobo5bo10b3o31b3o7b2o36bo44bo40bo53b3o9b2o43bo9b
2o40b3o8b2o37bo54b3o10b2o43bo10b2o40b3o9b2o37bo26bobo43bo6bo2bo$bo
14b2o35b2o49b2o40bobo6b2o46b2o6bo34b2o7b2o36bo2bo41bo2bo37bo2bo51b
2o8bo2bo39bo2bo51b2o48bo2bo52b2o52bo2bo9bobo40b2o9bobo37bo2bo23bo
45bo2bo4b2o32bo$2bo50bo50bo43bo6bo47bo8bo34bo46bo44bo40bo54bo8bobo
42bo52bo50bo55bo54bo11bo41bo11bo3b2o34bo72bo40b2o2b3o$3o9bobo36bob
obo46bobobo7b2o37bobobo43bobobo39bobobo8b2o32bobobo40bobobo36bobob
o50bobobo7bo41bobobo48bobobo46bobobo51bobobo50bobobo49bobobo13bobo
31bobobo68bobobo37bobo2bo$12b2o36bobob2o45bobob2o6b2o37bobob2o42bo
bob2o38bobob2o8bobo30bobob2o39bobob2o35bobob2o49bobob2o48bobob2o4b
o42bobob2o4bo40bobob2o50bobob2o49bobob2o4bo43bobob2o4bo8bo32bobob
2o67bobob2o43bo$13bo36bobo48bobo11bo36bobo45bobo41bobo11bo32bobo
42bobo38bobo52bobo14bo36bobo7bo42bobo7bo40bobo7bo45bobo7bo44bobo7b
o43bobo7bo41bobo7bo62bobo6b3o$3b2o46b2o49b2o49b2o46b2o42b2o45b2o
43b2o39b2o4b2o47b2o4b2o7bo38b2o5bob2o42b2o5bob2o40b2o4b2ob2o45b2o
4b2ob2o44b2o5bob2o43b2o5bob2o41b2o4b2ob2o62b2o4bo$4b2o338b2o38b2o
53b2o7b3o42b2o51b2o49b5o51b5o50b2o52b2o50b5o68bo4bo$3bo340bobo150b
o52bo49b2o54b2o54bo53bo50b2o69bo$16bo327bo151b2o8bo42b2o49bo55bo
54b2o52b2o50bo72b2o$15b2o323b2o155b2o7bobo41b2o62bo97b2o52b2o123bo
$15bobo321bobo154b3o7b2o41b3o48bobo10b2o41bobo52b3o51b3o49bobo71bo
$341bo46b2o56b2o54b2o97bo11bobo41bo160bo72bo$389b2o2bobo50b2o53bo
2bo$388bo4b2o107b2o$394bo4$441b3o$17b3o423bo$17bo418b2o4bo$18bo
416bobo$437bo6b3o$444bo$445bo7b2o$453bobo$453bo!

Sample occurrences

There are 8 sample soups in the Catagolue:

Unofficial symmetries

SymmetrySoupsSample soup links

b3s23osc_stdin 8           

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