(anonymous)  •  log in  
Home   •   Rules   •   Objects   •   Census   •   Software   •   Syntheses   •   Statistics

xp23_y2c9b8ozy031130gy0ggy2o8b9czxggw65532w11ggy339e0o8goz62470s4gy433xahh3x23zy2d5k46y233w59ddiwgzy311y964k5d11zyk11

#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 23.
This pattern runs in standard life (b3s23).
The population fluctuates between 124 and 141.
This evolutionary sequence works in multiple rules, from b3-ks23-cy through to b34e5c7c8s234ety5ek6ei8.

Pattern RLE

Code: Select all

Glider synthesis

Code: Select all
#C [[ GRID MAXGRIDSIZE 14 THEME Catagolue ]]
#CSYNTH xp23_y2c9b8ozy031130gy0ggy2o8b9czxggw65532w11ggy339e0o8goz62470s4gy433xahh3x23zy2d5k46y233w59ddiwgzy311y964k5d11zyk11 costs 92 gliders (true).
#CLL state-numbering golly
x = 852, y = 89, rule = B3/S23
727bo$725bobo$726b2o5$738bobo91bo$739b2o89b2o$739bo91b2o2$750bobo
70bobo$750b2o71b2o$751bo72bo2$819bo$190bo626bobo$190bobo625b2o$59b
o130b2o46bo$60b2o174bobo583bo$59b2o25bo150b2o3bobo496bo80bobo$84b
2o86bo59bobo7b2o495bobo5bo74b2o$85b2o86b2o12bo45b2o8bo496b2o6b2o$
56bobo113b2o11b2o46bo513b2o$57b2o127b2o37bo$57bo168bo$224b3o521b2o
$747bobo$59bo227b2o49b2o65b2o70b2o61b2o45bo16b2o56b2o85bo9b2o66b2o
20bobo$57bobo173b2o52bo50bo66bo71bo62bo47b2o14bo57bo96bo67bo21b2o$
58b2o172bo2bo52bo50bo66bo59bobo9bo62bo45b2o16bo57bo96bo67bo21bo$
233b3o49b4o47b4o39bo23b4o60b2o6b4o59b4o60b4o54b4o93b4o64b4o$285bo
50bo43bo22bo63bo7bo62bo52bobo8bo57bo96bo58b2o7bo$132b2o49b2o50b3o
50b3o48b3o36b3o25b3o54bo14b3o53bo6b3o48b2o4bo6b3o48bo6b3o77b2o8bo
6b3o53bo4bo6b3o$132bobob2o36bo8bobob2o46bo2bob2o46bo2bob2o44bo2bob
2o60bo2bob2o48bobo7b2o5bo2bob2o48bobo5bo2bob2o44bo4bobo5bo2bob2o
43bobo5bo2bob2o72bobo7bobo5bo2bob2o46b2obo3bobo5bo2bob2o$133b2obo
2bo35bo8b2obo2bo46b2obo2bo46b2obo2bo44b2obo2bo60b2obo2bo47b2o2b2o
3b2o7b2obo2bo47b2o7b2obo2bo48b2o7b2obo2bo37bo4b2o7b2obo2bo72bo3bo
4b2o7b2obo2bo42bo2bob2o3b2o7b2obo2bo$136bob2o33b3o11bob2o49bob2o
49bob2o47bob2o63bob2o52b2o14bob2o59bob2o5bo54bob2o36bobo15bob2o75b
obo15bob2o42b2obo18bob2o8bo$136bo50bo52bo52bo50bo66bo54bo16bo62bo
7bo36b2o17bo39bo2bo14bo78bo2bo14bo48bo18bo9b2o$59bo75b2o49b2o51b2o
51b2o49b2o45bo19b2o13bo46bo9b2o39bobo8b2o9b2o7b3o35b2o4b2o9b2o40b
2o3b2o9b2o79b2o4bo9b2o48b2o5b2o9b2o10b2o$58bo117b2o50b2o158bobo34b
obo43b2o51b2o10bo54bo8bo57bo94b2o68bo$58b3o114bobo49bobo159b2o34b
2o44b2o51bo8bo63bo57bo97b2o65bo$122bo54bo51bo241bo62b2o62b2o56b2o
95bo67b2o$120bobo210bo70bo71bo62bo14b2o47bo57bo96bo49bo17bo$o55bob
o62b2o208bobo2bobo51b2o11bobo12bo56bobo60bobo12b2o40bo6bobo6bo41bo
6bobo6bo80bo6bobo6bo42bo8bo6bobo6bo$b2o54b2o273b2o3b2o50bobo11bobo
10b2o57bobo45bo14bobo14bo38bobo5bobo5bobo39bobo5bobo5bobo78bobo5bo
bo5bobo39b3o7bobo5bobo5bobo$2o55bo129b2o148bo53bo12bo12b2o57bo47b
2o13bo55bo7bo7bo41bo7bo7bo80bo7bo7bo51bo7bo7bo$187bobo151b2o180b2o
322bo$132bo54bo102bo50bobo136b2o62bo63bo57bo95b2o46b2o19bo14b2o$
20bo64b2o45bobo155bobo48bo40bo35b2o62bo60b2o9bo52b2o56b2o97bo44bob
o18b2o14bobo$19bo64b2o46b2o156b2o90b2o33b2o60bo63b2o8b2o52b2o6bo
49b2o94bo49bo18b2o$19b3o33b2o29bo35b2o49b2o51b2o51b2o49b2o49bobo
13b2o20bo49b2o9b2o40b3o7b2o9bo9bobo40b2o9bo5b2o39b2o9bo4b2o79b2o9b
2o5b2o48b2o9bo6b2o$55bo66bo50bo52bo52bo50bo66bo71bo16bo37bo7bo63bo
17b2o38bo14bo2bo78bo18bo48bo18bo$52b2obo63b2obo11b3o33b2obo49b2obo
49b2obo47b2obo63b2obo68b2obo14b2o37bo5b2obo60b2obo54b2obo15bobo75b
2obo18bob2o42b2obo18bob2o$17b2o33bo2bob2o60bo2bob2o8bo35bo2bob2o
46bo2bob2o46bo2bob2o44bo2bob2o60bo2bob2o65bo2bob2o7b2o3b2o2b2o38bo
2bob2o7b2o48bo2bob2o7b2o42bo2bob2o7b2o4bo3bo72bo2bob2o7b2o3b2obo2b
o42bo2bob2o7b2o3b2obo2bo$17bobo34b2obobo61b2obobo8bo36b2obo2bo46b
2obo2bo46b2obo2bo44b2obo2bo60b2obo2bo26bo38b2obo2bo5b2o7bobo39b2ob
o2bo5bobo49b2obo2bo5bobo4bo38b2obo2bo5bobo7bobo72b2obo2bo5bobo3bob
2o46b2obo2bo5bobo3bob2o$17bo40b2o65b2o49b3o50b3o50b3o48b3o64b3o25b
2o42b3o14bo45b3o6bo54b3o6bo4b2o42b3o6bo8b2o77b3o6bo4bo53b3o6bo4bo$
338bo66bo22bobo46bo7bo54bo63bo8bobo46bo96bo7b2o35b3o20bo7b2o$178b
3o50b3o50b3o48b4o63b4o68b4o6b2o51b4o60b4o54b4o93b4o46bo17b4o$19bo
158bo2bo49bo2bo49bo2bo47bo66bo71bo9bobo50bo63bo16b2o39bo96bo48bo
18bo$18b2o159b2o51b2o51b2o49bo66bo71bo62bo63bo14b2o41bo96bo67bo$
18bobo314b2o65b2o70b2o61b2o62b2o16bo39b2o9bo85b2o66b2o$2o668bobo$b
2o290b3o374b2o$o15b2o275bo$15b2o105b2o170bo$17bo105b2o11b2o148bo
384b2o$122bo12b2o139bo8b2o383b2o6b2o$137bo138b2o7bobo384bo5bobo$
275bobo3b2o395bo$281bobo$118b2o161bo544b2o$117bobo707b2o$119bo706b
o2$836b2o$668bo166b2o$668b2o167bo$667bobo$825b2o$680bo143bobo$679b
2o145bo$679bobo$817b3o$819bo$818bo2$692b2o$692bobo$692bo!

Sample occurrences

There are no sample soups stored in the Catagolue.

Comments (0)

There are no comments to display.

Please log in to post comments.

Catagolue — the largest distributed search of cellular automata.