(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 96 gliders (true).
#CLL state-numbering golly
x = 1162, y = 67, rule = B3/S23
88bo905bo$86b2o907bo$87b2o904b3o5$655bo$653bobo$654b2o$672bo$670b
2o461bo$671b2o460bobo$1000bo132b2o$1001b2o11bo106bo$1000b2o13bo
103bobo$64bo733bo214b3o104b2o3bo$65b2o594bo124bo5bobo3bobo38bobo
185bo96bo$64b2o596bo3bo52bo67b2o4b2o3b2o40b2o184bo85b2o10b3o$660b
3o2bo54bo65b2o5bo46bo185b3o84bo$157bo507b3o50b3o390bo$156bo179bo
506bo4bobo260b5o$156b3o176bo218bo289b2o2b2o60b2o102bobo3bo8b2o84bo
$64bo72b2o71b2o50b2o53b2o16b3o66b2o70b2o60b2o12b2o57b2o61b2o39bo4b
obo14b2o61b2o41b2o4bo13b2o44bo2bo13b2o87b2o2bo8bo2bo13b2o62b4o16b
2o$65bo71bo72bo51bo44bo9bo86bo45bo25bo61bo14b2o56bo62bo41b2o2b2o
15bo62bo54bo7bo46bobo5bo7bo88bo3b3o7bobo5bo7bo47bo15bo2bo8bo7bo29b
o$63b3o73bo13b3o56bo51bo43bo10bo53bobo30bo41bobo27bo61bo72bo62bo
38b2o4bo17bo62bo51bobo8bo45bo5bobo8bo75b2o24bo5bobo8bo46bo25bobo8b
o27bobo$135b5o68b5o47b5o41b3o6b5o9bobo42b2o12bo13b5o42b2o23b5o57b
5o68b5o58b5o58b5o58b5o52bo5b5o52bo5b5o76b2o30bo5b5o44b3o26bo5b5o
27b2o$6bobo126bo15bo5bo33bo16bo46bo4bo54bo13b2o43bo11bobo13bo61bo
9bo61bo65bo6bo62bo62bo46bo5bo9bo46bo5bo9bo46bo5bo9bo79bo22bo15bo
67bo5bo9bo$6b2o58bo71b2o11bo5bo31bobo19b2o43bo6b2o53b2o10bo56b2o3b
o12b2o56bo13b2o60b2o13b3o46bo8b2o61b2o42b2o3b3o11b2o41bobo2bo2bo
11b2o41bobo2bo2bo11b2o41bobo2bo2bo11b2o97bobo3b3o11b2o62bobo2bo2bo
11b2o$7bo58b2o70b2o11bo5bo32b2o3bo15b2o41b3o6b2o53bobo70bo13bobo
55b3o11bobo59bobo12bo46b3o8bobo60bobo41b2o2b3o12bobo41b2o2bo2bo11b
obo41b2o2bo2bo11bobo41b2o2bo2bo11bobo97b2o2b3o12bobo47b3o12b2o2bo
2bo11bobo$65bobo126bo124b2o70b3o13bo71bo61bo13bo58bo62bo62bo46bo
15bo46bo15bo46bo15bo118bo39b2o8bo17bo15bo$153b3o38b3o209b2ob2o67b
2ob2o57b2ob2o68b2ob2obo56b2ob2obo56b2ob2obo56b2ob2obo56b2ob2obo56b
2ob2obo112b2ob2obo35b2o6bo33b2ob2obo18bo$4bo404bobo33bo8bo26bobo
33b2o24bobo6b2o36b2o10bo13bob2o33b2o10b2o12bob2o33b2o10b2o12bob2o
33b2o10b2o12bob2o33b2o10b2o12bob2o33b2o10b2o12bob2o89b2o10b2o12bob
2o34bo19b2o10b2o12bob2o17bo$3bo58bo346bobo34b2o5bobo25bobo33bo25bo
bo5b2o37bo12b2o11bo36bo10bo2bo11bo36bo10bo2bo11bo36bo10bo2bo11bo
36bo10bo2bo11bo36bo10bo2bo11bo92bo10bo2bo11bo57bo10bo2bo11bo12bobo
5b3o$3b3o56b2o346bo34b2o6bobo26bo31b2obo26bo8bo33b2obo11b2o11b2o
33b2obo11b2o11b2o33b2obo11b2o11b2o33b2obo11b2o11b2o33b2obo11b2o11b
2o33b2obo11b2o11b2o89b2obo11b2o11b2o54b2obo11b2o11b2o12b2o$61bobo
196b3o191b2ob2o55bob2ob2o66bob2ob2o56bob2ob2o56bob2ob2o56bob2ob2o
56bob2ob2o56bob2ob2o112bob2ob2o77bob2ob2o36bo$243b2o17bo35b2o12b3o
70b2o56bo13bo61bo72bo62bo62bo15bo46bo62bo62bo118bo15bo67bo$2bo42b
2o72b2o71b2o6b3o40bobo15bo3b2o31bobo13bo70bobo56bo12bobo59bobo11b
3o56bobo10b3o47bobo60bobo11bo2bo2b2o41bobo12b3o2b2o41bobo12b3o2b2o
41bobo12b3o2b2o97bobo11bo2bo2b2o37bo24bobo12b3o2b2o$obo9b2o31b2o
72b2o71b2o6bo43b2o19bobo31b2o12bo3b2o56bo10b2o54b3o13b2o60b2o13bo
57b2o10bo50b2o61b2o11bo2bo2b2o42b2o11b3o3bobo41b2o11b3o3bobo41b2o
11b3o3bobo97b2o11bo2bo2bobo36b2o24b2o11b3o3bobo$b2o9bobo34bo73bo
72bo4bo46bo16bo37bo13bobo11bo43b2o13bo71bo61bo9bo62bo8bo53bo62bo9b
o52bo15bo46bo15bo46bo15bo22bo79bo9bo5bo36bobo28bo15bo$12bo32b5o69b
5o68b5o47b5o50b5o13bo12b2o42bobo9b5o6b3o58b5o57b5o23b2o43b5o58b5o
58b5o58b5o58b5o5bo52b5o5bo30b2o76b5o5bo73b5o5bo$45bo73bo72bo51bo
54bo30bobo53bo10bo60bo61bo27bobo42bo62bo62bo17bo4b2o38bo62bo8bobo
51bo8bobo5bo24b2o75bo8bobo72bo8bobo$47bo73bo72bo51bo54bo86bo9bo45b
2o14bo61bo25bo46bo62bo62bo15b2o2b2o41bo62bo7bo54bo7bo5bobo7b3o3bo
88bo7bo8bo2bo63bo7bo8bo2bo18bo$10b2o34b2o72b2o71b2o50b2o53b2o66b3o
16b2o56b2o12b2o60b2o71b2o61b2o61b2o14bobo4bo39b2o61b2o13bo4b2o41b
2o13bo2bo8bo2b2o87b2o16b4o62b2o16b4o17b2o$9b2o359bo73bo416b2o2b2o
58b2o8bo3bobo101bo83bo23bobo$11bo357bo296bo193bobo4bo175b5o79b5o$
666b2o3bo66b3o306bo83bo$665bobo2b2o66bo52bo5b2o71bo56b3o115bo83bo$
670bobo66bo45b2o3b2o4b2o71b2o58bo115b2o82b2o$784bobo3bobo5bo70bobo
56bo$786bo153b3o171bo$940bo13b2o158b2o$941bo11b2o158bobo$955bo168b
2o$660b3o460b2o$662bo462bo$661bo443b2o$677b2o427b2o$676b2o427bo$
678bo5$960b3o$960bo$961bo!

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.