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65P13.1 (xp13_g88e1e8z0113033xokczy4araaaa4z0ggo0oox356z122ege2)

#C [[ GRID THUMBLAUNCH THUMBSIZE 2 THEME Catagolue ]]
x = 1, y = 1, rule = B3/S23
b!

There is currently no description assigned to this pattern.

This pattern is a oscillator.
This pattern is periodic with period 13.
This pattern runs in standard life (b3s23).
The population fluctuates between 65 and 81.
This evolutionary sequence works in multiple rules, from b3-ceys2-n3-cy through to b34eqz5n6c7c8s234cekqrty5-qr6-k78.

Pattern RLE

Code: Select all

Glider synthesis

Code: Select all
#C [[ GRID MAXGRIDSIZE 14 THEME Catagolue ]]
#CSYNTH xp13_g88e1e8z0113033xokczy4araaaa4z0ggo0oox356z122ege2 costs 32 gliders (true).
#CLL state-numbering golly
x = 294, y = 51, rule = B3/S23
267bo$265bobo$266b2o5$273bo$98bo172bobo$97bo174b2o$92bo4b3o$90bobo
86bo104bo$91b2o87bo50bo50b2o$134bo43b3o28bo19b2o40bo11b2o$84bo48bo
bo72bobo19b2o38bobo$85b2o46bobo72bobo59bobo$84b2o45b3ob2o69b3ob2o
56b3ob2o14bo$130bo74bo61bo19bo$97b2o32b3ob2o69b3ob2o56b3ob2o13b3o$
91bobo2b2o35bob2o58bo12bob2o58bob2o$92b2o4bo97bo$92bo101b3o81bo6b
2o$87b2o57bo68b3o58b3o6bobo$86bobo56bo129bo9bo$88bo56b3o49bo15bo5b
o55b6o10bo$197b2o14bo5bo61bo8bo$141b3o52bobo14bo5bo55b6o9b3o$141bo
133bo$obo139bo72b3o58b3o$b2o36bo7bo230bo$bo3b3o30bobo6bobo136b3o$
5bo33b2o6b2o46bob2o34bob2o51bo19bob2o58bob2o$6bo44b2o40b3ob2o32b3o
b2o50bo18b3ob2o21bo34b3ob2o$51bobo38bo37bo74bo26b2o33bo$51bo41b3ob
2o32b3ob2o69b3ob2o20bobo33b3ob2o$95bobo35bobo72bobo15b3o41bobo15b
2o$95bobo35bobo72bobo15bo43bobo14b2o$96bo37bo74bo17bo43bo11b2o4bo$
282b2o$41b2o241bo$40bobo$42bo6b2o221b2o$48b2o221bobo$50bo222bo$
292b2o$291b2o$293bo2$266b2o$265bobo$267bo!

Sample occurrences

There are no sample soups stored in the Catagolue.

Comments (2)

Displaying comments 1 to 2.

On 2016-11-13 at 23:31:37 UTC, paulrw63@live.com wrote:

I am that "someone".

On 2016-08-26 at 03:21:40 UTC, Someone wrote:

I've been naming nameless oscillators - and I have christened this one, the FLYTRAP. The fly-like pattern reacts with the two exotic eaters. (Note: there are at least 4 eaters, this one occured in a soup.)

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