55P10 - Catagolue

55P10 (xp10_4aab9aio2u0u2oia9baa4zxbdy11y1db)

#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 10.
	This pattern runs in standard life (b3s23).
	The population fluctuates between 55 and 73.
	This evolutionary sequence works in multiple rules, from b3-cks23 through to b2n34cew5ac6an7c8s1c234cekqwy5aekqy67c8.

Pattern RLE

Code: Select all

Glider synthesis

Code: Select all

#C [[ GRID MAXGRIDSIZE 14 THEME Catagolue ]] 

#CSYNTH xp10_4aab9aio2u0u2oia9baa4zxbdy11y1db costs 107 gliders (true).

#CLL state-numbering golly

x = 1024, y = 67, rule = B3/S23

491bobo$491b2o$492bo$489bo$487b2o$488b2o3$482bo$447bo5bo26b2o$448b

o5b2o25b2o$446b3o4b2o$168bo$167bo241bo41bo30bo$167b3o45bo55bobo

134bo43bo27b2o$214bo49bo6b2o135b3o39b3o28b2o$214b3o45bobo7bo89bo$

162bo41bobo4bo51b2o98bo2bobo$160bobo42b2o5bo148b3o2b2o112b2o533bo$

161b2o42bo4b3o53bo56bo43bo41b2o68b2o532b2o$153bobo59bo43b2o5bobo5b

obo45bo85b2o4b2o55bo9bo532b2o$154b2o9bobo33b2o13b2o41bo6b2o6b2o46b

3o85bo2b2o55bobo527bobo5bo$154bo6bo3b2o33bobo12b2o37bo5bo14bo82b2o

42b2o11bo50b2o2b2o440bobo86b2o6bo$60bo98bobo4bo35bo52b2o4bo95bobo

42b2o62b2o71bo53bo43bo53bo39bo63bo58bo47bo9b2o49bo37bo5b3o7bo$61b

2o97b2o48b2o42b2o6bo51b2o43bo178bobo51bobo41bobo51bobo37bobo61bobo

56bobo45bobo9bo39bo8bobo51bobo$60b2o3bobo143b2o50bo44b2o5bo4bo41b

2o38b2o62b2o70bobo51bobo41bobo51bobo37bobo61bobo56bobo45bobo50bo7b

obo51bobo$24bo40b2o38bo43bobo4bo53bo4b2o47bo42bo2bob3o5bobo38bo2bo

b2o33bo2bob2o57bo2bob2o65b2obob2o47b2obob2o37b2obob2o47b2obob2o33b

2obob2o57b2obob2o52b2obob2o41b2obob2o8b3o34b3o6b2obob2obo45b2obob

2obo$23bo32b2o8bo37bobo43b2o3bobo57bo41b2o6bo6b2o33bo2bobo7b2o39bo

2bobobobo30bo2bobobobo54bo2bobobobo62bo2bobobobo44bo2bobobobo34bo

2bobobobo44bo2bobobobo30bo2bobobobo54bo2bobobobo49bo2bobobobo38bo

2bobobobo5bo45bo2bobob2o45bo2bobob2o$o22b3o31b2o46bobo42bo5bobo57b

o39bobo7bo5bobo33b3o13b2o36b3o4b2o31b3o4b2o55b3o4b2o63b3o4b2o45b3o

4b2o35b3o4b2o45b3o4b2o31b3o4b2o55b3o4b2o50b3o4b2o39b3o4b2o6bo45b3o

38bobo4b2o4b3o$b2o53bo5bo9bo33b2o6bo42b2o6bo51bo40bo8bo4bo38bo12bo

bo38bo39bo63bo71bo53bo43bo8bo44bo39bo63bo58bo47bo50bo9bo38b2o3bo2b

o6bo$2o58bobo7b3o39b3o48b3o48b4o46b4o40b4o12bo37b4o36b4o60b4o68b4o

50b4o40b4o7bo42b4o36b4o60b4o55b4o44b4o50b2o5b4o38bo5b2o4b4o$15bo

45b2o6bo41bo50bo50bo35b3o11bo43bo53bo39bo63bo71bo53bo43bo11b3o39bo

39bo63bo58bo47bo12b2o34bo4bobo4bo53bo$13b2o54b4o33b2o3b4o32bo9b2o

3b4o48b4o33bo12b4o40b4o50b4o36b4o60b4o68b4o50b4o40b4o50b4o36b4o60b

4o55b4o44b4o8bobo33b2o11b4o50b4o$14b2o57bo31bo2bo6bo31b2o7bo2bo6bo

51bo31bo17bo43bo53bo39bo63bo71bo35bo17bo43bo53bo39bo63bo58bo7bo39b

o7bo34bobo15bo53bo$69b4o33b2o3b4o31bobo8b2o3b4o48b4o46b4o40b4o50b

4o36b4o60b4o68b4o37bo12b4o40b4o50b4o36b4o60b4o55b4o8bobo33b4o57b4o

42bo7b4o$8b2o59bo41bo50bo50bo49bo43bo11b3o39bo39bo63bo71bo39b3o11b

o43bo53bo39bo63bo58bo12b2o33bo60bo47bo5bo$8bobo5b3o51b3o39b3o48b3o

48b4o46b4o40b4o7bo42b4o36b4o60b4o68b4o50b4o40b4o12bo37b4o36b4o60b

4o55b4o44b4o57b4o41b3o6b4o$8bo7bo55bo41bo42b2o6bo51bo49bo43bo8bo

44bo39bo63bo71bo44bo8bo4bo38bo12bobo38bo39bo63bo58bo47bo60bo37b2o

14bo$17bo132bo5bobo57bo49bo43bo53bo39bo63bo71bo43bobo7bo5bobo33b3o

13b2o36b3o4b2o31b3o4b2o55b3o4b2o50b3o4b2o6bo32b3o58b3o39b2o10b3o$

108b3o39b2o3bobo57bo49bo43bo53bo39bo63bo71bo45b2o6bo6b2o33bo2bobo

7b2o39bo2bobobobo30bo2bobobobo54bo2bobobobo49bo2bobobobo5bo32bo2bo

bob2o52bo2bobob2o33bo11bo2bobob2o$108bo40bobo4bo58b2o48b2o42b2o52b

2o38b2o62b2o65bo4b2o51bo42bo2bob3o5bobo38bo2bob2o33bo2bob2o57bo2bo

b2o52b2obob2o8b3o30b2obob2obo52b2obob2obo45b2obob2obo$109bo425b2o

54bo44b2o5bo4bo41b2o38b2o62b2o57bobo45bobo58bobo51bobo$105b2o53b2o

372b2o46b2o6bo51b2o43bo165bobo9bo35bobo58bobo51bobo$104bobo52bobo

4bo359bo56b2o4bo95bobo42b2o62b2o58bo9b2o36bo60bo43b2o8bo$106bo5bo

34b3o4bo6bo3b2o357bobo12b2o41bo5bo14bo82b2o42b2o11bo50b2o2b2o64bob

o141b2o$111b2o36bo4b2o9bobo357b2o13b2o45bo6b2o6b2o46b3o85bo2b2o55b

obo206bo$111bobo34bo4bobo383bo47b2o5bobo5bobo45bo85b2o4b2o55bo9bo$

161b2o366bo4b3o57bo56bo43bo41b2o68b2o$160bobo366b2o5bo152b3o2b2o

112b2o191b3o$162bo365bobo4bo55b2o98bo2bobo306bo$538b3o49bobo7bo89b

o311bo$538bo53bo6b2o135b3o39b3o28b2o$167b3o369bo59bobo134bo43bo27b

2o$167bo569bo41bo30bo$168bo$774b3o4b2o$776bo5b2o25b2o$775bo5bo26b

2o$810bo3$816b2o$815b2o$817bo$820bo$819b2o$819bobo!

Sample occurrences

There are 37 sample soups in the Catagolue:

Unofficial symmetries

Symmetry	Soups	Sample soup links

b3s23osc_stdin	13	• • • • • • • • • • • • •

catforce_stdin	13	• • • • • • • • • • • • •

mvr_catforce_stdin	4	• • • •

oscthread_stdin	7	• • • • • • •

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