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xp13_gglb88ci4oz1g2bk4llm871z0db0741

#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 13.
This pattern runs in standard life (b3s23).
The population fluctuates between 51 and 56.
This evolutionary sequence works in multiple rules, from b3-acs23-a through to b2n34cet5a6c7c8s234acenqrw5-kr678.

Pattern RLE

Code: Select all

Glider synthesis

Code: Select all
#C [[ GRID MAXGRIDSIZE 14 THEME Catagolue ]]
#CSYNTH xp13_gglb88ci4oz1g2bk4llm871z0db0741 costs 177 gliders (true).
#CLL state-numbering golly
x = 1636, y = 141, rule = B3/S23
356bo$270bo84bo$268bobo84b3o$269b2o$353bo7bo$351b2o8bobo$352b2o7b
2o3$355bo$355bobo$355b2o13$607bo301bo$608bo275bo22bobo$606b3o276bo
22b2o$883b3o35bo$919b2o$501bo402bo15b2o$502bo399bobo$139bo360b3o
400b2o142bo$132bobo2b2o482bobo170bo253bo$133b2o3b2o481b2o120bo37bo
bo8b2o177bo74b3o$129bo3bo488bo107bobo3bo5bo39b2o9b2o105bo70bobo$
37bobo50bo36bobo371bobo11bobo5bo84bo73bobo41bo3b2o3bo6b3o37bo49bo
65bobo28bo35bobo3b2o82bobo$37b2o51bobo35b2o372b2o12b2o3b2o86bo3bob
o67b2o39bobo4bo3b3o95bo2bo57bo4b2o27bo37b2o7bobo62bo14b2o458bo$38b
o44bobo4b2o352bo57bo13bo5b2o83b3o4b2o11bobo53bo9bo31b2o104b3o3b2o
56bo32b3o35bo8b2o64bo14bo237bo218bobo$84b2o359bo168bo12b2o62b2o99b
o43b2o4b2o49b3o18b2o60bo62b3o253b2o217b2o3bobo$84bo358b3o72bo109bo
56bo6b2o97bo50bo46b2o19bo3bo66bo9bobo41b2o257b2o223b2o$78bo56bo49b
o332bobo111bo52bobo103b3o49b3o4bo39b2o17bobo3b3o62bo10b2o41bobo69b
o4bo191bo216bo$79bo6bo48bobo46bo221bo111b2o4bo105b2o53b2o159bo3bob
o36bo18bobo7bo61b3o9bo43bo67b2o4bo190b2o169bobo$77b3o6bobo46b2o47b
3o217b2o99b2o16bo107b2o165b2o34b3o8bobo2b2o57bo7bobo47b2o78b2o56b
2o3b3o189b2o168b2o44bo$86b2o317b2o37b2o58bo2bo15b3o148b2o59b2o43b
2o7bobo6bobo35bo4b2o3bo66b2o2bo2bo46bo79bo259bo165bo42bobo$73b2o
106b2o262b2o15bo41bo2bo167bo60bo7b2o35bo8b2o6bo36bo6bo71bo3b2o49bo
2bo76bo42bo64bo49bo41bo44bo10b2o40bo45bo56bo66b2o9bo42bo53bo$74b2o
52bo50bo2bo44bo76bo93bo45bo6bob2o5b2o43b2o4bob2o43bobo57bobo53bo
60bo8bobo32bo10bo49bo71bo54bob4o74bob3o40b3o9b2o51b3o47b3o39b3o42b
3o9b2o39b3o43b3o54b3o75b3o40b3o51b3o$73bo17b2o33b3o48b5o3b3o37b5o
72b5o89b5o48b3ob2o6b2o34b2o10b3ob2o43b2obo56b2obo52b2o59b2o7bo34b
2o59b2o70b2o53b2o16bobo59b2o3bo37b2o3bo7b2o50b2o3bo44b2o3bo36b2o3b
o39b2o3bo47b2o3bo40b2o3bo10bo40b2o3bo72b2o3bo37b2o3bo48b2o3bo$81b
2o8bobo31bo8b3o39bo8bo38bo5bo70bo5bo87bo5bo3b3o40bo49b2o8bo47b2o3b
o13bo40b2o3bo50b2o3bo12bo42b2o3bo38b2o3bo55b2o3bo66b2o3bo49b2o3bo
14b2o58b2o3b2obo35bo3b2obo8bo48bo3b2obob2o39bo3b2obob2o31bo3b2obob
2o34bo3b2obob2o42bo3b2obo38bo3b2obo7b2o40bo3b2obo13bo47bobo6bo3b2o
bo35bo3b2obo46bo3b2obo$81bo2b2o5bo32bo2b2o5bo40bo2b2o6bo36bo2b2obo
bo68bo2b2obobo85bo2b2ob2o3bo41bo2b2ob2o42bo9bo2b2ob2o41bo2b2ob2o5b
o3b2o41bo2b2ob2o48bo2b2obo9b2o43bo2b2obob2o34bo2b2obob2o51bo2b2obo
b2o48b2o12bo2b2obob2o13bo31bo2b2obob2o11bo58bo2b2obobo34bo2b2obobo
56bo2b2obobob2o38bo2b2obobob2o30bo2b2obobob2o33bo2b2obobob2o41bo2b
2obobo37bo2b2obobo8b2o38bo2b2obobo12bo49b2o5bo2b2obobo34bo2b2obobo
45bo2b2obobo$82b2obo39b2obo6bo6b3o31b2obo3bo40b2obobobo69b2obobobo
86b2obobo5bo41b2obobo5b2o47b2obobobo41b2obobo4b2o5b2o41b2obobobo
48b2obobo10b2o43b2obobobo36b2obobobo53b2obobobo48bobo13b2obobobo
13b2o32b2obobobo51b2o19b2obobobob2o32b2obobobob2o54b2obobobo42b2ob
obobo34b2obobobo37b2obobobo45b2obobob2o5bo31b2obobob2o48b2obobob2o
11b3o47bo7b2obobob2o34b2obobob2o45b2obobob2o$83bo42bo15bo34bo4b2o
41bo4bo71bo4bo88bo3bo10bo37bo3bo4b2o5b2o42bo3bobo42bo3bo5b2o48bo3b
obo49bo3bob2o53bo3bobo37bo3bobo54bo3bobo50bo14bo3bobo13bobo32bo3bo
bo50bobo20bo3bobob2o33bo3bobob2o55bo3bobo43bo3bobo35bo3bobo4bo33bo
3bobo46bo3bo6b2o33bo3bo52bo3bo4bo68bo3bo4bo33bo3bo4bo34bo9bo3bo4bo
$70b2o11bo42bo16bo33bo4bobo40bo76bo93bo3b2o8b2o37bo3b2o5bo3b2o43bo
3b2o43bo3b2o54bo3b2o12bo37bo3b2obo53bo3b2o38bo3b2o55bo3b2o66bo3b2o
49bo3b2o53bo9b3o8bo3b2o37bo3b2o59bo3b2o44bo3b2o36bo3b2o4bo34bo3b2o
6bo40bo3bob2o4b2o32bo3bob4o47bo3bob4o68bo3bob4o33bo3bob4o35bo8bo3b
ob4o$71b2o9b2obo39b2obo47b2obo38bobo3b2obo73b2ob2o89b2ob2o10bobo
35b2ob2o13bo41b2ob2o9b2o33b2ob2o55b2ob2o13b2o36b2ob2o56b2ob2o39b2o
b2o56b2ob2o67b2ob2o14bo35b2ob2o67bo7b2ob2o38b2ob2o10b3o47b2ob2o45b
2ob2o37b2ob2o6b3o31b2ob2o7bo40b2ob2obobo37b2ob2ob2o2bo46b2ob2obo
71b2ob2obo35bobob2obo37b3o6bobob2obo$70bo13bobo40bobo8bo39bobo38b
2o5bobo74bobo91bobo50bobo57bobo8b2o36bobo8b2o47bobo13bobo37bobo58b
obo41bobo58bobo69bobo13b2o37bobo66bo10bobo40bobo10bo51bobo47bobo
39bobo42bobo7b3o40bobo43bobo54bobo3bo9bo61bobo3b2obo30b2obobo3b2ob
o41b2obobo3b2obo$23bo60bobo40bobo7b2o39bobo38bo6bobo5bobo66bo93bo
52bo59bo12bo35bo9b2o48bo55bo60bo43bo60bo55b2o14bo15bobo36bo12b2o
65bo42bo13bo50bo49bo41bo44bo4b2o46bobo43bobo54bobo2b2o7b2o7b2o47b
2o4bobo2b2ob2o33bobo2b2ob2o44bobo2b2ob2o$23bobo59bo42bo8bobo39bo
47bo6b2o66b2o92b2o51b2o58b2o47b2o11bo46b2o54b2o59b2o42b2o59b2o56b
2o12b2o53b2o12bobo63b2o41b2o63b2o50bo41bo4b3o37bo3b2o12bo34bo4bo
40bo56bo13b2o6bobo30b2o7b2o5bobo4bo41b2o52b2o$11bo11b2o3b2o205bo
277b3o116bo264bo83bo224b2o39bobo4bo37bobo15b2o40b2o46bo71bo33b2o7b
2o4bo93b3o$9bobo15b2o486bo115b2o568bobo7bobo33b2o6bo36b2o8bo8b2o
38bobo45b2o104bo8bo102bo$10b2o11b2o4bo8b2o474bo116bobo568b2o7b2o
88bo97bobo63b2o149bo3bo6b2o$22bobo12b2o89bo106b2o965bo9bo88b3o51b
3o36b3o67b2o155b2o3bobo$24bo14bo88b2o106b2o387b2o12b3o48bo607bo56b
o40bo8b3o58bo60b2o47bo43b2o5bo$127bobo105bo388bobo12bo49b2o606b2o
6b2o49bo38bo9bo51b2o68bobo45b2o36b2o$626bo13bo48bobo518b2o85bobo5b
obo98bo50bobo61b2o4bo47bobo36b2o$1202b2o5b2o94bo93b2o48b2o6bo62bob
o90bo4b2o13b2o$225b2o401b2o53bo518bobo6bo186b2o48bobo14b2o55bo56b
2o36bobo13bobo$225bobo400bobo52b2o517bo197bo49bo14bobo106b2o3bobo
37bo13bo$225bo402bo53bobo458b3o23bo295bo62b3o42bobo3bo$1145bo8b3o
11b2o243b2o113bo46bo$1144bo11bo3bo7bobo220b3o19bobo113bo101b2o$
1155bo3b2o232bo19bo217bobo$1159bobo230bo238bo$1462bo$1461b2o$1461b
obo$10b2o$11b2o$2o8bo$b2o$o17$351b2o$350b2o$352bo4bo$356b2o$356bob
o34$312bo$310b2o$306bo4b2o$304bobo$305b2o$311b2o$311bobo$311bo!

Sample occurrences

There are no sample soups stored in the Catagolue.

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Catagolue — the largest distributed search of cellular automata.