246P41 - Catagolue

246P41 (xp41_yx32acy9o8zyzxg8gy3321zyrgy6321zxgy964koy5322y0c453yag0s4zx1156ycgydggxeehmey011zyh7543y233y24701zwggx2147y0ggy3ckggyg66y3351z4701y71074y41yeoggy22egoy7oge2zya8acy366yi23y9e284zykggy1oge2y2ccy2ciaezycg8oy076877ylggy86a8ozyb23ycca23y04kcy51226zypo4szyfo4cy41zye11y9354c)

#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 41.
	This pattern runs in standard life (b3s23).
	The population fluctuates between 246 and 476.
	This evolutionary sequence works in multiple rules, from b3s23 through to b34c8s234c5k6n8.

Pattern RLE

Code: Select all

Glider synthesis

Code: Select all

#C [[ GRID MAXGRIDSIZE 14 THEME Catagolue ]] 

#CSYNTH xp41_yx32acy9o8zyzxg8gy3321zyrgy6321zxgy964koy5322y0c453yag0s4zx1156ycgydggxeehmey011zyh7543y233y24701zwggx2147y0ggy3ckggyg66y3351z4701y71074y41yeoggy22egoy7oge2zya8acy366yi23y9e284zykggy1oge2y2ccy2ciaezycg8oy076877ylggy86a8ozyb23ycca23y04kcy51226zypo4szyfo4cy41zye11y9354c costs 82 gliders (true).

#CLL state-numbering golly

x = 393, y = 106, rule = B3/S23

336bo$334bobo$335b2o3$344bo$338bobo3bobo$339b2o3b2o$339bo$349bobo$

349b2o$350bo5$352bo$351bo$335bo15b3o$333bobo20b2o$143bo190b2o20bo$

141b2o95bo115bobo$142b2o93bo116b2o$237b3o4bo95bobo$243b2o95b2o$

243bobo95bo$28bobo115bobo86bobo$28b2o116b2o88b2o$29bo91bo25bo88bo

119bo$119bobo233bo$120b2o233b3o$110bo86bo7bo20b2o92bo20b2o$110b3o

82b2o8b3o19bo92b3o19bo$103bo9bo35b2o45b2o10bo15b3o17b2o77bo7bo7b3o

17b2o$104b2o6b2o35bo57b2o15bo19bo61bo10bo4b2o7bobo5bo19bo$103b2o

17bo24bobo92bobo61b3o9bo12b2o24bobo$120bobo24b2o93b2o65bo6b3o38b2o

$121b2o72bo112b2o$97bobo25bo67bobo109bo$55bo42b2o25bobo66b2o2b2o

106bo$30b3o22bobo7b2o31bo19bo6b2o72b2o18b2o7b2o66bo7b3o27b2o7b2o$

30bo20b2o2b2o7b2o52bobo18b3o56bo20b2o6bobo67b2o35b2o6bobo$31bo18b

2o14bo51b2o19bo87bo68b2o44bo$52bo87bo4bo7bo72b2o113b2o$144bo7bo

204b2o$144b3o5b3o138bo63bobo$44bo249bo62bo$44bobo165b2o21b2o55b3o

32b2o21b2o$o43b2o95b3o68bo22b2o90bo22b2o20bo18bo$b2o138bo61b2o8b3o

102b2o8b3o41bobo15bo$2o140bo60bobo9bo94bobo5bobo9bo41b2o16b3o$205b

o87b2o16b2o7bo$205b2o87b2o15bo8b2o64bo$243b2o48bo64b2o8bo15b2o$

244bo114bo7b2o16b2o$117bo116bo9bobo40b3o16b2o41bo9bobo5bobo$118bo

115b3o8b2o42bo15bobo41b3o8b2o$116b3o94b2o22bo50bo18bo20b2o22bo$

213b2o21b2o90b2o21b2o32b3o$322bo62bo$105b3o5b3o204bobo63bo$107bo7b

o205b2o$106bo7bo4bo102b2o113b2o$120bo19b2o80bo114bo44b2o$118b3o18b

obo78bobo6b2o20bo83bobo6b2o35b2o$133b2o6bo19bo58b2o7b2o18b2o84b2o

7b2o27b3o7bo$132bobo25b2o88b2o2b2o117bo$51bo82bo25bobo91bobo117bo$

51b2o84b2o115bo115b2o$50bobo58b2o24bobo66b2o113b2o38b3o6bo$110bobo

24bo17b2o48bobo112bobo24b2o12bo9b3o$110bo35b2o6b2o49bo19bo15b2o77b

o19bo5bobo7b2o4bo10bo$56b3o50b2o35bo9bo47b2o17b3o15bo10b2o65b2o17b

3o7bo7bo$56bo90b3o72bo19b3o8b2o82bo19b3o$57bo91bo72b2o20bo7bo84b2o

20bo$138b2o182b3o$138bobo183bo$52bo59bo25bo74bo109bo$52b2o58b2o98b

2o$51bobo57bobo98bobo$204bobo131bo$205b2o131b2o$205bo4b3o124bobo$

116b2o94bo111b2o$117b2o92bo111bobo$116bo206bo20b2o$322b2o20bobo$

326b3o15bo$328bo$327bo5$329bo$329b2o$328bobo$340bo$334b2o3b2o$333b

obo3bobo$335bo3$343b2o$343bobo$343bo!

Sample occurrences

There are 3 sample soups in the Catagolue:

Unofficial symmetries

Symmetry	Soups	Sample soup links

b3s23osc_stdin	2	• •

oscthread_stdin	1	•

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