Pressure cooker - Catagolue

Pressure cooker (xp3_xgba9jz624bo2ob426zy0121)

#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 3.
	This pattern runs in standard life (b3s23).
	The population fluctuates between 33 and 37.
	This evolutionary sequence works in multiple rules, from b3eirys2-n3-ajy through to b2in34cekqtz5acikn6-ik7c8s1234-cit5678.

Pattern RLE

Code: Select all

Glider synthesis

Code: Select all

#C [[ GRID MAXGRIDSIZE 14 THEME Catagolue ]] 

#CSYNTH xp3_xgba9jz624bo2ob426zy0121 costs 108 gliders (true).

#CLL state-numbering golly

x = 1564, y = 80, rule = B3/S23

1072bo$1073bo$1071b3o6$337bo742bo$335bobo211bobo529bo$95bobo238b2o

3bobo206b2o12bo514b3o$95b2o234bobo7b2o207bo13bobo$96bo225bobo7b2o

8bo221b2o249bo$323b2o7bo480bobo$40bo282bo230bo259b2o206bo56b2o$41b

o513b2o463bobo57b2o$39b3o512b2o465b2o56bo2$379b2o50b2o59b2o74b2o

39bo11b2o125b2o69bo14b2o42b2o35bo16b2o48b2o47b2o59b2o41b2o41b2o49b

2o50b2o40b2o40b2o44b2o42b2o40b2o54b2o$135bo45bo46bo49bo46b2o6bo45b

o51bo60bo75bo35b2o4b2o2b2o5bo119b2o5bo71b2o5b2o5bo36b2o5bo37b2o7b

2o5bo42b2o5bo37bo3b2o5bo60bo42bo42bo50bo51bo41bo41bo45bo43bo41bo

55bo$134bobo36bo6bobo35b2o7bobo47bobo44bobo5bobo45bo51bo12bobo45bo

75bo35b2o2b2o3bobo5bo118bobo5bo69b2o6bobo5bo35bobo5bo35b2o8bobo5bo

35bo5bobo5bo37bo2bobo5bo60bo42bo42bo50bo51bo41bo41bo45bo43bo41bo

55bo$135bobo33b2o8bobo33bo2bo7bobo47bobo45bo6bobo41b3obo47b3obo11b

2o43b3obo71b3obo33bo11bo2b3obo119bo2b3obo78bo2b3obo36bo2b3obo46bo

2b3obo35b2o5bo2b3obo34b3o4bo2b3obo38bo13b2o2b3obo34b2o2b3obo34b2o

2b3obo42b2o2b3obo43b2o2b3obo33b2o2b3obo33b2o2b3obo37b2o2b3obo35b2o

2b3obo33b2o2b3obo47b2o2b3obo$137b3o32b2o9b3o31bo2bo9b3o32bo9bo4b3o

36b3o8bo4b3o38bo2bob3o44bo2bob3o10bo42bo2bob3o68bo2bob3o42b2obo4b

3o115bobobo4b3o75b2obo2bob3o33b2obo2bob3o43b2obo2bob3o32b2o5b2obo

2bob3o38b2obo4b3o37b2o11bo2bo2bob3o32bo2bo2bob3o32bo2bo2bob3o40bo

2bo2bob3o41bo2bo2bob3o31bo2bo2bob3o31bo2bo2bob3o35bo2bo2bob3o33bo

2bo4b3o31bo2bo2bob3o45bo2bo2bob3o$76bo59bo3bo41bo3bo31b2o9bo3bo32b

o7bobo2bo3bo37bo7bobo2bo3bo36bobo2bo3bo42bobo2bo3bo51bobo2bo3bo47b

o18bobo2bo3bo34b2o8bo2bo4bo114b2o2bo2bo4bo77b2o2bo3bo35b2o2bo3bo

45b2o2bo3bo41b4o4bo36bo3bo2bo4bo35b2o13bob2o2bo3bo32bob2o2bo3bo32b

ob2o2bo3bo40bob2o2bo3bo41bob2o2bo3bo31bob2o2bo3bo31bob2o2bo3bo35bo

b2o2bo3bo33bobo2bo4bo31bob2o2bo3bo31bo13bob2o2bo3bo$61bo14bobo58b

3o43b3o44b3o31b3o8bo4b3o37bo9bo2bob3o38bo2bob3o44bo2bob3o53bo2bob

3o46bobo19bo2bob3o36b2o7bo4b3o119bo4b3o75b2obo2bob3o33b2obo2bob3o

43b2obo2bob3o39b2obo2bob3o38b2obo4b3o50b2obo2bob3o32b2obo2bob3o32b

2obo2bob3o40b2obo2bob3o41b2obo2bob3o31b2obo2bob3o31b2obo2bob3o35b

2obo2bob3o33b2obo4b3o31b2obo2bob3o33bo11b2obo2bob3o$obo3b2o51bobo

9b2o3b2o57bobo43bobo44bobo40bo6bobo50b3obo41b3obo47b3obo16bo39b3ob

o49b2o20b3obo37bo10b3obo34bo87b3obo78bo2b3obo34bobo2b3obo44bobo2b

3obo34b2o4bobo2b3obo33b3o5bo2b3obo53bo2b3obo38b3obo38b3obo46b3obo

47b3obo37b3obo37b3obo41b3obo39b3obo37b3obo33b3o4bobo8b3obo$b2o3bob

o51b2o8bo2bo60bobo34b3o6bobo36b2o6bobo39bobo5bobo54bo45bo51bo16bo

43bo54b2o19bo52bo36bo2bobo84bo77bobo5bo34bo2bo5bo34b3o7bo2bo5bo34b

obo3bo2bo5bo36bo3bobo5bo52bobo5bo42bo42bo9bo40bo51bo41bo41bo45bo

43bo41bo42b2o11bo$bo4bo63bo2bo61bo37bo7bo38b2o6bo41b2o6bo54bo45bo

51bo17b3o30bo9bo54bobo18bo52bo35b3o2b2o84bo66b3o9b2o5bo36b2o5bo37b

o8b2o5bo37bo4b2o5bo36bo4b2o5bo53b2o5bo42bo42bo10bobo37bo41bo9bo41b

o41bo45bo43bo41bo43bo11bo$71b2o99bo46bo113b2o40bo3b2o4bo44bo52b2o

6bob3o53bo19b3o50b3o38bo85b3o65bo17b3o41b3o33bo3b2o12b3o47b3o46b3o

32b2o24b3o40b3o40b3o7b2o39b3o39bo9b3o39b3o39b3o43b3o41b3o33b2o4b3o

35b3o9b2o4b3o$132bo243bo6b2o46b3o48b2o7bobo2bo74bo52bo126bo64bo20b

o43bo37bobo7b2o4bo39b2o2b2o4bo38b2o2b2o4bo33b2o15b2o2b2o4bo35b2o5b

o42bo51bo36b3o12bo33b3o5bo33b3o5bo37b3o5bo31bo3b3o5bo31bo2bo6bo36b

o8bo2bo6bo$131bobo240b3o7b2o47bo13b2o43bo2b2o57b2o320b2o41bo9b2o

43bobo2b2o42bobo2b2o37bo16bobo2b2o40b2o40bo58bobo49bobo39bobo39bob

o43bobo31b2o8bobo30bo2bo5bobo34bo9bo2bo5bobo$132b2o246bo66bobo105b

2o319bobo96bo48bo60bo85bobo59b2o50b2o40b2o40b2o44b2o30b2o10b2o31b

2o7b2o41bo3b2o7b2o$268bo110b2o66bo37bo68bo105b3o213bo295b2o63bo35b

2o267bobo$128b3o137b2o7bo101bobo102b2o174bo211b2o46b2o206b3o45b3o

58bobo32bobo10b2o31bo8b2o38b4o35bo6b4o40b4o38b4o40b2o10b4o$130bo

136bobo7b2o8bo97b2o97bobo174bo155bo53bobo45bobo208bo45bo60b2o35bo

9bobo32bo6bobo38bo2bo33bobo5bo3bo39bo3bo37bo3bo51bo3bo$129bo146bob

o7b2o96b2o108b2o5bo315b2o2b3o49bo47bo207bo47bo53b2o52bo31b3o7bo40b

2o35b2o5b2o41bobo34b2o3bobo53bobo$281b2o3bobo97bo106b2o5b2o36b3o

275bobo2bo107bo242b2o56bobo223bo34bobo4bo53bobo$280bobo134b3o75bo

4bobo37bo281bo105b2o241bobo58bo88bo171bo59bo$282bo136bo119bo388bob

o242bo61b3o83b2o43b2o4bo173b2o$418bo68b3o334b2o242b3o120bo43bo84bo

bo44b2o2b2o35b2o85b2o48bobo$436bo3b2o47bo16bo317bobo243bo119b2o44b

o129bo4bobo35b2o83b2o51bo14b2o$435b2o3bobo45bo16b2o317bo244bo120bo

bo215bo87bo64b2o$435bobo2bo64bobo583b3o318b2o149bo$1091bo320bobo$

1092bo319bo2$1078b2o$1079b2o$1078bo2$1091b2o$1091bobo$1091bo16$

699b3o$701bo$700bo3$781b2o$780b2o$782bo2$686b3o$688bo$687bo!

Sample occurrences

There are 14 sample soups in the Catagolue:

Unofficial symmetries

Symmetry	Soups	Sample soup links

b3s23osc_stdin	13	• • • • • • • • • • • • •

oscstdin	1	•

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