xp31_yco8bp6o8a60ggz0gg064koyc643zg98nky1ogoy1375z11074y111y5gooy1iu08ozy9aecy1101wgg02ehpzy2gs26wg0gwgy41226zy5651169d11

#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 31.
	This pattern runs in standard life (b3s23).
	The population fluctuates between 124 and 212.
	This evolutionary sequence works in multiple rules, from b3s23 through to b36i7es234c5ack6i78.

Pattern RLE

Code: Select all

Glider synthesis

Code: Select all

#C [[ GRID MAXGRIDSIZE 14 THEME Catagolue ]] 

#CSYNTH xp31_yco8bp6o8a60ggz0gg064koyc643zg98nky1ogoy1375z11074y111y5gooy1iu08ozy9aecy1101wgg02ehpzy2gs26wg0gwgy41226zy5651169d11 costs 83 gliders (true).

#CLL state-numbering golly

x = 1271, y = 196, rule = B3/S23

936bobo$937b2o$937bo3b3o$941bo$942bo3$939b3o$939bo$940bo41$533bo$

533bobo$533b2o5$888bo$886bobo$887b2o3$520bo$519bo$519b3o27$1177bob

o$1177b2o$1178bo$22bo$21bo$21b3o1153bo$233bo942bo$227bobo2b2o942b

3o17bo$31bo60b2o62b2o64b2o4b2o2bobo53b2o178b2o114b2o62b2o62b2o62b

2o62b2o106b2o161b2o52bo17b2o11bobo56b2o$14bo15bo61bobo61bobo63bobo

3bo59bobo2b2o173bobo2b2o109bobo2b2o57bobo2b2o47bobo7bobo2b2o57bobo

2b2o57bobo2b2o101bobo2b2o156bobo2b2o48bo16bobo2b2o6b2o57bobo2b2o$

15bo14b3o61bo63bo65bo65bo3bo175bo3bo111bo3bo59bo3bo48b2o9bo3bo59bo

3bo59bo3bo103bo3bo158bo3bo46b3o18bo3bo67bo3bo$13b3o4bobo67b4ob2o

57b4ob2o59b4ob2o43bo15b4ob3o172b4ob3o108b4ob3o56b4ob3o49bo6b4ob3o

56b4ob3o56b4ob3o100b4ob3o155b4ob3o52bo3bobo5b4ob3o4bo59b4ob3o$21b

2o4b2o60bo3bobo57bo3bobo59bo3bobo42b2o15bo3bobo173bo3bobo109bo3bob

o57bo3bobo58bo2bobo58bo2bobo58bo2bobo102bo2bobo157bo2bobo55bo2b2o

6bo2bobo6bobo57bo2bobo4b2o$21bo5bobo59bobobobo57bobobobo59bobobobo

43b2o14bobobobo173bobobobo109bobobobo57bobobobo516b3o3bo18b2o68bo$

7bo19bo62b2ob2o59b2ob2o61b2ob2o61b2ob2o175b2ob2o111b2ob2o59b2ob2o

54bo535bo19bobo$5bobo698b2o533b3o17b2o$6b2o27bo233b2o391bo42b2o

129bo357b2o48bo$10bo24bobo232b2o179b2o114b2o62b2o27b2o33b2o62b2o

62b2o12bo93b2o18bo142b2o18bo51b2o25b2o43b2o3b2o$9bo25b2o232bo181bo

bo113bobo61bobo17bo9b2o32bobo61bobo61bobo9b3o93bobo17bo142bobo17bo

51bobo16b3o7bo42bobo13bo2b3o$9b3o65bo63bo65bo65bo179bo115bo63bo17b

2o2bobo39bo7b2o54bo63bo107bo17bo144bo17bo53bo6bo23b2o39bo6bo4bobo$

77b3o61b3o63b3o63b3o177b3o113b3o10bo50b3o14bobo2b2o40b3o4b2o55b2o

62b2o106b2o161b2o4b3o63b2o5bo23bobo3b2o33b2o5bo5b2o$75b2o3bo58b2o

3bo60b2o3bo60b2o3bo174b2o3bo110b2o3bo7bobo48b2o3bo19bo38b2o3bo5bo

52b2o20bo41b2o13b2o91b2o161b2o70b2o7bo23bo4b2o32b2o7bo$74bo2b4o57b

o2b4o59bo2b4o59bo2b4o173bo2b4o109bo2b4o8b2o47bo2b4o57bo2b4o57bo2b

2o18bobo38bo2b2o10bobo90bo2b2o158bo2b2o67bo2b2o36bo30bo2b2o$2bo32b

o38b2obo24b2o34b2obo24b2o36b2obo24b2o36b2obo24b2o150b2obo24b2o86b

2obo24b2o34b2obo60b2obo60b2obo15bo3b2o39b2obo13bo90b2obo159b2obo

68b2obo68b2obo18bo$obo5b2o23b2o6b2o34bob2o20bo2bo36bob2o20bo2bo38b

ob2o20bo2bo38bob2o20bo2bo152bob2o20bo2bo88bob2o20bo2bo36bob2o22b2o

36bob2o22b2o36bo16bo8b2o36bo25b2o80bo25b2o135bo25b2o44bo25b2o44bo

6b3o8bo7b2o$b2o6b2o23b2o5bobo33bo2bo20b2obo36bo2bo20b2obo38bo2bo

20b2obo38bo2bo20b2obo152bo2bo20b2obo88bo2bo20b2obo36bo2bo5b3o15bo

36bo2bo23bo36b2o13b3o9bo36b2o25bo80b2o25bo135b2o25bo44b2o25bo44b2o

7bo8b3o6bo$8bo32bo36b2o24bob2o34b2o24bob2o36b2o24bob2o36b2o24bob2o

150b2o24bob2o86b2o24bob2o34b2o8bo15bob2o34b2o24bob2o60bob2o60bob2o

104bob2o159bob2o68bob2o49bo18bob2o$101b4o2bo57b4o2bo59b4o2bo59b4o

2bo31bo141b4o2bo109b4o2bo43bo15b2o2bo47b2o10b2o2bo59b2o2bo59b2o2bo

103b2o2bo158b2o2bo30bo36b2o2bo67b2o2bo$101bo3b2o58bo3b2o60bo3b2o

60bo3b2o33bo2bobo135bo3b2o104bo5bo3b2o62b2o48bobo11b2o62b2o54bo7b

2o106b2o33bo127b2o32b2o4bo23bo7b2o62bo7b2o$102b3o61b3o63b3o63b3o

33b3o2b2o137b3o107b2o4b3o62b2o50bo11b2o62b2o56bo5b2o99b3o4b2o35bob

o116b3o4b2o33b2o3bobo23bo5b2o57b2o5bo5b2o$32b3o69bo63bo65bo65bo39b

o139bo106b2o7bo63bo63bo63bo56bo6bo107bo35b2o3bo121bo39b2o23bo6bo

57bobo4bo6bo$7b2o25bo137bo61bobo63bobo177bobo113bobo61bobo61bobo

61bobo61bobo105bobo38bobo119bobo42bo7b3o16bobo50b3o2bo13bobo$6bobo

24bo136b2o63b2o64b2o178b2o114b2o62b2o62b2o62b2o62b2o106b2o38b2o

121b2o43b2o25b2o65b2o3b2o$8bo27b2o133b2o414b2o405b2o172b2o93bo$36b

obo298b3o246b2o407b2o248b2o17b3o$16bo19bo50b2ob2o59b2ob2o61b2ob2o

61b2ob2o49bo125b2ob2o120bo405bo249bobo19bo$14bobo5bo63bobobobo57bo

bobobo14b2o43bobobobo59bobobobo49bo123bobobobo700b2o18bo3b3o48bo$

15b2o4b2o63bobo3bo57bobo3bo15b2o42bobo3bo59bobo3bo173bobo3bo109bob

o2bo58bobo2bo58bobo2bo58bobo2bo58bobo2bo102bobo2bo157bobo2bo57bobo

6bobo2bo6b2o2bo49b2o4bobo2bo$21bobo4b3o54b2ob4o56b3ob4o15bo42b3ob

4o58b3ob4o172b3ob4o108b3ob4o6bo49b3ob4o56b3ob4o56b3ob4o56b3ob4o

100b3ob4o155b3ob4o59bo4b3ob4o5bobo3bo52b3ob4o$11b3o14bo58bo59bo3bo

61bo3bo61bo3bo175bo3bo111bo3bo9b2o48bo3bo59bo3bo59bo3bo59bo3bo103b

o3bo158bo3bo67bo3bo18b3o46bo3bo$13bo15bo53bo3bobo57b2o2bobo59b2o2b

obo59b2o2bobo173b2o2bobo109b2o2bobo7bobo47b2o2bobo57b2o2bobo57b2o

2bobo57b2o2bobo101b2o2bobo156b2o2bobo57b2o6b2o2bobo16bo48b2o2bobo$

12bo64bobo2b2o4b2o62b2o64b2o64b2o178b2o114b2o62b2o62b2o62b2o62b2o

106b2o161b2o56bobo11b2o17bo52b2o$78b2o2bobo1082bo17b3o$78bo1108bo$

20b3o1163bo$22bo$21bo$1185bo$1185b2o$1184bobo34$1051b3o$1053bo$

400b2o650bo$401b2o$400bo15$388b3o$390bo$389bo!

Sample occurrences

There are 53 sample soups in the Catagolue:

Unofficial symmetries

Symmetry	Soups	Sample soup links

b3s23osc_stdin	4	• • • •

catforce_stdin	13	• • • • • • • • • • • • •

mvr_catforce_stdin	35	• • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • •

oscthread_stdin	1	•

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