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p128 wing shuttle (xp128_y3ca73oswcczyqg88gzy1ggyh6bbcxca4z8ko010onmcy04eewuscy26dt30g0352z4a6x6qqcyh11zy01221zyh66w73osa6)

#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 128.
This pattern runs in standard life (b3s23).
The population fluctuates between 108 and 188.
This evolutionary sequence works in multiple rules, from b3s23 through to b36c8s234c6i7e.

Pattern RLE

Code: Select all

Glider synthesis

Code: Select all
#C [[ GRID MAXGRIDSIZE 14 THEME Catagolue ]]
#CSYNTH xp128_y3ca73oswcczyqg88gzy1ggyh6bbcxca4z8ko010onmcy04eewuscy26dt30g0352z4a6x6qqcyh11zy01221zyh66w73osa6 costs 46 gliders (true).
#CLL state-numbering golly
x = 718, y = 60, rule = B3/S23
419bobo$420b2o$420bo2$428bobo$151bobo274b2o$95bobo53b2o5bo270bo$
96b2o54bo4bo$96bo60b3o378b2o$203b4o65b4o57b4o66b2o67b2o63b3o83b2o
66b2o$104bobo95bo7b2o59bo7b2o51bo7b2o57b4o4b2o59b2obo2bob2o58bobo
2bo2b2o73b2obo2bob2o58b2obo2bob2o$104b2o50bo45bo3b2o2b2o59bo3b2o2b
2o51bo3b2o2b2o57b3ob2o2b2o59b2o2bo4bo58b2o2b2o2b2o73b2o2bo4bo58b2o
2bo4bo$105bo49b2o46bo2b2o64bo2b2o56bo2b2o66bo68bo66b2o82bo67bo$
155bobo133bo60bo66bo54bobo148bobo65bobo$290bobo58bobo64bobo$162b2o
126bobo58bobo64bobo5bo63bo2bo151bo2bo64bo2bo$153bo8bobo61bo64bo60b
o66bo4b2o63bo4bo67b2o80bo4bo62bo4bo$152b2o8bo61b2o199b2o62bo5bo65b
o2bo78bo5bo61bo5bo$152bobo70b2o265b2ob2o67b2o76b2ob2o63b2ob2o$53bo
41bo124b3o66b2o59b2o7bo57b2o70bo7bo60bo5b3o74bo7bo59bo7bo$19bo32bo
bo39bobo123bo68b2o59b2o7bobo55b2o6b2o62bobob3o2bo58bobo3bo2bo73bo
2b3obobo58bo2b3obobo$18bo33bobo39bobo5bo118bo137b2o64b2o39bo2bo20b
2obob3o60b2o3b3o47bo2bo24b3obob2o32bo2bo24b3obob2o$18b3o32bo41bo4b
2o40b3o53b2o31b3o33b2o23bo35b2o62b2o3bo67bo4bo61b2o78bo4bo62bo4bo$
101b2o39bob2o51bo2bo30bo34bo2bo22bobo32bo2bo28b2o35bob2o25b2o37bo
5bo19b2obob3o33bo2bo23b2o3b3o46bo5bo9b3o4bo5b3obob2o31bo5bo9b3o4bo
5b3obob2o$2bo139b2o2bo49bo2bo32bo32bo2bo23b2o32bo2bo20b2o7bobo35b
3o17b2o6b2o36b2ob2o21bobob3o2bo31b2o25bobo3bo2bo48b2ob2o7bo2bo3bo
5bo2b3obobo33b2ob2o7bo2bo3bo5bo2b3obobo$obo48b2o7bo32b2o43bo3b6o
48bo6bo61bo6bo53bo6bo16b2o7bo33bo6bo16b2o43bo7bo18bo7bo31b3o5bo20b
o5b3o45bo7bo6bobo11bo7bo30bo7bo6bobo11bo7bo$b2o48b2o7bobo30b2o6b2o
34bobo2b2o2bo48bo2bo3bobo59bo2bo3bobo51bo2bo3bobo57bobobobo2bo59bo
2b3obobo21b2ob2o32bo2bo3bobo25b2o46bobob3o2bo6bo5bo7b2ob2o33bobob
3o2bo6bo5bo7b2ob2o$5bo54b2o39b2o35b2o3b3o50b3o3b2o61b3o3b2o18b2o
33b3o3b2o59b2obob3o24b2o35b3obob2o19bo5bo34b3o3b2o23bo2bo48b2obob
3o13bo8bo5bo31b2obob3o13bo8bo5bo$5b2o283b2o60bo66bo4b2o63bo4bo67b
2o68b2o10bo4bo50b2o10bo4bo$4bobo53b2o39b2o35b2o3b3o50b3o3b2o61b3o
3b2o19bo33b3o3b2o17bobo39b2obob3o17bobo5bo35b3obob2o20bo2bo36b3o3b
2o75b2obob3o24bo2bo32b2obob3o24bo2bo$51b2o7bobo30b2o6b2o34bobo2b2o
2bo48bo2bo3bobo59bo2bo3bobo51bo2bo3bobo16bobo38bobobobo2bo16bobo
40bo2b3obobo58bo2bo3bobo35bo37bobob3o2bo58bobob3o2bo$51b2o7bo32b2o
43bo3b6o48bo6bo61bo6bo14b3o36bo6bo18bo40bo6bo18bo42bo7bo58b3o5bo
36bobo35bo7bo59bo7bo$142b2o2bo49bo2bo65bo2bo20bo36bo2bo67b3o63b2ob
2o62b2o42b2o39b2ob2o63b2ob2o$5b2o94b2o39bob2o51bo2bo65bo2bo18bo38b
o2bo65bob2o64bo5bo60bo2bo77bo5bo61bo5bo$6b2o45bo41bo4b2o40b3o53b2o
67b2o59b2o62b2o3bo67bo4bo61b2o78bo4bo62bo4bo$5bo46bobo39bobo5bo
363bo2bo143bo2bo64bo2bo$52bobo39bobo444bo$53bo41bo445b2o91bobo65bo
bo$429bo110bobo94bo67bo$428b2o203bo4bo2b2o58bo4bo2b2o$428bobo130bo
71b2obo2bob2o58b2obo2bob2o$553b2o5b2o56b2o17b2o47b2o17b2o$420bo
119bo11bo2bo4bobo54bo2bo64bo2bo$420b2o118b2o11b2o63b2o66b2o$105bo
313bobo60b2o55bobo80bo67bo$104b2o375bobo96bo41bo16b2o49bo$104bobo
376bo73b2o20b2o41bo16b2o49bo$489b2o66b2o14bo5bobo36b2o66b2o$96bo
392bobo57bo22b2o43bo2bo21b2o41bo2bo$96b2o391bo58b2o22bobo43b2o22bo
bo41b2o$95bobo446bo3bobo91bo47b3o$487bo56b2o144bo$487b2o54bobo145b
o$486bobo$553bo78b2o$552b2o78b2o$552bobo$635b2o$635bobo$635bo!

Sample occurrences

There are 13 sample soups in the Catagolue:

Unofficial symmetries

SymmetrySoupsSample soup links

b3s23osc_stdin 11                

oscstdin 2   

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