Eight pairs of things stabilizing each other

Eight pairs of things stabilizing each other (xp33_yn46f01y520uc8zyo4rcy7om8zylocgyb1wogzymrggyc1m1zyl111yc13704zxgy58ck8808ooayr7e2022532wgg8gg0gsogz0a332022562y51yzy211y22zz8y2ggyzy2gy58ck8808ooaz1371011211w8ok8808esyra332022562y51zym40sogycgggzyngdgyc11rzyn13wgyb163zyq2d3y76r4zyp26f08y5g0uc4)

#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 33.
	This pattern runs in standard life (b3s23).
	The population fluctuates between 236 and 744.
	This evolutionary sequence works in multiple rules, from b3s23-c through to b34es234e5e6i.

Pattern RLE

Code: Select all

Glider synthesis

Code: Select all

#C [[ GRID MAXGRIDSIZE 14 THEME Catagolue ]] 

#CSYNTH xp33_yn46f01y520uc8zyo4rcy7om8zylocgyb1wogzymrggyc1m1zyl111yc13704zxgy58ck8808ooayr7e2022532wgg8gg0gsogz0a332022562y51yzy211y22zz8y2ggyzy2gy58ck8808ooaz1371011211w8ok8808esyra332022562y51zym40sogycgggzyngdgyc11rzyn13wgyb163zyq2d3y76r4zyp26f08y5g0uc4 costs 56 gliders (true).

#CLL state-numbering golly

x = 196, y = 89, rule = B3/S23

140bo$141bo$139b3o2$161bobo$161b2o$25bobo134bo$26b2o116bo5bobo$26b

o116bobo5b2o$139bo3bo2bo4bo$137bobo4b2o15bo$33b2o103b2o21bobo$32b

2o127b2o$34bo$135bo$136b2o$135b2o2$163bo$144bo17bo$144bobo15b3o$

138bo5b2o$139bo$137b3o2$162bobo$46bo110b2o3b2o$44b2o110bo2bo3bo$

45b2o109bo2bo19bobo$157b2o20b2o$172bo7bo4bo$76bo50bo4bo39bobo9bo$

45b3o26b2o35bo6bo6bobo5b2o37b2o10b3o6bo$45bo29b2o35b2o5bo6b2o4b2o

59bobo$46bo64b2o4b3o73b2o$26bo$20bobo3bobo105b2o50b2o$21b2o3b2o

105bo2bo37b3o8bo2bo$21bo48bo62bo2bo37bo10bobo$70b2o62b2o39bo10bo$

69bobo3$114b2o72bo$115b2o69b2o$114bo72b2o3$5bobo$5b2o109bo10bo39b

2o$6bo48bo59bobo10bo37bo2bo$49b2o3b2o58bo2bo8b3o37bo2bo$48bobo3bob

o58b2o50b2o$50bo$30bo77b2o73b3o4b2o$2o29bo75bobo59b2o4b2o6bo5b2o$b

2o26b3o77bo6b3o10b2o37b2o5bobo6bo6bo$o117bo9bobo39bo4bo$117bo4bo7b

o$122b2o20b2o$30b2o89bobo19bo2bo$31b2o106bo3bo2bo$30bo108b2o3b2o$

138bobo2$163b3o$163bo$157b2o5bo$138b3o15bobo$140bo17bo$139bo2$166b

2o$165b2o$167bo$42bo$43b2o95b2o$42b2o95bobo21b2o$141bo15b2o4bobo$

151bo4bo2bo3bo$50bo99b2o5bobo$49b2o99bobo5bo$49bobo88bo$140b2o$

139bobo2$161b3o$161bo$162bo!

Sample occurrences

There are 1 sample soups in the Catagolue:

Unofficial symmetries

Symmetry	Soups	Sample soup links

jslife_stdin	1	•

Comments (2)

Displaying comments 1 to 2.

On 2022-04-05 at 09:43:59 UTC, petter.kj.larsson wrote:

Very creative name

On 2021-01-31 at 22:33:59 UTC, mathematicsmoooosey wrote:

Eight pairs of things:tm:

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