xp48_yjca23zyg356y164kozy5g8gydo48gy2oozy24aar0rqy5n112sx11xckggzyi3221y81zzwoggy5g844sy5gg0gzggw23wg88gw3488ey55t0t552z11y3hi1ye1zy51226y16aczyac453

#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 48.
	This pattern runs in standard life (b3s23).
	The population fluctuates between 144 and 244.
	This evolutionary sequence works in multiple rules, from b3s23 through to b38s236i.

Pattern RLE

Code: Select all

Glider synthesis

Code: Select all

#C [[ GRID MAXGRIDSIZE 14 THEME Catagolue ]] 

#CSYNTH xp48_yjca23zyg356y164kozy5g8gydo48gy2oozy24aar0rqy5n112sx11xckggzyi3221y81zzwoggy5g844sy5gg0gzggw23wg88gw3488ey55t0t552z11y3hi1ye1zy51226y16aczyac453 costs 50 gliders (true).

#CLL state-numbering golly

x = 546, y = 71, rule = B3/S23

75bo$76bo196bobo$74b3o160bo35b2o$119bobo116bo35bo$119b2o115b3o$

120bo$176bo178bo$174bobo179bo$175b2o63bo113b3o$241bo$239b3o203bo$

362bo80bobo$79bo280b2o82b2o$77b2o276bobo3b2o85bo$78b2o276b2o90bobo

$253bobo100bo91b2o81b2o$253b2o106bo169b2o$254bo106bobo77b2o82b2o$

84bobo274b2o79bo83bo$85b2o355bobo81bobo$85bo165bobo189b2o82b2o$

246bobo2b2o88bo83bo83bo$247b2o3bo87bobo81bobo81bobo$247bo29bo62bob

o20bo60bobo20bo60bobo20bo$196b2o78bobo3b2o54b3ob2o18bobo3b2o52b3ob

2o18bobo3b2o52b3ob2o18bobo3b2o$196bobo77bo2bo2bobo52bo24bo2bo2bobo

50bo24bo2bo2bobo50bo24bo2bo2bobo$198bo78b2o5bo53b3ob2o19b2o5bo51b

3ob2o19b2o5bo51b3ob2o13bo5b2o5bo$198b2o84b2o54bob2o26b2o52bob2o26b

2o52bob2o14b2o10b2o$254bo270b2o$204b2o46bobo35b2o84b2o82b2o82b2o$

186b3o15bo48b2o35bo85bo83bo83bo$106bo81bo13bobo83bobo83bobo81bobo

81bobo$105b2o80bo3b2o9b2o84b2o84b2o82b2o47bo16b3o15b2o$105bobo83bo

bo4b2o84b2o84b2o82b2o52bo15bo13b2o$6bo93b3o88bo6bobo83bobo83bobo

81bobo49b3o16bo12bobo$5bo96bo54b2o40b2o42b2o40b2o42b2o40b2o40b2o

40b2o40b2o40b2o$5b3o93bo55bobo6bo76bobo83bobo81bobo81bobo12bo16b3o

$obo155b2o4bobo77b2o84b2o82b2o82b2o13bo15bo$b2o52b2o97b2o9b2o3bo

69b2o84b2o82b2o82b2o15b3o16bo$bo52bobo96bobo13bo69bobo83bobo81bobo

81bobo$54bo98bo15b3o67bo35b2o48bo83bo83bo$53b2o97b2o84b2o35bobo46b

2o82b2o82b2o$275bo235b2o$158b2o84b2o84b2o26b2obo52b2o26b2obo52b2o

10b2o14b2obo$159bo85bo5b2o78bo5b2o19b2ob3o51bo5b2o19b2ob3o51bo5b2o

5bo13b2ob3o$159bobo83bobo2bo2bo77bobo2bo2bo24bo50bobo2bo2bo24bo50b

obo2bo2bo24bo$160b2o84b2o3bobo78b2o3bobo18b2ob3o52b2o3bobo18b2ob3o

52b2o3bobo18b2ob3o$252bo29bo55bo20bobo60bo20bobo60bo20bobo$277bo3b

2o76bobo81bobo81bobo$277b2o2bobo76bo83bo83bo$86b2o188bobo146b2o82b

2o$87b2o336bobo81bobo$86bo252b2o86bo83bo$275bo62bobo86b2o82b2o$

275b2o63bo164b2o$274bobo68bo74b2o83b2o$80bo263b2o73bobo$79b2o258b

2o3bobo74bo$79bobo258b2o82b2o$339bo84bobo$288b3o133bo$288bo$181b2o

106bo55b3o$181bobo161bo$181bo164bo$39bo$39b2o250b3o$38bobo214bo35b

o$83b3o169b2o35bo$83bo170bobo$84bo!

Sample occurrences

There are 4 sample soups in the Catagolue:

Unofficial symmetries

Symmetry	Soups	Sample soup links

mvr_catforce_stdin	3	• • •

oscthread_stdin	1	•

Comments (0)

There are no comments to display.

Please log in to post comments.