xp63_y732acz64koxok46zy0sksy2gggy5o8gzy0vnvy16423y732zggkcxckggy864koxok46z1y51y5ggy1skszy1178cy57541y1vnvzyjggkcxckggzyfo8w1y51zyg113
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Pattern RLE
Code: Select all

Glider synthesis
Code: Select all
#C [[ GRID MAXGRIDSIZE 14 THEME Catagolue ]]
#CSYNTH xp63_y732acz64koxok46zy0sksy2gggy5o8gzy0vnvy16423y732zggkcxckggy864koxok46z1y51y5ggy1skszy1178cy57541y1vnvzyjggkcxckggzyfo8w1y51zyg113 costs 81 gliders (true).
#CLL state-numbering golly
x = 1329, y = 158, rule = B3/S23
584bo$584bobo$584b2o$581bo$579bobo$580b2o4$580bo$580b2o$579bobo49$
643bobo$643b2o$644bo27$140bo$141bo$139b3o3$147bo$145b2o$140bobo3b
2o$141b2o$141bo$146bo$107b2o37bobo11b2o33b2o16b2o30b2o16b2o30b2o
16b2o32b2o16b2o32b2o16b2o54b2o16b2o65b2o16b2o100b2o16b2o47b2o16b2o
6bo51b2o16b2o58b2o16b2o48b2o16b2o51b2o16b2o48b2o16b2o67b2o16b2o73b
2o16b2o$107bo38b2o12bo35bo6bo9bo32bo16bo32bo16bo34bo16bo34bo16bo
56bo16bo67bo16bo102bo16bo49bo16bo6bo53bo7b2o7bo60bo7b2o7bo50bo16bo
53bo16bo50bo16bo69bo16bo75bo16bo$57bo47bobo50bobo35bobo5b2o5bobo
32bobo12bobo32bobo4b4o4bobo34bobo4b4o4bobo34bobo12bobo56bob2o10b2o
bo67bobo4b4o4bobo102bobo12bobo49bobo12bobo6b3o51bobo3bo4bo3bobo60b
obo3bo4bo3bobo8bobo39bobo12bobo53bob2o10b2obo16bo33bobo4b4o4bobo
69bobo12bobo75bobo12bobo$6bo49b2o47b2o51b2o37b2o4b2o6b2o34b2o3b6o
3b2o34b2o3b6o3b2o36b2o3b6o3b2o36b3obo6bob3o58bo3bo6bo3bo69b2o3b6o
3b2o104b2o3b6o3b2o51b2o12b2o12bo49b2o2bo6bo2b2o62b2o2bo6bo2b2o9b2o
41b3obo6bob3o55bo3bo6bo3bo17bobo32b2o3b6o3b2o71b2o12b2o77b2o12b2o$
5bo50bobo38bo153bo6bo42b8o44b8o42b3o6b3o65bo4bo78b8o112bo6bo59bobo
2bobo15b2o52bo8bo9bo58bo8bo8b2o3bo43b3o6b3o62bo4bo22b2o37b8o14bo
65bo4bo87bo4bo$5b3o43b3o44bo151bo8bo40b2o6b2o42b2o6b2o41b3o6b3o61b
o3bo4bo3bo73b2o6b2o110bo8bo57bo2bo2bo2bo14bobo51bo8bo8b2o58bo8bo
10bo46b3o6b3o58bo3bo4bo3bo56b2o6b2o11b2o64b2ob4ob2o9bo73b2ob4ob2o
9bo$obo50bo42b3o51b2o51b2o46bo6bo42b8o44b8o42b3o6b3o65bo4bo78b8o
112bo6bo59bobo2bobo69bo8bo8b2o58bo8bo7bo49b3o6b3o20bo41bo4bo12bo
48b8o13b2o37bo27bo4bo11b3o73bo4bo11b3o$b2o37b2o10bo38b2o8b2o41b2o
3bo2bo44b2o3bo2bo5b2o34b2o3b6o3b2o34b2o3b6o3b2o36b2o3b6o3b2o36b3ob
o6bob3o58bo3bo6bo3bo69b2o3b6o3b2o104b2o3b6o3b2o51b2o12b2o6b3o53b2o
2bo6bo2b2o5bo56b2o2bo6bo2b2o5b2o45b3obo6bob3o17bo37bo3bo6bo3bo5b2o
45b2o3b6o3b2o49bo21b2o12b2o9bo67b2o12b2o9bo$bo37bobo48bobo8bobo39b
obo4bobo43bobo4bobo5bobo32bobo12bobo32bobo4b4o4bobo34bobo4b4o4bobo
34bobo12bobo56bob2o10b2obo67bobo4b4o4bobo102bobo12bobo49bobo12bobo
5bo54bobo3bo4bo3bobo60bobo3bo4bo3bobo50bobo12bobo16b3o34bob2o10b2o
bo5b2o2b2o39bobo4b4o4bobo46b3o20bobo12bobo7b2o66bobo12bobo7b2o$39b
o50bo10bo41bo7bo4b2o38bo7bo8bo32bo16bo32bo16bo34bo16bo34bo16bo56bo
16bo67bo16bo102bo16bo49bo16bo6bo53bo7b2o7bo60bo7b2o7bo50bo16bo53bo
16bo9bobo3bo34bo16bo10b2o57bo16bo75bo16bo$38b2o49b2o51b2o11bobo37b
2o16b2o30b2o16b2o30b2o16b2o32b2o16b2o32b2o16b2o54b2o16b2o65b2o16b
2o100b2o16b2o47b2o16b2o58b2o16b2o58b2o16b2o48b2o16b2o13bo37b2o16b
2o8bo3b2o34b2o16b2o9bobo39bo15b2o16b2o27bo45b2o16b2o$157bo704bo
138bobo69b2o62bo42b2o58b2o40b2o34bo$162bo43bo97bo51bo330bo22bo43bo
61bo15bo29bobo114b2o20bobo46b2o66b2o59b2o24b2o34b2o40bo14b2o17bo$
161b2o42b2o97bo51bo50b3o71b3o82b3o118bo22bobo41bo59bobo15bo29b2o
45b3o68bo21bo48bo67bo86bo76bobo13bo17b3o$156b2o3bobo41bobo96bo51bo
320bo9bo22b2o42bo60b2o15bo100b2o42b3o68b3o65b3o84b3o78b2o10b3o$
157b2o519bo132b2o94bo24bo2bo41bo70bo67bo86bo41bo50bo$156bo367bo
151b3o71b3o57bobo15b3o37bo38bo21bo3b2o179bobo18b2o41b3o20bobo18b2o
20bo49bobo18b2o$257b3o181bo81bo188b3o57b3o37bo37b3o15bobo31b2o3bo
21bo184b2o18bobo43bo20b2o18bobo20b3o47b2o18bobo$257bo182bo62bobo
17b3o186bo155b2o31bo2bo24bo65bo70bo67bo44bo41bo92bo$162b3o88b2o3bo
181b3o60b2o174b2o22bo9bo56bo77bo15b2o36b2o89b3o68b3o65b3o84b3o90b
3o10b2o$162bo89bobo249bo5bo167bobo22bo66bo46b2o29bo15bobo58b3o42bo
21bo70bo67bo86bo72b3o17bo13bobo$163bo90bo255bobo167bo22bo66bo45bob
o29bo15bo104bobo20b2o69b2o66b2o49b2o34b2o24b2o47bo17b2o14bo$510b2o
3b2o301bo150bobo68b2o71bo69b2o58b2o47bo34b2o$362b2o50b2o24b2o46b2o
24bo2bo55b2o16b2o100b2o16b2o47b2o16b2o58b2o16b2o58b2o16b2o34bo13b
2o16b2o37b2o3bo8b2o16b2o36bobo9b2o16b2o39bo27b2o16b2o15bo57b2o16b
2o$363bo51bo25b2o46bo24bo2bo56bo16bo102bo16bo42bo6bo16bo60bo7b2o7b
o60bo7b2o7bo50bo16bo37bo3bobo9bo16bo38b2o10bo16bo69bo16bo75bo16bo$
310bo52bobo49bobo22bo48bobo23b2o57bobo4b4o4bobo102bobo12bobo43bo5b
obo12bobo60bobo3bo4bo3bobo60bobo3bo4bo3bobo31b3o16bobo12bobo42b2o
2b2o5bob2o10b2obo50bobo4b4o4bobo60b2o7bobo12bobo20b3o43b2o7bobo12b
obo$310b2o52b2o50b2o72b2o83b2o3b6o3b2o104b2o3b6o3b2o42b3o6b2o12b2o
56bo5b2o2bo6bo2b2o55b2o5b2o2bo6bo2b2o34bo17b3obo6bob3o48b2o5bo3bo
6bo3bo52b2o3b6o3b2o61bo9b2o12b2o21bo45bo9b2o12b2o$309bobo267b8o
112bo6bo59bobo2bobo59b2o8bo8bo60bo7bo8bo36bo20b3o6b3o49bo12bo4bo
46b2o13b8o66b3o11bo4bo27bo45b3o11bo4bo$314b3o261b2o6b2o110bo8bo40b
obo14bo2bo2bo2bo58b2o8bo8bo57bo10bo8bo57b3o6b3o58bo3bo4bo3bo43b2o
11b2o6b2o67bo9b2ob4ob2o73bo9b2ob4ob2o$314bo264b8o112bo6bo42b2o15bo
bo2bobo59bo9bo8bo54bo3b2o8bo8bo57b3o6b3o38b2o22bo4bo46bo14b8o80bo
4bo87bo4bo$315bo100b2o72b2o83b2o3b6o3b2o104b2o3b6o3b2o38bo12b2o12b
2o62b2o2bo6bo2b2o51b2o9b2o2bo6bo2b2o52b3obo6bob3o35bobo17bo3bo6bo
3bo52b2o3b6o3b2o71b2o12b2o77b2o12b2o$415bobo71bobo82bobo4b4o4bobo
102bobo12bobo40b3o6bobo12bobo60bobo3bo4bo3bobo49bobo8bobo3bo4bo3bo
bo50bobo12bobo36bo16bob2o10b2obo50bobo4b4o4bobo69bobo12bobo75bobo
12bobo$366b2o47bo73bo84bo16bo102bo16bo42bo6bo16bo60bo7b2o7bo60bo7b
2o7bo50bo16bo53bo16bo50bo16bo69bo16bo75bo16bo$366bobo45b2o72b2o83b
2o16b2o100b2o16b2o40bo6b2o16b2o58b2o16b2o58b2o16b2o48b2o16b2o51b2o
16b2o48b2o16b2o67b2o16b2o73b2o16b2o$366bo$361bo153b2o$361b2o151b2o
$360bobo3b2o123b3o22bo$365b2o126bo15bo$367bo124bo15b2o$508bobo2$
359b3o142b3o$361bo144bo$360bo144bo4$520b2o$519b2o$521bo5$525b2o$
525bobo$525bo!
Sample occurrences
There are 9 sample soups in the Catagolue:
Unofficial symmetries
Symmetry | Soups | Sample soup links |
---|---|---|
b3s23osc_stdin | 8 | • • • • • • • • |
oscthread_stdin | 1 | • |
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