xp56_ybsssy8vv03333rrzss0ccccccy5777y5ddcccc0ffznngggg0vvyeg0oz111111011y02aggy27763y7ooo777zyb677y6oooy3111zwooo777y7goooy1132kgzw111y76021011yavv03333rrzy3ss0ccccccy5oooy5ddcccc0ffzy3nngggg0vvy5111eeezy3111111011

#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 56.
	This pattern runs in standard life (b3s23).
	The population fluctuates between 224 and 464.
	This evolutionary sequence works in multiple rules, from b3s23 through to b3s234c.

Pattern RLE

Code: Select all

Glider synthesis

Code: Select all

#C [[ GRID MAXGRIDSIZE 14 THEME Catagolue ]] 

#CSYNTH xp56_ybsssy8vv03333rrzss0ccccccy5777y5ddcccc0ffznngggg0vvyeg0oz111111011y02aggy27763y7ooo777zyb677y6oooy3111zwooo777y7goooy1132kgzw111y76021011yavv03333rrzy3ss0ccccccy5oooy5ddcccc0ffzy3nngggg0vvy5111eeezy3111111011 costs 89 gliders (true).

#CLL state-numbering golly

x = 1049, y = 101, rule = B3/S23

982bo$983bo$981b3o4$984bo$985bo$983b3o6$243bo$244b2o150bo$243b2o

150bo617bo$395b3o614bo$1012b3o$535bobo$406bo129b2o466bobo$405bo

130bo463bo3b2o$405b3o317bo2bo77b2o78b2o113bo3bo$470b2o257bo75b4o

76b4o102b2o6b3o$401b3o63bo96b2ob2obo73bo2bobo80b2o72bob2ob2obo71bo

b2ob2obo95bo$337bo5bo57bo64bobo2b2o90b2o2b2ob2o70b2obob3o74bob2o6b

o74b2o2bo75b2o2bo93bobo2b2o$335bobo4bo59bo61bobob3o2bo97bo71bo6bo

73bo2bo3bo72b2o2b2o2b3o69b2o2b2o2b3o90bobob3o2bo18bo32bo$336b2o4b

3o44bo15b2o57bo2b6o90b2o77b2o5bo73bo3bob3o72b4obo2b3o69b4obo2b3o

90bo2b6o9bobo7bobo30bobo$387bobo15bobo59b2ob2o91b2o5b2o150bo11bo

68bo2bo3bo2bo69bo2bo3bo2bo94b2ob2o10b2o8b2o25bo5b2o$339bo48b2o15bo

18bo2bo38b6o2bo95b2o71bo5b2o74b3obo3bo21bo2bo43b3o2bob4o23b2o44b3o

2bob4o6bobo14b2o69b6o2bo8bo35bobo$268bo70bobo50bo35bo36bo2b3obobo

25b2o61bo78bo6bo75bo3bo2bo26bo42b3o2b2o2b2o22b4o43b3o2b2o2b2o6b2o

14b4o67bo2b3obobo25b2o17b2o$266bobo70b2o52bo35b2o35b2o2bobo24bo65b

2ob2o2b2o22b2ob2obo42b3obob2o23bo2bobo42bo6b2obo27b2o41bo2b2o26bob

2ob2obo40bo2b2o12bo13bob2ob2obo64b2o2bobo24bo$267b2o8bo113b3o29bob

2o6bo37bo24bobo2b2o61bob2ob2o22b2o2b2ob2o41bobo2bo23b2obob3o45b2o

27bob2o6bo39bob2ob2obo26b2o2bo40bob2ob2obo26b2o2bo68bo24bobo2b2o$

277bobo74b2o67bo2bo3bo36b2o25bobob3o2bo97bo71bo6bo46bo26bo2bo3bo

46b4o22b2o2b2o2b3o43b4o22b2o2b2o2b3o57bo5b2o25bobob3o2bo$273bo3b2o

75bobo30b3o32bo3bob3o63bo2b6o90b2o77b2o5bo48bo2bo21bo3bob3o47b2o

23b4obo2b3o44b2o9b2o12b4obo2b3o48bo9bo17bo13bo2b6o$117bo156bo57bo

21bo34bo31bo11bo63b2ob2o91b2o5b2o150bo11bo68bo2bo3bo2bo55b2o12bo2b

o3bo2bo47bobo7b3o17bo16b2ob2o$118bo153b3o55bobo55bo35b3obo3bo63b6o

2bo95b2o71bo5b2o74b3obo3bo68b3o2bob4o58bo10b3o2bob4o49b2o27bo15b6o

2bo$116b3o212b2o91bo3bo2bo63bo2b3obobo88bo78bo6bo75bo3bo2bo69b3o2b

2o2b2o69b3o2b2o2b2o93bo2b3obobo$182bo238bo6b2obo64b2o2bobo90b2ob2o

2b2o71b3obob2o71bo6b2obo70bo2b2o75bo2b2o99b2o2bobo$183bo162b2o49b

3o24b2o41bo33bo49bo42bob2ob2o72bobo2bo76b2o77bob2ob2obo71bob2ob2ob

o99bo$67bo113b3o140b2o19bobo51bo8b2o16bo41b2o10b2o15b2o51b2o17bo8b

2o68bo8b2o71bo8b2o16bo61b2o17b4o57b2o17b4o79b2o15b2o$66bo258bo21bo

50bo10bo17bo2bo36b2o12bo64bo3bobo14b3o9bo66b3o9bo69b3o9bo17bo2bo

58bo18b2o59bo18b2o81bo$66b3o57bo196bo83bo71bo66b2o18bo10bo67bo10bo

70bo10bo79bo79bo76bo24bo$124b2o58b2o137b2o17b3o4b2o56b2o70b2o64bob

o18b2o9b2o66b2o9b2o64bobo2b2o9b2o59bo18b2o78b2o76b2o4bo17b2o$125b

2o3b2o51bobo158bo4bobo113b2o248bo7b2o72bobo175b2o6b2o40bo$130bobo

52bo13b2o73b2o52b2o13bo5bo62b2o50bobo17b2o96b2o48b3o26b2o52bo7bo

19b2o53b2o23b2o57bo4bobo13b2o77b2o21b2o18bobo$64bobo63bo68bo2bo61b

2o8bo2bo40b2o8bo2bo70b2o8bo2bo50bo7b2o8bo2bo84b2o8bo2bo65b2o8bo2bo

50bo17b2o8bo2bo66b2o8bo2bo56b2o2b2o4b2o8bo2bo4bo4b2o77b2o8bo2bo3b

3o10b2o$65b2o4bo52bo76b2o61bo2bo8b2o40bo2bo8b2o70bo2bo8b2o58bo2bo

8b2o84bo2bo8b2o51bo13bo2bo8b2o54bo13bo2bo8b2o54bo11bo2bo8b2o55b2o

4bo4bo2bo8b2o4b2o2b2o60b2o10b3o3bo2bo8b2o$65bo3b2o52b2o141b2o52b2o

82b2o70b2o96b2o60bobo14b2o63bobo14b2o64bo13b2o78b2o13bobo4bo58bobo

18b2o21b2o$70b2o51bobo53b3o455bo81bo81bo176bo40b2o6b2o$116b2o63bo

14b2o73b2o52b2o82b2o70b2o96b2o77b2o80b2o78b2o78b2o100b2o17bo4b2o$

117bo62bo16bo74bo53bo83bo71bo97bo78bo81bo79bo79bo101bo24bo$115bo

79bo74bo53bo83bo71bo97bo78bo81bo59b2o18bo59b2o18bo101bo$115b2o78b

2o73b2o52b2o82b2o70b2o96b2o77b2o80b2o57b4o17b2o57b4o17b2o83b2o15b

2o$58b2o737bob2ob2obo71bob2ob2obo95bo$7bo5bo43bobo742b2o2bo75b2o2b

o93bobo2b2o$5bobo4bo46bo737b2o2b2o2b3o69b2o2b2o2b3o90bobob3o2bo$6b

2o4b3o782b4obo2b3o69b4obo2b3o10bo79bo2b6o15bo27b2o$796bo2bo3bo2bo

69bo2bo3bo2bo12b2o80b2ob2o16bo17b3o7bobo$9bo323bo2bo80bo2bo327bo2b

o43b3o2bob4o23b2o44b3o2bob4o12b2o9b2o69b6o2bo13bo17bo9bo$9bobo68b

2o46b2o78b2o73b2o52bo83bo71b2o257bo42b3o2b2o2b2o22b4o43b3o2b2o2b2o

22b4o67bo2b3obobo25b2o5bo$9b2o66bo47bo79bo74bo57b2o82b2o66bo96b2ob

2obo73bo2bobo80b2o41bo2b2o26bob2ob2obo40bo2b2o26bob2ob2obo64b2o2bo

bo24bo$76bobo2b2o41bobo2b2o73bobo2b2o68bobo2b2o46bob2o6bo73bob2o6b

o62bobo2b2o90b2o2b2ob2o70b2obob3o74bob2o6bo39bob2ob2obo26b2o2bo40b

ob2ob2obo13bo12b2o2bo68bo24bobo2b2o$24b2o48bobob3o2bo38bobob3o2bo

70bobob3o2bo65bobob3o2bo45bo2bo3bo76bo2bo3bo63bobob3o2bo97bo71bo6b

o73bo2bo3bo46b4o22b2o2b2o2b3o43b4o14b2o6b2o2b2o2b3o44b2o17b2o25bob

ob3o2bo$24bobo47bo2b6o39bo2b6o71bo2b6o66bo2b6o45bo3bob3o75bo3bob3o

63bo2b6o90b2o77b2o5bo73bo3bob3o47b2o23b4obo2b3o44b2o14bobo6b4obo2b

3o43bobo35bo8bo2b6o$2bo21bo52b2ob2o43b2ob2o75b2ob2o70b2ob2o45bo11b

o71bo11bo63b2ob2o91b2o5b2o150bo11bo68bo2bo3bo2bo69bo2bo3bo2bo39b2o

5bo25b2o8b2o10b2ob2o$obo73b6o2bo39b6o2bo71b6o2bo66b6o2bo45b3obo3bo

75b3obo3bo63b6o2bo95b2o71bo5b2o74b3obo3bo68b3o2bob4o69b3o2bob4o39b

obo30bobo7bobo9b6o2bo$b2o72bo2b3obobo38bo2b3obobo70bo2b3obobo65bo

2b3obobo45bo3bo2bo76bo3bo2bo63bo2b3obobo88bo78bo6bo50bo24bo3bo2bo

45bo23b3o2b2o2b2o69b3o2b2o2b2o41bo32bo18bo2b3obobo$76b2o2bobo41b2o

2bobo73b2o2bobo68b2o2bobo44bo6b2obo73bo6b2obo64b2o2bobo90b2ob2o2b

2o71b3obob2o48bobo20bo6b2obo45bo24bo2b2o75bo2b2o99b2o2bobo$16b2o

63bo47bo79bo74bo48b2o82b2o75bo92bob2ob2o72bobo2bo51bo24b2o51bo25bo

b2ob2obo71bob2ob2obo99bo$15bobo59b2o46b2o78b2o73b2o53bo83bo70b2o

162bo72bo22bo80b4o76b4o87b3o6b2o$17bo318bo2bo80bo2bo229b2o72bo23bo

2bo43b2o32b2o78b2o84bo3bo$164bo481bo6bobo71bo69bobo198b2o3bo$12b3o

4b2o143b2o481bo151bo197bobo$14bo4bobo141bobo479b3o$13bo5bo631b3o

335b3o$653bo337bo$652bo58b2o277bo$712b2o$711bo6$1018b3o$1018bo$

1019bo4$1020b3o$1020bo$1021bo5$664b3o$664bo$665bo!

Sample occurrences

There are 11 sample soups in the Catagolue:

Unofficial symmetries

Symmetry	Soups	Sample soup links

b3s23osc_stdin	10	• • • • • • • • • •

oscthread_stdin	1	•

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