Merzenich's p11 - Catagolue

Merzenich's p11 (xp11_y1o4o798gzo8al5kc321g34akggzx122ak8h21ggca8bk46zy5345o78611zy711)

#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 11.
	This pattern runs in standard life (b3s23).
	The population fluctuates between 76 and 104.
	This evolutionary sequence works in multiple rules, from b3-cks23-ai through to b34cikqz5ai6ce8s234cekwz5-anr678.

Pattern RLE

Code: Select all

Glider synthesis

Code: Select all

#C [[ GRID MAXGRIDSIZE 14 THEME Catagolue ]] 

#CSYNTH xp11_y1o4o798gzo8al5kc321g34akggzx122ak8h21ggca8bk46zy5345o78611zy711 costs 78 gliders (true).

#CLL state-numbering golly

x = 1087, y = 51, rule = B3/S23

1032bo$1030bobo$1031b2o$18bo$17bo$17b3o$488bo$265bobo116bo54bo48bo

bo$5bo260b2o49bo29bo36bobo51bo49b2o4bo$5bobo258bo50bo29bobo34b2o

52b3o43bo8bo$5b2o17bo292bo29b2o82bo53b2o6b3o$obo21bobo134bo42bo43b

o27bo105bo5bo40bobo11bo40b2o560bobo3bo$b2o21b2o133b2o41bobo41bobo

27bobo65b2o34bobo3b2o42b2o6bo3bo604b2o3bobo$bo158b2o41b2o42b2o27b

2o35bo30b2o35b2o4b2o48bobo2b3o602bo4b2o$207bo43bo62b2o120bo2bo49b

2o270bo$207bobo41b2o3bobo54b2o122b2o51bo44b2o55b2o55b2o52bo13b2o

43bo13b2o58b2o49b2o49b2o50b2o67b2o$207b2o41bobo3b2o4b2o225bo46bo

56bo56bo53bo13bo41b3o14bo59bo50bo50bo51bo51b2o15bo$211bo45bo4b2o

16b3o46bo64bo49bo44bobo44bobo54bobo54bobo10bo38b3o13bobo56bobo57bo

bo48bobo48bobo49bobo48bobo15bobo$155bobo52bo69bo34b2o8b2obobo59b2o

bobo44b2obobo41b2obobo41b2obobo51b2obobo51b2obobo9bobo50b2obobo53b

2obobo54b2obobo45b2obobo45b2obobo46b2obobo49bo13b2obobo$107bo47b2o

48b2o3b3o49b2o17bo33b2o7bobobobo58bobobobo43bobobobo40bobobobo40bo

bobobo50bobobobo50bobobobo9b2o33b3o14bobobobo52bobobobo53bobobobo

44bobobobo44bobobobo45bobobobo62bobobobo$3o105bo3bobo41bo47bo2bo

53bo2bob2o57bo2bo2b2o57bo2bo2b2o42bo2bo2b2o39bo2bo2b2o39bo2bo2b2o

49bo2bo2b2o49bo2bo2b2o44bo15bo2bo2b2o51bo2bo2b2o52bo2bo2b2o43bo2bo

2b2o43bo2bo2b2o44bo2bo2b2o61bo2bo2b2o$2bo103b3o3b2o90bo2bo53bo2bob

2o60bo4bo59bo4bo44bo4bo41bo4bo41bo4bo51bo4bo3bo47bo4bo42bo3bo15bo

4bo39bo13bo4bo54bo4bo45bo4bo45bo4bo46bo4bo63bo4bo$bo18bo82bo9bo91b

2o6b3o46b2o65b4o61b4o46b4o43b4o43b4o53b4o4bobo46b4o2b2o6bo36b2o15b

4o39bobo13b4o36bobo17b4o47b4o47b4o48b4o65b4o$19bo83b2o52b3o53bo

389b2o51b2obo5bo36bobo19b3o31b2o2bo2bo17b3o34b2o21b3o48b3o48b3o49b

3o66b3o$19b3o80bobo45bo6bo37bo5bo12bo37bo5bo60bo5bo5b2o51bo5bo5b2o

36bo5bo5b2o33bo5bo5b2o33bo5bo5b2o43bo5bo5b2o43bo5bo5b2o9b3o42bo5bo

5b2o2bo30bobo3b2o4bo5bo5b2o2bo34bo8bo5bo5b2o2bo34bo5bo5b2o2bo34bo

5bo5b2o2bo35bo5bo5b2o2bo52bo5bo5b2o2bo$58b2o49b2o38bobo6bo35bobo3b

obo48bobo3bobo8bo49bobo3bobo3bobo50bobo3bobo3bobo35bobo3bobo3bobo

32bobo3bobo3bobo32bobo3bobo3bobo42bobo3bobo3bobo8bo33bobo3bobo3bob

o53bobo3bobo3bobo35bo8bobo3bobo3bobo45bobo3bobo3bobo36bobo3bobo3bo

bo36bobo3bobo3bobo37bobo3bobo3bobo54bobo3bobo3bobo$58b2o49b2o38b2o

43b2o5bo49b2o5bo7b2o50b2o5bo5bo51b2o5bo5bo36b2o5bo5bo33b2o5bo5bo

33b2o5bo5bo43b2o5bo5bo4b2o3bobo31b2o5bo5bo8bo45b2o5bo5bo45b2o5bo5b

o34b3o9b2o5bo5bo34bo2b2o5bo5bo34bo2b2o5bo5bo35bo2b2o5bo5bo52bo2b2o

5bo5bo$8b2o7b2o51bo90bo105b2o277bobo52bo2bo2b2o53b2o98b2o54bo5bob

2o48b3o48b3o49b3o66b3o$7bobo6b2o40b4o6b2o39b4o36b4o7b2o32b4o53b4o

63b4o61b4o46b4o43b4o43b4o15b2o36b4o13bobo37b4o17bobo44b4o48bobo4b

4o45bo6b2o2b4o47b4o47b4o48b4o65b4o$9bo8bo38bo4bo6b2o37bo4bo34bo4bo

6bobo30bo4bo51bo4bo61bo4bo59bo4bo44bo4bo41bo4bo41bo4bo15bo3bo31bo

4bo13bo37bo4bo62bo4bo49bo3bo4bo54bo4bo45bo4bo45bo4bo46bo4bo63bo4bo

$58b2o2bo46b2o2bo2bo32b2o2bo2bo37b2o2bo2bo49b2o2bo2bo59b2o2bo2bo

57b2o2bo2bo42b2o2bo2bo39b2o2bo2bo39b2o2bo2bo15bo33b2o2bo2bo49b2o2b

o2bo60b2o2bo2bo51b2o2bo2bo52b2o2bo2bo43b2o2bo2bo43b2o2bo2bo44b2o2b

o2bo61b2o2bo2bo$60bobob2o45bobobobo33bobobobo38bobobobo50bobobobo

7b2o51bobobobo58bobobobo43bobobobo40bobobobo40bobobobo14b3o33bobob

obo50bobobobo61bobobobo52bobobobo42b2o9bobobobo44bobobobo44bobobob

o45bobobobo62bobobobo$60bobob2o45bobob2o34bobob2o39bobob2o51bobob

2o9b2o50bobob2o59bobob2o44bobob2o41bobob2o41bobob2o51bobob2o51bobo

b2o62bobob2o53bobob2o42bobo9bobob2o45bobob2o45bobob2o46bobob2o63bo

bob2o13bo$61bo7b2o41bo39bo44bo56bo12bo53bo18b3o43bo49bo46bo46bo15b

3o38bo56bo67bo58bo48bo10bo50bo50bo51bobo66bobo15bobo$69bobo259b2o

213bo57b3o380bo68bo15b2o$69bo200b3o58b2o3bo210bo56bo334b2o45bo69b

2o$270bo64b2o268bo332bo2bo44b2o$66b2o203bo63bobo550b2o4b2o37b3o2bo

bo122b2o4bo$67b2o820b2o3bobo38bo3bo6b2o114bobo3b2o$66bo821bo5bo39b

o11bobo42b2o71bo3bobo$946bo34b3o6b2o$891b2o44b3o43bo8bo$890bobo46b

o42bo4b2o$892bo45bo47bobo$988bo4$1084b2o$1084bobo$1084bo!

Sample occurrences

There are 14 sample soups in the Catagolue:

Unofficial symmetries

Symmetry	Soups	Sample soup links

b3s23osc_stdin	12	• • • • • • • • • • • •

oscstdin	1	•

oscthread_stdin	1	•

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