p143 Bandersnatch loop

p143 Bandersnatch loop (xp143_y7g88e1e8y2ccy1ggzy8113033y911zyl4a96y4oozybccy284sy9ok46zxooy0jjyrca23zy511zggkcyrjjy066z1wo8a6y9e84y2ccy011zy366y4o4k8zye1y5gg0gzy933y1ccy25t0t552zyq1)

#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 143.
	This pattern runs in standard life (b3s23).

Pattern RLE

Code: Select all

Glider synthesis

Code: Select all

#C [[ GRID MAXGRIDSIZE 14 THEME Catagolue ]] 

#CSYNTH xp143_y7g88e1e8y2ccy1ggzy8113033y911zyl4a96y4oozybccy284sy9ok46zxooy0jjyrca23zy511zggkcyrjjy066z1wo8a6y9e84y2ccy011zy366y4o4k8zye1y5gg0gzy933y1ccy25t0t552zyq1 costs 54 gliders (true).

#CLL state-numbering golly

x = 626, y = 82, rule = B3/S23

620bo$620bobo$620b2o$616bo$616bobo$616b2o$379bo128bo$380bo125bobo$

378b3o8bo117b2o$387b2o$388b2o53bo$444bo$442b3o$150bo309bo112bo$

148b2o296bobo10bobo110bobo$149b2o295b2o11bobo101b2o7bobo$376bobo

11bo56bo10b2ob3o99b2o6b2ob3o$377b2o9bobo73bo91b2o19bo$377bo11b2o

67b2ob3o92b2o13b2ob3o$225bo210bo21b2obo109b2obo$223b2o160b2o49b2o$

224b2o158b2o5b2o42bobo$386bo3b2o$201bo83bo86bo19bo55bo112bo$120bo

3bobo73bobo81bobo84bobo73bobo110bobo$118bobo3b2o74bo2bo80bo2bo83bo

2bo72bo2bo109bo2bo$119b2o4bo64b2o9b2o15bo55b2o9b2o74b2o9b2o63b2o9b

2o100b2o9b2o$190b2o27b2o53b2o85b2o74b2o111b2o$52bo165b2o$50b2o64bo

69bo83bo86bo75bo112bo$51b2o63b3o67b3o69bo11b3o23b2o59b3o23b2o48b3o

23b2o85b3o23b2o$obo116bo69bo27b2o37bobo4bo9bo22b2o62bo22b2o51bo22b

2o88bo22b2o$b2o58bo56b2o9bo58b2o9bo16b2o39b2o5b2o6b2o9bo75b2o9bo

64b2o9bo101b2o9bo$bo3b3o45b2o5bobo65bobo67bobo17bo44b2o17bobo17b2o

50bo14bobo17b2o39bo14bobo17b2o76bo14bobo17b2o$5bo47bobo5b2o66b2o

68b2o82b2o17b2o50b3o13b2o17b2o39b3o13b2o17b2o76b3o13b2o17b2o$6bo

46bo303bo75bo112bo$262bo93b2o74b2o111b2o9b2o$262b2o2b3o286bobo$

261bobo4bo288bo$267bo3$312bo$311bo4bobo255bo$311b3o2b2o256bobo$

317bo78b2o74b2o100b2o9b2o$13bo68bo313bo75bo112bo$14bo58b2o5bobo58b

2o68b2o63b2o17b2o66b2o17b2o13b3o39b2o17b2o13b3o76b2o17b2o13b3o$12b

3o3bo54bobo5b2o58bobo49bo17bobo62b2o17bobo17b2o46b2o17bobo14bo39b

2o17bobo14bo76b2o17bobo14bo$17b2o55bo67bo9b2o40b2o16bo9b2o72bo9b2o

6b2o5b2o60bo9b2o64bo9b2o101bo9b2o$17bobo132bo40b2o27bo59b2o22bo9bo

4bobo45b2o22bo51b2o22bo88b2o22bo$83b2o68b3o67b3o56b2o23b3o11bo47b

2o23b3o48b2o23b3o85b2o23b3o$84b2o69bo69bo83bo86bo75bo112bo$83bo

108b2o$191b2o27b2o82b2o85b2o74b2o111b2o$146bo4b2o40bo15b2o9b2o71b

2o9b2o74b2o9b2o63b2o9b2o100b2o9b2o$146b2o3bobo54bo2bo80bo2bo83bo2b

o72bo2bo109bo2bo$145bobo3bo57bobo81bobo84bobo73bobo110bobo$210bo

83bo66bo19bo75bo112bo$362b2o3bo$186b2o173b2o5b2o98bobo$187b2o178b

2o99b2o$186bo257bob2o21bo87bob2o$363b2o11bo65b3ob2o107b3ob2o13b2o$

363bobo9b2o64bo112bo19b2o$363bo11bobo64b3ob2o10bo96b3ob2o6b2o$121b

2o321bobo11b2o97bobo7b2o$122b2o320bobo10bobo97bobo$121bo323bo112bo

$461b3o$461bo$364b2o96bo$365b2o$364bo8b3o247b2o$373bo249bobo$374bo

248bo$514b2o$513bobo$515bo$510b2o$509bobo$511bo!

Sample occurrences

There are 1 sample soups in the Catagolue:

Unofficial symmetries

Symmetry	Soups	Sample soup links

oscthread_stdin	1	•

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