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xq4_y258880638gszwu1w32gkoz34j0ozx11

#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 4.
This pattern runs in standard life (b3s23).
The population fluctuates between 37 and 46.
This evolutionary sequence works in multiple rules, from b3-ceys2-n3ajnqr through to b34-ajnqr5-nry678s234-akr5-iq6-a7e8.

Pattern RLE

Code: Select all

Glider synthesis

Code: Select all
#C [[ GRID MAXGRIDSIZE 14 THEME Catagolue ]]
#CSYNTH xq4_y258880638gszwu1w32gkoz34j0ozx11 costs 68 gliders (true).
#CLL state-numbering golly
x = 799, y = 179, rule = B3/S23
664bo113bobo$662bobo113b2o$663b2o114bo2$787bo$681bo104bo$682bo93bo
9b3o$680b3o92bo$775b3o12bobo$669bo120b2o$670bo120bo4bobo$668b3o
113bo11b2o$766bobo15bobo10bo$766b2o16b2o$672bo94bo$673bo116bo$671b
3o105bobo8bobo$779b2o9b2o$780bo5$789bobo$668bobo118b2o$669b2o119bo
$669bo27$361bo$361bobo$361b2o$39bo$40bo156bo161bo$38b3o157b2o157bo
bo$197b2o47bobo109b2o$247b2o380bo$247bo381bobo$44bo302bo281b2o$45b
o299bobo57bo57bo53bo50bo49bo7bo100bo$43b3o200b2o98b2o10bo46bobo53b
2o52b2o49b2o48b2o6bobo98b2o$54bo192b2o45b3o61bo45bobo56b2o44bo7b2o
49b2o48b2o5b2o100b2o6b2o$bo52bo153bobo3bo31bo15b2o45b2o47bo13b2o
32bo11b2o42bo12b2o30bobo6bo12b2o36bo12b2o35bo12b2o94bo8b2o2b2o$o
53bo154b2o2bo49bo46bo62bo45bo56bo31b2o20bo33bo16bo32bo16bo91bo16bo
$3o2b2o52b2o48b2o37b2o48b2o9bo3b3o38b2o6bo38b2o6bo38b3o13b2o6bo37b
2o6bo48b2o6bo45b2o6bo33bobo6b2o6bo32bobo6b2o6bo91bobo6b2o6bo$5bobo
50bo2bo46bo2bob2o32bo2bob2o43bo2bob2ob2o46bo2bob2obo38bo2bob2obo
41bo12bo2bob2obo37bo2bob2obo48bo2bob2obo36b2o7bo2bob2obo34bobo5bo
2bob2obo33bobo5bo2bob2obo92bobo5bo2bob2obo$5bo52bobo48bob2obo33bob
2obo3bo5bo34bob2obob2o47bob2ob2o40bob2ob2o41bo14bob2ob2o39bob2ob2o
9bo40bob2ob2o36bobo8bob2ob2o36bo7bob2ob2o35bo7bob2ob2o94bo7bob2ob
2o$59bo48b2o37b2o7b2o4b2o33b2o54b2o45b2o61b2o44b2o14bo40b2o44bo7b
2o49b2o48b2o107b2o$102bo3bo2bo38bo7bobo3bobo33bo55bo46bo62bo45bo
14b3o39bo53bo50bo49bo108bo$100bobo3b2o37b3o47b3o53b3o44b3o60b3o43b
3o54b3o51b3o48b3o47b3o106b3o$59b3o39b2o42bo49bo55bo46bo62bo45bo9bo
46bo7bo45bo7bo42bo7bo35b2o4bo7bo94b2o4bo7bo$59bo248bo4b2o55b3o44bo
54bobo51bobo48bobo32bo2bo11bobo91bo2bo11bobo$60bo37b2o208b2o2b2o
103bo10b2o41bobo51bobo33b3o12bobo34b2o11bobo93b2o11bobo$42b3o52bob
o10bo196bobo4bo113bobo42bo53bo35bo14bo49bo108bo$44bo9b2o43bo9b2o
317bo93b2o38bo10b2o48b2o107b2o$43bo10bobo47bo4bobo409bo2bo40b3o4bo
2bo46bo2bo105bo2bo$54bo48b2o361b3o53b2o41bo7b2o48b2o107b2o$103bobo
310b2o50bo97bo$58b2o356bobo48bo$58bobo4b2o349bo53b3o$52bo5bo5b2o
404bo$52b2o12bo346b2o56bo$51bobo358bobo$414bo32$792b3o$792bo$793bo
3$791b3o$791bo$792bo2$677b2o7b2o$678b2o7b2o106b3o$677bo8bo91bo16bo
$671b2o104b2o17bo$672b2o103bobo3b3o$671bo111bo$784bo$667b2o7bo$
666bobo7b2o$668bo6bobo3$672b2o$671bobo$673bo29$723bo$724b2o$723b2o
4bo$729bobo$729b2o$723b2o$722bobo$724bo!

Sample occurrences

There are no sample soups stored in the Catagolue.

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