(anonymous)  •  log in  
Home   •   Rules   •   Objects   •   Census   •   Software   •   Syntheses   •   Statistics

xp40_y6354cgci6zxo4oy5hgy3ccy0g8gz255d0d5y4dlgs4y71g88gwoozy0ccw69a4y8gs4koy01210go0oggzy74a4y0ooy366y42ege221zymg4q4oggzym11y023

#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 40.
This pattern runs in standard life (b3s23).
The population fluctuates between 128 and 198.
This evolutionary sequence works in multiple rules, from b3s23 through to b3s236ei7e.

Pattern RLE

Code: Select all

Glider synthesis

Code: Select all
#C [[ GRID MAXGRIDSIZE 14 THEME Catagolue ]]
#CSYNTH xp40_y6354cgci6zxo4oy5hgy3ccy0g8gz255d0d5y4dlgs4y71g88gwoozy0ccw69a4y8gs4koy01210go0oggzy74a4y0ooy366y42ege221zymg4q4oggzym11y023 costs 58 gliders (true).
#CLL state-numbering golly
x = 804, y = 56, rule = B3/S23
bo789bo$2bo788bobo$3o788b2o5$783bo$781bobo5bo$782b2o6bo$788b3o$
188bo$60b2o65b2o60b2o6b2o71b2o60b2o60b2o67b2o78b2o77b2o72b2o72b2o$
60bo5b2o59bo5b2o53b2o7bo5b2o65bo5b2o54bo5b2o54bo5b2o61bo5b2o72bo5b
2o71bo5b2o24bo41bo5b2o66bo5b2o12bobo4bo$16b3o3bo38b3obobo60b3obobo
48b2o13b3obobo66b3obobo55b3obobo55b3obobo62b3obobo73b3obobo72b3obo
bo22b2o43b3obobo67b3obobo12b2o3b2o$18bo2b2o40bobo64bobo49bobo15bob
o70bobo59bobo59bobo13bo52bobo77bobo76bobo25b2o44bobo71bobo15bo4b2o
$17bo3bobo40bobo64bobo50bo4b2o10bobo63bo6bobo52bo6bobo52bo6bobo11b
o47bo6bobo70bo6bobo76bobo14bo56bobo71bobo$65bo66bo57b2o10bo63bobo
6bo52bobo6bo52bobo6bo12b3o44bobo6bo70bobo6bo78bo13bobo57bo73bo$
128bo60bo76b2o60b2o60b2o67b2o78b2o101b2o4bo$126bobo348b2o51bo26b2o
57bo19b2o8b2o42bo19b2o52bo19b2o$127b2o73bo72bo61bo61bo9b3o56bo8b2o
52b2o15bo8b2o56bobo9bo8b2o9b2o40bobo9bo8b2o10bo40bobo9bo8b2o$201bo
bo70bobo59bobo59bobo8bo57bobo60b2o15bobo65bobo8bobo60bobo8bobo17bo
bo40bobo8bobo$3bo126b2o69bobo70bobo59bobo59bobo9bo56bobo66bo10bobo
63b3ob2o7bobo58b3ob2o7bobo18b2o38b3ob2o7bobo$3b2o124bobo70bo72bo
61bo6bo54bo68bo27bo40b2o9bo63bo14bo58bo14bo23bo34bo14bo$2bobo126bo
210b2o151bo40b2o75b3ob2o68b3ob2o32bobo33b3ob2o$27b2o254bobo57b2o
55bo55bo12bo25b3o51bo65bob2o9bo60bob2o9bo16b2o4b2o36bob2o26b2o3b2o
$27bobo253b2o115bo56bo11bo58b3o18bo78bo73bo15bo2bo53b3o14bo2bo2b2o
$27bo256bo115bo54b3o11bo60bo6b2o10bo21b2o7bo47bo66bo6bo16bobo47bo
23bobo$68bo272bo7bo61bo68bo11b3o34bo7b2o21bo10b2o6bo59bo54bobo16bo
6bo47bobo23bo$66bobo272b2o6bo61bo68bo11bo67bo18b3o57bo54bo2bo15bo
50b2o2bo2bo14b3o$67b2o212b2o57bobo6bo61bo40b3o25bo12bo66bo78bo9b2o
bo36b2o4b2o16bo9b2obo37b2o3b2o26b2obo$91bobo52bo135b2o170bo117b2o
75b2ob3o33bobo32b2ob3o68b2ob3o$91b2o53bobo66bo65bo6bo61bo61bo40bo
27bo79bo9b2o67bo14bo34bo23bo14bo58bo14bo$92bo53b2o66bobo70bobo59bo
bo49bo9bobo66bobo77bobo10bo65bobo7b2ob3o38b2o18bobo7b2ob3o58bobo7b
2ob3o$214bobo70bobo59bobo50bo8bobo66bobo77bobo15b2o59bobo8bobo40bo
bo17bobo8bobo60bobo8bobo$149b2o64bo72bo61bo49b3o9bo58b2o8bo69b2o8b
o15b2o40b2o9b2o8bo9bobo40bo10b2o8bo9bobo51b2o8bo9bobo$149bobo319b
2o78b2o26bo40b2o8b2o19bo52b2o19bo52b2o19bo$149bo78bo67b2o60b2o60b
2o67b2o78b2o48bo4b2o$145bo69bo10b2o60bo6bobo52bo6bobo37b3o12bo6bob
o59bo6bobo70bo6bobo53bobo13bo73bo73bo$72bobo3bo65bobo67bobo10b2o4b
o53bobo6bo52bobo6bo40bo11bobo6bo59bobo6bo70bobo6bo54bo14bobo71bobo
71bobo$73b2o2bo67bobo67bobo15bobo52bobo59bobo45bo13bobo66bobo77bob
o49b2o25bobo71bobo49b2o4bo15bobo$73bo3b3o63bobob3o63bobob3o13b2o
51bobob3o55bobob3o55bobob3o62bobob3o73bobob3o48b2o22bobob3o67bobob
3o48b2o3b2o12bobob3o$143b2o5bo62b2o5bo7b2o56b2o5bo54b2o5bo54b2o5bo
61b2o5bo72b2o5bo46bo24b2o5bo66b2o5bo46bo4bobo12b2o5bo$149b2o68b2o
6b2o63b2o60b2o60b2o67b2o78b2o77b2o72b2o72b2o$229bo$773b3o$773bo6b
2o$774bo5bobo$780bo5$93b3o675b2o$93bo676bobo$94bo677bo!

Sample occurrences

There are no sample soups stored in the Catagolue.

Comments (0)

There are no comments to display.

Please log in to post comments.

Catagolue — the largest distributed search of cellular automata.