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xp106_ys33ybo8zy6178cyt321zxc88gybgggy5g844sybca23zy111y58kk8wrw1ey3rxew2552zyi1w4b8ox6221zggydc4oyc8e13z11yf11ggyb4s0gydcczyh643y6oggy111zykgw4q23y1m1wswg88gzy3ggy52552wrwgey33488ex11y6ckggzy16221yb111yiggy41zy8gs26yt1074zyp66

#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 106.
This pattern runs in standard life (b3s23).
The population fluctuates between 200 and 410.
This evolutionary sequence works in multiple rules, from b3s23 through to b38s234ce6i.

Pattern RLE

Code: Select all

Glider synthesis

Code: Select all
#C [[ GRID MAXGRIDSIZE 14 THEME Catagolue ]]
#CSYNTH xp106_ys33ybo8zy6178cyt321zxc88gybgggy5g844sybca23zy111y58kk8wrw1ey3rxew2552zyi1w4b8ox6221zggydc4oyc8e13z11yf11ggyb4s0gydcczyh643y6oggy111zykgw4q23y1m1wswg88gzy3ggy52552wrwgey33488ex11y6ckggzy16221yb111yiggy41zy8gs26yt1074zyp66 costs 72 gliders (true).
#CLL state-numbering golly
x = 917, y = 103, rule = B3/S23
797bo$798bo$796b3o4$803bobo$804b2o$804bo4$907bo$906bo$906b3o$725bo
$723bobo$724b2o87bo$728bo85b2o83bobo$728bobo82b2o84b2o$728b2o124b
2o44bo$854b2o2$619b2o89b2o125b2o$620bo90bo118bo7bo$546bo73bobo88bo
bo35b2o80bo6bobo35b2o$547bo73b2o89b2o35bo79b3o7b2o35bo7bo$540bo4b
3o107bo91bobo124bobo6bo$540b2o112bo92b2o125b2o7b3o$463bo75bobo112b
3o4bo229bo$464bo82bobo110b2o227b2o$430bo31b3o82b2o111bobo227b2o$
429bo118bo103bobo$429b3o221b2o238b2o$653bo239bobo$466bo426bo$127bo
33bo305b2o$125b2o32bobo265bo38b2o83b2o75b2o89b2o125b2o$126b2o32b2o
263b2o124b2o75b2o89b2o125b2o$216b2o56b2o58b2o66b2o22b2o53b2o13b2o
59b2o13b2o60b2o13b2o74b2o13b2o110b2o13b2o$121bo94bo46bobo8bo59bo
67bo65b2o11bo14b2o59bo14b2o60bo14b2o74bo14b2o110bo14b2o$122bo39b2o
8b2o43b3o5b2o37b2o9b3o5b2o50b3o5b2o58b3o5b2o54bobo12b3o5b2o66b3o5b
2o67b3o5b2o81b3o5b2o74b2o41b3o5b2o$120b3o40b2o8bo45bo6bo37bo12bo6b
o52bo6bo60bo6bo11b2o43bo14bo6bo55bo12bo6bo56bo12bo6bo70bo12bo6bo
73bobo30bo12bo6bo$6bo155bo7b3o50b3o46bo8b3o57b3o65b3o12bobo61b3o
55bobo15b3o56bobo15b3o70bobo15b3o76bo29bobo15b3o$5bo164bo52bo49b2o
6bo59bo67bo14bo63bo12bo45bo16bo12bo46bo16bo12bo60bo16bo12bo96bo16b
o12bo$5b3o114bobo143b2o2b2o54b2o66b2o77b2o23bobo48b2o23bobo49b2o
23bobo63b2o23bobo17bo81b2o23bobo$obo119b2o143bobo58bobo65bobo76bob
o23bo49bobo23bo50bobo23bo64bobo23bo17bo82bobo23bo$b2o40b2o40b2o36b
o3b2o49b2o51b2o36bo19b2o39bo18b2o47bo18b2o58bo18b2o55bo18b2o56bo
18b2o70bo18b2o21b3o82bo18b2o$bo40bobo39bobo39bobo48bobo50bobo55bob
o39b2o16bobo47b2o16bobo58b2o16bobo55b2o16bobo56b2o16bobo70b2o16bob
o106b2o16bobo$42bo41bo41bo50bo52bo57bo59bo67bo78bo75bo76bo90bo126b
o19b2o$41b2o40b2o40b2o49b2o51b2o56b2o58b2o66b2o77b2o74b2o75b2o48bo
40b2o20b3o102b2o19b2o$698bo61bo$396b2o77b2o74b2o75b2o66b3o20b2o40b
o63b2o19b2o$327bo68bo78bo75bo76bo90bo105b2o19bo$81b2o40b2o49b2o51b
2o56b2o38bobo17b2o47bobo16b2o58bobo16b2o55bobo16b2o56bobo16b2o70bo
bo16b2o106bobo16b2o$82bo41bo50bo52bo57bo39b2o2b2o14bo47b2o18bo58b
2o18bo55b2o18bo56b2o18bo46b3o21b2o18bo106b2o18bo$39bo42bobo39bobo
48bobo50bobo55bobo42b2o13bobo65bobo52bo23bobo49bo23bobo50bo23bobo
46bo17bo23bobo100bo23bobo$39b2o38bo3b2o40b2o49b2o35bo15b2o56b2o41b
o16b2o66b2o51bobo23b2o48bobo23b2o49bobo23b2o45bo17bobo23b2o99bobo
23b2o$38bobo37b2o134b2o59bo46bo12bo52bo14bo65bo12bo62bo12bo16bo46b
o12bo16bo60bo12bo16bo96bo12bo16bo$43b3o32bobo132b2o58b3o46b2o9b3o
50bobo12b3o76b3o73b3o15bobo56b3o15bobo70b3o15bobo106b3o15bobo29bo$
43bo73bo50bo52bo50bo6bo41bobo8bo6bo47b2o11bo6bo71bo6bo14bo53bo6bo
12bo56bo6bo12bo70bo6bo12bo106bo6bo12bo30bobo$44bo72b3o48b3o50b3o
48b2o5b3o50b2o5b3o58b2o5b3o69b2o5b3o12bobo51b2o5b3o67b2o5b3o81b2o
5b3o117b2o5b3o41b2o$76b3o41bo50bo39b2o11bo57bo59bo67bo62b2o14bo11b
2o46b2o14bo60b2o14bo74b2o14bo110b2o14bo$78bo40b2o49b2o38bobo10b2o
56b2o58b2o42b2o22b2o62b2o13b2o59b2o13b2o60b2o13b2o74b2o13b2o110b2o
13b2o$77bo134bo173b2o182b2o75b2o89b2o125b2o$385bo117b2o65b2o75b2o
89b2o125b2o$82b2o418b2o$81b2o421bo314bo$83bo539bo193bobo$381b3o
238b2o194b2o$383bo190bo47bobo$382bo123b3o65b2o38bobo204b2o$506bo
66bobo39b2o205b2o$507bo73bobo31bo4b3o198bo$581b2o39bo87b2o115b3o7b
2o$575b3o4bo38bo87bobo117bo6bobo$575bo78b2o53bo35b2o81bo7bo35b2o7b
3o$576bo77bobo51b2o35bobo87b2o35bobo6bo$656bo90bo126bo7bo$656b2o
89b2o125b2o2$857b2o$729b2o81bo44b2o$728bobo81b2o84b2o$730bo80bobo
83b2o$733b2o164bo$733bobo$733bo$804b3o$806bo$805bo4$908bo$907b2o$
907bobo4$914b3o$914bo$915bo!

Sample occurrences

There are no sample soups stored in the Catagolue.

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