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70P5H2V0 (xq5_4b1ny6n1b4zw1239lewel9321zwg8s24733742s8gzy211w11)

#C [[ GRID THUMBLAUNCH THUMBSIZE 2 THEME Catagolue ]]
x = 1, y = 1, rule = B3/S23
b!
This pattern is a spaceship.
This pattern is periodic with period 5.
This pattern runs in standard life (b3s23).
The population fluctuates between 70 and 86.
This evolutionary sequence works in multiple rules, from b3-cs2-n3-y through to b34cet5e6ce7c8s234ce5-iqy6-a78.

Pattern RLE

Code: Select all

Glider synthesis

Code: Select all
#C [[ GRID MAXGRIDSIZE 14 THEME Catagolue ]]
#CSYNTH xq5_4b1ny6n1b4zw1239lewel9321zwg8s24733742s8gzy211w11 costs 221 gliders (true).
#CLL state-numbering golly
x = 2105, y = 72, rule = B3/S23
276bobo$277b2o$277bo$809bo$657bobo150bo$657b2o149b3o$658bo$310bo$
309bo340bo20bo$309b3o65bo64bo205bobo20bobo135bo$375bobo25bobo37bo
205b2o20b2o126bobo8b2o$376b2o25b2o36b3o352bo3b2o7b2o10bo$404bo389b
obo3bo20bobo1254bobo$299bobo143bo202bobo68bo75b2o24b2o1256b2o$300b
2o3bo138bo161bo42b2o68bobo1357bo$286bo13bo4bobo136b3o4bobo150bobo
3bobo36bo11b2o43bo12b2o36bo115bo1199bo28bo$238bo45bobo18b2o17bobo
124b2o152b2o3b2o48bo2bo7bo35b2o49bo63bo48b2o1198bobo8bo6bo10b2o$
237bo47b2o37b2o16bo50b2o42bo14bo158bo48bo2bo7bobo32b2o48b3o62bo50b
2o1193bo4b2o9bo3bobo11b2o$191bo45b3o85bo16bobo48bobo42bo222b2o8b2o
46bo42bo44b2o12b3o1244bo12b3o4b2o6bo$190bo43bo107b2o39b2o8bo5bo36b
3o173bo104b2o42b2o44bobo54bo1201b3o25b2o$179bo10b3o42bo146bobo13bo
47b2o116bo46bo106b2o36bo4bobo45bo55bo49bo919bo4bobo252b2o$62bo58bo
58bo52b3o45bo102bo13b3o46bo115bo47b3o142b3o50b2o8b2o42b3o47b2o921b
2o2b2o165bo73bo$60bobo6bo52bo55b3o16bo81bobo43bo118b3o55bo60b3o94b
o98bo51bo6b2o94b2o919b2o4bo54b3o53b3o52bo73bo19bo$61b2o6bobo48b3o
5bo9bo57bo83b2o43bobo116bo48b2o5bobo44b2o51b2o49b2o6bobo47b2o5b2o
34b2o4b2o49b2o9bo3b3o48b2o32b2o7b2o47b2o55b2o51b2o64b2o82b2o49b2o
50b2o14bo37b2o51b2o49b2o63b2o40b2o49b2o61b2o41b2o46b2o46b2o37bobo
14b2o54b2o45bo6b2o65bo6b2o10bo$47bobo19b2o55bobo9bobo55b3o126b2o
72bo93bo7b2o44bo52bo50bo7bobo46bobo5bo36b2o3bo50bo14bo49bobo31bobo
6bobo46bobo54bobo50bobo63bobo81bobo48bobo49bobo12b2o37bobo50bobo
48bobo62bobo39bobo48bobo60bobo40bobo45bobo45bobo32bo5b2o13bobo53bo
bo51bobo71bobo10b3o$48b2o23b2o12bo39b2o9b2o61b2o32b2o160b2o47b2o5b
o41bob2o50bob2o49bob2o47bob2o3bo49bo7bo33bo7bo50bo13bo32bo4b2o9bo
35bo6bo48bo56bo52bo65bo83bo50bo51bo15b2o36bo52bo50bo64bo41bo50bo
62bo42bo47bo34bo12bo35bo4bo14bo55bo53bo73bo$48bo24bobo11bobo97bo
12b2o34b2o153b2o5b2o42b2o3bo4bo41b3obo49b3obo10b2o36b3obo46b3obo
60b2o2bo37b2o2bo46b2o2bo43b2o4b2o7b2o2bo35bo2b2o2bo40b2o2b2o2bo48b
2o2b2o2bo44b2o2b2o2bo57b2o2b2o2bo75b2o2b2o2bo42b2o2b2o2bo43b2o2b2o
2bo45b2o2b2o2bo44b2o2b2o2bo42b2o2b2o2bo56b2o2b2o2bo33b2o2b2o2bo42b
2o2b2o2bo54b2o2b2o2bo34b2o2b2o2bo39b2o2b2o2bo32bo6b2o2b2o2bo30b3o
14b2o2b2o2bo47b2o2b2o2bo45b2o2b2o2bo65b2o2b2o2bo$73bo13b2o33b3o61b
obo13bo32bo4bo59bob2o84b2o2bo46b2o2bo2bo5b3o36b2o52b2o15b2o34b2o9b
o4b3o32b2o9bo53b2o3b3o34b2o3b3o43b2o3b3o42bobo3bo6b2o3b3o34bobo3b
3o40bobo3b3o48bobo3b3o44bobo3b3o57bobo3b3o75bobo3b3o42bobo3b3o43bo
bo3b3o45bobo3b3o44bobo3b3o42bobo3b3o56bobo3b3o33bobo3b3o42bobo3b3o
54bobo3b3o34bobo3b3o39bobo3b3o30b3o6bobo3b3o47bobo3b3o47bobo3b3o
45bobo3b3o45bo19bobo3b3o$124bo61bobo50bobob2o55b2o2bob2o80bob2o47b
ob2o3b2o43bob2o50bob2o15bo33bob2o6bobo3bo34bob2o6bobo52bob2o38bob
2o47bob2o59bob2o39bob2o45bob2o53bob2o49bob2o62bob2o80bob2o47bob2o
48bob2o50bob2o12bo36bob2o47bob2o61bob2o38bob2o47bob2o59bob2o39bob
2o44bob2o44bob2o40b2o10bob2o52bob2o40bo9bob2o47bobo10bo9bob2o$123b
o9b2o40bo11b2ob2o48b2obo59b2obo17b2o64bo50bo51bo53bo52bo8bo5bo35bo
8bo55bob2o38bob2o47bob2o59bob2o39bob2o45bob2o53bob2o49bob2o62bob2o
80bob2o47bob2o48bob2o50bob2o9bo39bob2o47bob2o61bob2o38bob2o47bob2o
59bob2o39bob2o44bob2o44bob2o39b2o3b2o6bob2o39b3o2b2o6bob2o38bo3b2o
6bob2o46b2o10bo3b2o6bob2o$5bobo124bo2bo39b2o12bo2bo49bo2bo59bo2bo
15bobo62bo2bo3b3o3bo37bo2bo12bo35bo2bo50bo2bob2o46bo2bob2o44bo2bob
2o58bo3bo37bo3bo46bo3bo58bo3bo38bo3bo44bo3bo52bo3bo48bo3bo41bo19bo
3bo79bo3bo46bo3bo47bo3bo49bo3bo9b3o36bo3bo46bo3bo60bo3bo37bo3bo46b
o3bo58bo3bo38bo3bo43bo3bo43bo3bo38bo5b2o5bo3bo35b2o7b2o5bo3bo33b2o
3bo3b2o5bo3bo53b2o3bo3b2o5bo3bo$5b2o125bob2o5b2o31bobo12bob2o6b2o
41bob2o59bob2o15bo64bob2o3bo4b2o37bob2o12bobo33bob2o50bob2ob2o46bo
b2ob2o44bob2ob2o9bo48bob2o38bob2o47bob2o59bob2o39bob2o45bob2o53bob
2o49bob2o40bobo19bob2o80bob2o47bob2o48bob2o50bob2o49bob2o47bob2o9b
obo49bob2o38bob2o47bob2o59bob2o39bob2o44bob2o44bob2o52bob2o35bo2bo
13bob2o33bo2bo13bob2o53bo2bo13bob2o$6bo4bo118b2obo7bobo43b2obo8bob
o38b2obo59b2obo80b2obo6bo3bobo34b2obo14b2o32b2obo12bo37b2obo15bo
33b2obo47b2obo12b2o47b2obo38b2obo47b2obo59b2obo39b2obo45b2obo53b2o
bo49b2obo43b2o17b2obo80b2obo47b2obo48b2obo50b2obo49b2obo47b2obo11b
2o48b2obo38b2obo47b2obo59b2obo39b2obo44b2obo44b2obo36b2o9b2o3b2obo
37bo2bo6b2o3b2obo35bo2bo6b2o3b2obo15bo39bo2bo6b2o3b2obo18bo$11bobo
115bo3bo7bo44bo3bo8bo39bo3bo58bo3bo79bo3bo46bo3bo47bo3bo12bobo34bo
3bo14b2o32bo3bo46bo3bo13b2o45bo3bo37bo3bo46bo3bo58bo3bo38bo3bo44bo
3bo52bo3bo48bo3bo61bo3bo79bo3bo46bo3bo47bo3bo49bo3bo48bo3bo7b2o37b
o3bo7b2o3bo47bo3bo37bo3bo46bo3bo58bo3bo38bo3bo43bo3bo43bo3bo37b2o
8b2o2bo3bo38b2o7b2o2bo3bo36b2o7b2o2bo3bo15bobo38b2o7b2o2bo3bo16b2o
$11b2o54bo62b3o54b3o50b3o60b3o81b3o48b3o49b3o9b2o2b2o36b3o11bo3bob
o32b3o48b3o23b2o37b3o39b3o48b3o60b3o40b3o46b3o54b3o50b3o63b3o81b3o
48b3o11bo37b3o51b3o50b3o8b2o38b3o8b2o52b3o39b3o48b3o50bo9b3o40b3o
37bo7b3o45b3o37bo15b3o53b3o51b3o16b2o53b3o11b3o4b2o$5b2o56b2obobo
235bo83bo50bo12b2o37bo9b2o54bo115b2o183b3o277bo83bo50bo12bobo48bo
53b3o115bo184bo92bo45b3o63bo55bo140bo$bo4b2o55b2obobo235bo83bo50bo
12bobo36bo11bo53b3o115bo184bo277bo83bo50bo12b2o47b2o54bo115b2o183b
3o90b3o47bo63bo55bo141bo$2bo2bo61bo62b3o54b3o50b3o60b3o81b3o48b3o
11bo37b3o51b3o50b3o8b2o38b3o8b2o52b3o39b3o48b3o50bo9b3o40b3o46b3o
54b3o50b3o63b3o81b3o48b3o49b3o9b2o2b2o36b3o11bo3bobo32b3o48b3o23b
2o37b3o39b3o48b3o60b3o40b3o45b3o37bo7b3o53b3o37bo15b3o51b3o14b2o
55b3o$3o126bo3bo52bo3bo48bo3bo58bo3bo79bo3bo46bo3bo47bo3bo49bo3bo
48bo3bo7b2o37bo3bo7b2o3bo47bo3bo37bo3bo46bo3bo58bo3bo38bo3bo44bo3b
o7bo44bo3bo8bo39bo3bo61bo3bo79bo3bo46bo3bo47bo3bo12bobo34bo3bo14b
2o32bo3bo46bo3bo13b2o45bo3bo37bo3bo46bo3bo58bo3bo38bo3bo43bo3bo39b
2o2bo3bo47b2o2bo3bo37b2o8b2o2bo3bo36b2o7b2o2bo3bo12b2o42b2o7b2o2bo
3bo8bo$62b2o66b2obo53b2obo49b2obo40b2o17b2obo80b2obo47b2obo48b2obo
50b2obo49b2obo47b2obo11b2o48b2obo38b2obo47b2obo59b2obo39b2obo45b2o
bo7bobo43b2obo8bobo38b2obo62b2obo80b2obo6bo3bobo34b2obo14b2o32b2ob
o12bo37b2obo15bo33b2obo47b2obo12b2o47b2obo38b2obo47b2obo59b2obo39b
2obo44b2obo39b2o3b2obo47b2o3b2obo36b2o9b2o3b2obo35bo2bo6b2o3b2obo
14bo40bo2bo6b2o3b2obo7bobo4b2o$62bobo67bob2o53bob2o49bob2o37bobo
19bob2o80bob2o47bob2o48bob2o50bob2o49bob2o47bob2o9bobo49bob2o38bob
2o47bob2o59bob2o39bob2o45bob2o5b2o31bobo12bob2o6b2o41bob2o62bob2o
15bo64bob2o3bo4b2o37bob2o12bobo33bob2o50bob2ob2o46bob2ob2o44bob2ob
2o9bo48bob2o38bob2o47bob2o59bob2o39bob2o44bob2o44bob2o52bob2o52bob
2o33bo2bo13bob2o53bo2bo13bob2o5b2o4b2o$45bo17bo68bo2bo53bo2bo49bo
2bo39bo19bo2bo80bo2bo47bo2bo48bo2bo50bo2bo10b3o36bo2bo47bo2bo61bo
2bo38bo2bo47bo2bo59bo2bo39bo2bo45bo2bo39b2o12bo2bo49bo2bo62bo2bo
15bobo62bo2bo3b3o3bo37bo2bo12bo35bo2bo50bo2bob2o46bo2bob2o44bo2bob
2o58bo3bo37bo3bo46bo3bo58bo3bo38bo3bo43bo3bo36b2o5bo3bo44b2o5bo3bo
38bo5b2o5bo3bo33b2o3bo3b2o5bo3bo7b2o44b2o3bo3b2o5bo3bo12bo$10bo34b
2o4bo14b3o64b2o55b2o51b2o61b2o82b2o49b2o50b2o52b2o11bo39b2o49b2o
63b2o40b2o49b2o61b2o41b2o37bo9b2o40bo11b2ob2o48b2obo62b2obo17b2o
64bo50bo51bo53bo52bo8bo5bo35bo8bo55bob2o38bob2o47bob2o59bob2o39bob
2o44bob2o36b2o6bob2o44b2o6bob2o39b2o3b2o6bob2o38bo3b2o6bob2o7bobo
36b2o10bo3b2o6bob2o$9b2o33bobo4b2o15bo13bo478bo393bo61bobo50bobob
2o58b2o2bob2o80bob2o47bob2o3b2o43bob2o50bob2o15bo33bob2o6bobo3bo
34bob2o6bobo52bob2o38bob2o47bob2o59bob2o39bob2o44bob2o44bob2o52bob
2o40b2o10bob2o40bo9bob2o9bo37bobo10bo9bob2o$9bobo38bobo14bo13b2o
870b3o61bobo13bo32bo4bo62bob2o84b2o2bo46b2o2bo2bo5b3o36b2o52b2o15b
2o34b2o9bo4b3o32b2o9bo53b2o3b3o34b2o3b3o43b2o3b3o42bobo3bo6b2o3b3o
34bobo3b3o30b3o6bobo3b3o39bobo3b3o47bobo3b3o47bobo3b3o45bobo3b3o
45bo19bobo3b3o$70b2o9bobo934bo12b2o34b2o156b2o5b2o42b2o3bo4bo41b3o
bo49b3obo10b2o36b3obo46b3obo60b2o2bo37b2o2bo46b2o2bo43b2o4b2o7b2o
2bo35bo2b2o2bo32bo6b2o2b2o2bo39b2o2b2o2bo47b2o2b2o2bo30b3o14b2o2b
2o2bo45b2o2b2o2bo65b2o2b2o2bo$69bobo439b2o445b2o9b2o61b2o32b2o163b
2o47b2o5bo41bob2o50bob2o49bob2o47bob2o3bo49bo7bo33bo7bo50bo13bo32b
o4b2o9bo35bo6bo34bo12bo47bo55bo35bo4bo14bo53bo73bo$71bo438b2o445bo
bo9bobo55b3o129b2o72bo93bo7b2o44bo52bo50bo7bobo46bobo5bo36b2o3bo
50bo14bo49bobo31bobo6bobo45bobo45bobo53bobo32bo5b2o13bobo51bobo71b
obo10b3o$512bo438b3o5bo9bo57bo86b2o43bobo116bo48b2o5bobo44b2o51b2o
49b2o6bobo47b2o5b2o34b2o4b2o49b2o9bo3b3o48b2o32b2o7b2o46b2o39bo6b
2o54b2o37bobo14b2o45bo6b2o65bo6b2o10bo$953bo55b3o16bo84bobo43bo
118b3o55bo60b3o94bo98bo51bo6b2o94b2o37b2o4bo47bo54b3o53b3o52bo73bo
19bo$952bo58bo52b3o48bo102bo13b3o46bo115bo47b3o142b3o50b2o8b2o42b
3o47b2o39b2o2b2o47bo165bo73bo$1010bo10b3o42bo149bobo13bo47b2o116bo
46bo106b2o36bo4bobo45bo55bo49bo37bo4bobo300b2o$1021bo43bo110b2o39b
2o8bo5bo36b3o173bo104b2o42b2o44bobo54bo367b3o25b2o$1022bo45b3o88bo
16bobo48bobo42bo222b2o8b2o46bo42bo44b2o12b3o410bo12b3o4b2o6bo$
1068bo50b2o37b2o16bo50b2o42bo14bo158bo48bo2bo7bobo32b2o48b3o62bo
50b2o359bo4b2o9bo3bobo11b2o$1069bo48bobo18b2o17bobo124b2o152b2o3b
2o48bo2bo7bo35b2o49bo63bo48b2o364bobo8bo6bo10b2o$1120bo13bo4bobo
136b3o4bobo150bobo3bobo36bo11b2o43bo12b2o36bo115bo365bo28bo$1134b
2o3bo138bo161bo42b2o68bobo523bo$1133bobo143bo202bobo68bo75b2o24b2o
422b2o$1238bo389bobo3bo20bobo420bobo$1210b2o25b2o36b3o352bo3b2o7b
2o10bo$1209bobo25bobo37bo205b2o20b2o126bobo8b2o$1143b3o65bo64bo
205bobo20bobo135bo$1143bo340bo20bo$1144bo$1492bo$1491b2o149b3o$
1491bobo150bo$1643bo$1111bo$1111b2o$1110bobo!

Sample occurrences

There are 11 sample soups in the Catagolue:

Unofficial symmetries

SymmetrySoupsSample soup links

ikpx2_stdin 10              

ror_stdin_test 1  

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