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

xp48_y13bg2kgyvgk2gb3z3bg2kgx11yv11xgk2gb3zy011y04vrje4yl4ejrv4y011zy68umis8yl8simu8zgk2gb3y1111yp111y13bg2kgz11xgk2gb3yv3bg2kgx11zy111yzy011

#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 140 and 380.
This evolutionary sequence works in multiple rules, from b3s23 through to b3s234ce5e6i7e.

Pattern RLE

Code: Select all

Glider synthesis

Code: Select all
#C [[ GRID MAXGRIDSIZE 14 THEME Catagolue ]]
#CSYNTH xp48_y13bg2kgyvgk2gb3z3bg2kgx11yv11xgk2gb3zy011y04vrje4yl4ejrv4y011zy68umis8yl8simu8zgk2gb3y1111yp111y13bg2kgz11xgk2gb3yv3bg2kgx11zy111yzy011 costs 54 gliders (true).
#CLL state-numbering golly
x = 557, y = 83, rule = B3/S23
bo138bo$2b2o134b2o$b2o136b2o3$10bobo116bobo$o9b2o118b2o9bo$b2o8bo
118bo8b2o$2o138b2o3$70bo75b2o55b2o17b2o45bo17bo$70b2o196b2o17b2o
54b3o15b3o42b3o15b3o42b3o15b3o$5bo63b2obo63bo8bo3bo51bo3bo15bo3bo
41bob2o15b2obo52bo21bo40bo21bo40bo21bo40b3o15b3o$6b2o2bobo55bo2b3o
55bobo2b2o8bo4bo51bo4bo13bo4bo40b3o2bo13bo2b3o51bo3bo13bo3bo40bo3b
o13bo3bo40bo3bo13bo3bo40b3o15b3o$5b2o3b2o55bobobo58b2o3b2o6bobobo
55bobobo11bobobo44bobobo11bobobo53bo2bobo11bobo2bo40bo2bobo11bobo
2bo40bo2bobo11bobo2bo40b3o15b3o$11bo54bobobo4bo54bo11bobobo4b2o45b
2o4bobobo9bobobo4b2o35bo4bobobo9bobobo4bo51bobo2bo7bo2bobo44bobo2b
o7bo2bobo44bobo2bo7bo2bobo45b3o9b3o$64b3o2bo5b2o63bo4bo59bo4bo5bo
4bo41b2o5bo2b3o5b3o2bo5b2o44b3o4bo3bo7bo3bo4b3o32b3o4bo3bo7bo3bo4b
3o32b3o4bo3bo7bo3bo4b3o39b3o9b3o$65bob2o5b2obo62bo3bo5bo3bo41bo3bo
5bo3bo5bo3bo5bo3bo31bob2o5b2obo7bob2o5b2obo42bo11bo7bo11bo30bo11bo
7bo11bo30bo11bo7bo11bo30b3o5b3o9b3o5b3o$66b2o5bo2b3o70bo4bo41bo4bo
23bo4bo30b3o2bo5b2o9b2o5bo2b3o41bo3bo4b3o9b3o4bo3bo30bo3bo4b3o9b3o
4bo3bo30bo3bo4b3o9b3o4bo3bo30b3o25b3o$18bo8bo39bo4bobobo37bo8bo18b
2o4bobobo45bobobo4b2o9b2o4bobobo34bobobo4bo11bo4bobobo43bo2bobo21b
obo2bo30bo2bobo21bobo2bo30bo2bobo21bobo2bo30b3o25b3o$16b2o7b2o44bo
bobo39b2o7b2o21bobobo47bobobo19bobobo36bobobo19bobobo46bobo2bo17bo
2bobo34bobo2bo17bo2bobo34bobo2bo17bo2bobo35b3o19b3o$17b2o7b2o41b3o
2bo39b2o7b2o20bo4bo49bo4bo15bo4bo38bo2b3o15b3o2bo48bo3bo17bo3bo36b
o3bo17bo3bo36bo3bo17bo3bo36b3o19b3o$70bob2o71bo3bo51bo3bo15bo3bo
40b2obo17bob2o53bo17bo44bo17bo44bo17bo40b3o19b3o$71b2o194b2o19b2o
51b3o19b3o38b3o19b3o38b3o19b3o$18bo46bo6bo50bo23b2o53b2o19b2o42bo
21bo$17b2o44bobo57b2o16b2o74b2o63b2o73b2o61b2o61b2o60b2o$17bobo44b
2o56bobo16b2o74b2o63b2o73b2o61b2o61b2o60b2o2$31bo32b2o44bo30b2o74b
2o63b2o73b2o61b2o61b2o60b2o$25bo4b2o31bobo44b2o4bo24b2o74b2o63b2o
73b2o61b2o57b2o2b2o4bo51b2o2b2o$24b2o4bobo32bo43bobo4b2o297b2o62b
2o7bo48bo3b2o$24bobo88bobo296bobo71b3o46b2o$416bo119bobo$419b2o
125b2o$419bobo63b3o58b2o$419bo65bo$486bo8$472bo$350bo122bo$348bobo
120b3o61b2o$349b2o184b2o$299bo53bo190bobo$191bobo104bo6bo47bobo
112b3o73b2o$185bobo4b2o80bo23b3o3bo48b2o60b2o53bo7b2o60b2o3bo$186b
2o4bo81bobo27b3o41b2o61b2o2b2o52bo4b2o2b2o56b2o2b2o$186bo87b2o72b
2o61b2o61b2o60b2o$292bo$198bobo73b2o15bo56b2o61b2o61b2o60b2o$199b
2o73bobo14b3o54b2o61b2o61b2o60b2o$199bo67bo6bo$267b2o72b3o19b3o38b
3o19b3o38b3o19b3o$266b2obo74bo17bo44bo17bo44bo17bo40b3o19b3o$190b
2o7b2o64bo2b3o20b2o7b2o38bo3bo17bo3bo36bo3bo17bo3bo36bo3bo17bo3bo
36b3o19b3o$191b2o7b2o62bobobo22bobo6bobo36bobo2bo17bo2bobo34bobo2b
o17bo2bobo34bobo2bo17bo2bobo35b3o19b3o$190bo8bo63bobobo4bo18bo8bo
36bo2bobo21bobo2bo30bo2bobo21bobo2bo30bo2bobo21bobo2bo30b3o25b3o$
261b3o2bo5b2o63bo3bo4b3o9b3o4bo3bo30bo3bo4b3o9b3o4bo3bo30bo3bo4b3o
9b3o4bo3bo30b3o25b3o$262bob2o5b2obo62bo11bo7bo11bo30bo11bo7bo11bo
30bo11bo7bo11bo30b3o5b3o9b3o5b3o$263b2o5bo2b3o62b3o4bo3bo7bo3bo4b
3o32b3o4bo3bo7bo3bo4b3o32b3o4bo3bo7bo3bo4b3o39b3o9b3o$206bo57bo4bo
bobo70bobo2bo7bo2bobo44bobo2bo7bo2bobo44bobo2bo7bo2bobo45b3o9b3o$
206b2o3b2o55bobobo6b2o3b3o55bo2bobo11bobo2bo40bo2bobo11bobo2bo40bo
2bobo11bobo2bo40b3o15b3o$205bobo2b2o54b3o2bo6bobo3bo57bo3bo13bo3bo
40bo3bo13bo3bo40bo3bo13bo3bo40b3o15b3o$212bo54bob2o9bo4bo56bo21bo
40bo21bo40bo21bo40b3o15b3o$268b2o73b3o15b3o42b3o15b3o42b3o15b3o$
269bo3$216b2o56b2o$206bo8b2o56bobo$206b2o9bo57bo8b3o$205bobo76bo$
285bo2$215b2o58b2o$214b2o58bobo$216bo59bo!

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.